File name: Pandora150s1_Ulsan_20190707_L1_smca1c15d20190328p1-8.txt
File generation date: 20241205T211708.6Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c15d20190328p1-8
Local principal investigator: Vitali Fioletov
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 150
Spectrometer number: 1
Processing software version used: BlickP v1.8.60
Instrument operation file used: Pandora150_OF_v2d20181126.txt
Instrument calibration file used: Pandora150s1_CF_v15d20190328.txt
Level 0 file used: Pandora150s1_Ulsan_20190707_L0.txt
Full location name: UNIST
Short location name: Ulsan
Country of location: South Korea
Location latitude [deg]: 35.5745
Location longitude [deg]: 129.1896
Location altitude [m]: 38
Local noon date: 20190707
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]: 272.2305 272.3739 272.5173 272.6607 272.8041 272.9475 273.0909 273.2342 273.3776 273.5209 273.6643 273.8076 273.9509 274.0942 274.2374 274.3807 274.5240 274.6672 274.8105 274.9537 275.0969 275.2401 275.3833 275.5265 275.6697 275.8128 275.9560 276.0991 276.2423 276.3854 276.5285 276.6716 276.8147 276.9578 277.1008 277.2439 277.3870 277.5300 277.6730 277.8160 277.9590 278.1020 278.2450 278.3880 278.5309 278.6739 278.8168 278.9598 279.1027 279.2456 279.3885 279.5314 279.6743 279.8171 279.9600 280.1028 280.2457 280.3885 280.5313 280.6741 280.8169 280.9597 281.1024 281.2452 281.3880 281.5307 281.6734 281.8161 281.9588 282.1015 282.2442 282.3869 282.5296 282.6722 282.8149 282.9575 283.1001 283.2427 283.3853 283.5279 283.6705 283.8131 283.9556 284.0982 284.2407 284.3832 284.5257 284.6683 284.8107 284.9532 285.0957 285.2382 285.3806 285.5231 285.6655 285.8079 285.9503 286.0927 286.2351 286.3775 286.5198 286.6622 286.8045 286.9469 287.0892 287.2315 287.3738 287.5161 287.6584 287.8007 287.9429 288.0852 288.2274 288.3696 288.5118 288.6540 288.7962 288.9384 289.0806 289.2227 289.3649 289.5070 289.6492 289.7913 289.9334 290.0755 290.2176 290.3596 290.5017 290.6438 290.7858 290.9278 291.0699 291.2119 291.3539 291.4959 291.6378 291.7798 291.9217 292.0637 292.2056 292.3475 292.4895 292.6314 292.7732 292.9151 293.0570 293.1988 293.3407 293.4825 293.6243 293.7662 293.9080 294.0498 294.1915 294.3333 294.4751 294.6168 294.7585 294.9003 295.0420 295.1837 295.3254 295.4670 295.6087 295.7504 295.8920 296.0337 296.1753 296.3169 296.4585 296.6001 296.7417 296.8832 297.0248 297.1663 297.3079 297.4494 297.5909 297.7324 297.8739 298.0154 298.1568 298.2983 298.4397 298.5812 298.7226 298.8640 299.0054 299.1468 299.2882 299.4295 299.5709 299.7122 299.8536 299.9949 300.1362 300.2775 300.4188 300.5601 300.7013 300.8426 300.9838 301.1251 301.2663 301.4075 301.5487 301.6899 301.8311 301.9722 302.1134 302.2545 302.3956 302.5368 302.6779 302.8190 302.9600 303.1011 303.2422 303.3832 303.5243 303.6653 303.8063 303.9473 304.0883 304.2293 304.3702 304.5112 304.6522 304.7931 304.9340 305.0749 305.2158 305.3567 305.4976 305.6385 305.7793 305.9201 306.0610 306.2018 306.3426 306.4834 306.6242 306.7650 306.9057 307.0465 307.1872 307.3279 307.4687 307.6094 307.7501 307.8907 308.0314 308.1721 308.3127 308.4533 308.5940 308.7346 308.8752 309.0158 309.1563 309.2969 309.4375 309.5780 309.7185 309.8591 309.9996 310.1401 310.2805 310.4210 310.5615 310.7019 310.8424 310.9828 311.1232 311.2636 311.4040 311.5444 311.6847 311.8251 311.9654 312.1058 312.2461 312.3864 312.5267 312.6670 312.8072 312.9475 313.0877 313.2280 313.3682 313.5084 313.6486 313.7888 313.9290 314.0692 314.2093 314.3495 314.4896 314.6297 314.7698 314.9099 315.0500 315.1901 315.3301 315.4702 315.6102 315.7502 315.8903 316.0303 316.1703 316.3102 316.4502 316.5902 316.7301 316.8700 317.0099 317.1499 317.2898 317.4296 317.5695 317.7094 317.8492 317.9890 318.1289 318.2687 318.4085 318.5483 318.6881 318.8278 318.9676 319.1073 319.2470 319.3868 319.5265 319.6662 319.8058 319.9455 320.0852 320.2248 320.3644 320.5041 320.6437 320.7833 320.9229 321.0624 321.2020 321.3416 321.4811 321.6206 321.7601 321.8996 322.0391 322.1786 322.3181 322.4575 322.5970 322.7364 322.8758 323.0152 323.1546 323.2940 323.4334 323.5727 323.7121 323.8514 323.9908 324.1301 324.2694 324.4087 324.5479 324.6872 324.8264 324.9657 325.1049 325.2441 325.3833 325.5225 325.6617 325.8009 325.9400 326.0792 326.2183 326.3574 326.4965 326.6356 326.7747 326.9138 327.0529 327.1919 327.3309 327.4700 327.6090 327.7480 327.8870 328.0259 328.1649 328.3039 328.4428 328.5817 328.7206 328.8595 328.9984 329.1373 329.2762 329.4150 329.5539 329.6927 329.8315 329.9703 330.1091 330.2479 330.3867 330.5255 330.6642 330.8029 330.9417 331.0804 331.2191 331.3578 331.4964 331.6351 331.7738 331.9124 332.0510 332.1896 332.3282 332.4668 332.6054 332.7440 332.8825 333.0211 333.1596 333.2981 333.4366 333.5751 333.7136 333.8521 333.9905 334.1290 334.2674 334.4058 334.5442 334.6826 334.8210 334.9594 335.0978 335.2361 335.3745 335.5128 335.6511 335.7894 335.9277 336.0660 336.2042 336.3425 336.4807 336.6189 336.7572 336.8954 337.0336 337.1717 337.3099 337.4481 337.5862 337.7243 337.8624 338.0006 338.1386 338.2767 338.4148 338.5529 338.6909 338.8289 338.9670 339.1050 339.2430 339.3810 339.5189 339.6569 339.7948 339.9328 340.0707 340.2086 340.3465 340.4844 340.6223 340.7601 340.8980 341.0358 341.1737 341.3115 341.4493 341.5871 341.7248 341.8626 342.0004 342.1381 342.2758 342.4135 342.5513 342.6889 342.8266 342.9643 343.1020 343.2396 343.3772 343.5148 343.6525 343.7900 343.9276 344.0652 344.2028 344.3403 344.4778 344.6154 344.7529 344.8904 345.0279 345.1653 345.3028 345.4402 345.5777 345.7151 345.8525 345.9899 346.1273 346.2647 346.4020 346.5394 346.6767 346.8140 346.9514 347.0887 347.2259 347.3632 347.5005 347.6377 347.7750 347.9122 348.0494 348.1866 348.3238 348.4610 348.5982 348.7353 348.8725 349.0096 349.1467 349.2838 349.4209 349.5580 349.6950 349.8321 349.9691 350.1062 350.2432 350.3802 350.5172 350.6542 350.7911 350.9281 351.0650 351.2020 351.3389 351.4758 351.6127 351.7496 351.8864 352.0233 352.1601 352.2970 352.4338 352.5706 352.7074 352.8442 352.9810 353.1177 353.2545 353.3912 353.5279 353.6646 353.8013 353.9380 354.0747 354.2113 354.3480 354.4846 354.6212 354.7578 354.8944 355.0310 355.1676 355.3041 355.4407 355.5772 355.7137 355.8503 355.9868 356.1232 356.2597 356.3962 356.5326 356.6691 356.8055 356.9419 357.0783 357.2147 357.3510 357.4874 357.6237 357.7601 357.8964 358.0327 358.1690 358.3053 358.4416 358.5778 358.7141 358.8503 358.9865 359.1227 359.2589 359.3951 359.5313 359.6674 359.8036 359.9397 360.0758 360.2119 360.3480 360.4841 360.6202 360.7563 360.8923 361.0283 361.1643 361.3004 361.4364 361.5723 361.7083 361.8443 361.9802 362.1161 362.2521 362.3880 362.5239 362.6597 362.7956 362.9315 363.0673 363.2031 363.3389 363.4747 363.6105 363.7463 363.8821 364.0178 364.1536 364.2893 364.4250 364.5607 364.6964 364.8321 364.9678 365.1034 365.2390 365.3747 365.5103 365.6459 365.7815 365.9171 366.0526 366.1882 366.3237 366.4592 366.5947 366.7302 366.8657 367.0012 367.1367 367.2721 367.4075 367.5430 367.6784 367.8138 367.9491 368.0845 368.2199 368.3552 368.4905 368.6259 368.7612 368.8965 369.0317 369.1670 369.3023 369.4375 369.5727 369.7079 369.8431 369.9783 370.1135 370.2487 370.3838 370.5190 370.6541 370.7892 370.9243 371.0594 371.1945 371.3295 371.4646 371.5996 371.7346 371.8696 372.0046 372.1396 372.2746 372.4095 372.5445 372.6794 372.8143 372.9492 373.0841 373.2190 373.3539 373.4887 373.6235 373.7584 373.8932 374.0280 374.1628 374.2975 374.4323 374.5670 374.7018 374.8365 374.9712 375.1059 375.2406 375.3753 375.5099 375.6446 375.7792 375.9138 376.0484 376.1830 376.3176 376.4521 376.5867 376.7212 376.8557 376.9902 377.1247 377.2592 377.3937 377.5282 377.6626 377.7970 377.9314 378.0658 378.2002 378.3346 378.4690 378.6033 378.7377 378.8720 379.0063 379.1406 379.2749 379.4092 379.5434 379.6777 379.8119 379.9461 380.0803 380.2145 380.3487 380.4828 380.6170 380.7511 380.8853 381.0194 381.1535 381.2876 381.4216 381.5557 381.6897 381.8238 381.9578 382.0918 382.2258 382.3597 382.4937 382.6277 382.7616 382.8955 383.0294 383.1633 383.2972 383.4311 383.5649 383.6988 383.8326 383.9664 384.1002 384.2340 384.3678 384.5016 384.6353 384.7690 384.9028 385.0365 385.1702 385.3038 385.4375 385.5712 385.7048 385.8384 385.9720 386.1056 386.2392 386.3728 386.5064 386.6399 386.7734 386.9069 387.0404 387.1739 387.3074 387.4409 387.5743 387.7078 387.8412 387.9746 388.1080 388.2414 388.3747 388.5081 388.6414 388.7748 388.9081 389.0414 389.1747 389.3079 389.4412 389.5744 389.7077 389.8409 389.9741 390.1073 390.2404 390.3736 390.5067 390.6399 390.7730 390.9061 391.0392 391.1723 391.3053 391.4384 391.5714 391.7045 391.8375 391.9705 392.1034 392.2364 392.3694 392.5023 392.6352 392.7681 392.9010 393.0339 393.1668 393.2997 393.4325 393.5653 393.6982 393.8310 393.9637 394.0965 394.2293 394.3620 394.4948 394.6275 394.7602 394.8929 395.0255 395.1582 395.2909 395.4235 395.5561 395.6887 395.8213 395.9539 396.0865 396.2190 396.3515 396.4841 396.6166 396.7491 396.8816 397.0140 397.1465 397.2789 397.4113 397.5437 397.6761 397.8085 397.9409 398.0732 398.2056 398.3379 398.4702 398.6025 398.7348 398.8671 398.9993 399.1316 399.2638 399.3960 399.5282 399.6604 399.7926 399.9247 400.0569 400.1890 400.3211 400.4532 400.5853 400.7174 400.8494 400.9815 401.1135 401.2455 401.3775 401.5095 401.6415 401.7735 401.9054 402.0373 402.1692 402.3011 402.4330 402.5649 402.6968 402.8286 402.9604 403.0923 403.2241 403.3559 403.4876 403.6194 403.7511 403.8829 404.0146 404.1463 404.2780 404.4096 404.5413 404.6730 404.8046 404.9362 405.0678 405.1994 405.3310 405.4625 405.5941 405.7256 405.8571 405.9886 406.1201 406.2516 406.3831 406.5145 406.6459 406.7773 406.9087 407.0401 407.1715 407.3029 407.4342 407.5655 407.6969 407.8282 407.9594 408.0907 408.2220 408.3532 408.4845 408.6157 408.7469 408.8781 409.0092 409.1404 409.2715 409.4027 409.5338 409.6649 409.7960 409.9270 410.0581 410.1891 410.3202 410.4512 410.5822 410.7132 410.8441 410.9751 411.1060 411.2369 411.3679 411.4988 411.6296 411.7605 411.8914 412.0222 412.1530 412.2838 412.4146 412.5454 412.6762 412.8069 412.9377 413.0684 413.1991 413.3298 413.4605 413.5911 413.7218 413.8524 413.9831 414.1137 414.2443 414.3748 414.5054 414.6359 414.7665 414.8970 415.0275 415.1580 415.2885 415.4189 415.5494 415.6798 415.8102 415.9406 416.0710 416.2014 416.3318 416.4621 416.5924 416.7227 416.8530 416.9833 417.1136 417.2439 417.3741 417.5043 417.6345 417.7647 417.8949 418.0251 418.1553 418.2854 418.4155 418.5456 418.6757 418.8058 418.9359 419.0659 419.1960 419.3260 419.4560 419.5860 419.7160 419.8459 419.9759 420.1058 420.2357 420.3656 420.4955 420.6254 420.7553 420.8851 421.0149 421.1448 421.2746 421.4043 421.5341 421.6639 421.7936 421.9233 422.0531 422.1828 422.3124 422.4421 422.5718 422.7014 422.8310 422.9606 423.0902 423.2198 423.3494 423.4789 423.6085 423.7380 423.8675 423.9970 424.1265 424.2559 424.3854 424.5148 424.6442 424.7736 424.9030 425.0324 425.1618 425.2911 425.4204 425.5498 425.6791 425.8083 425.9376 426.0669 426.1961 426.3253 426.4545 426.5837 426.7129 426.8421 426.9712 427.1004 427.2295 427.3586 427.4877 427.6168 427.7458 427.8749 428.0039 428.1329 428.2619 428.3909 428.5199 428.6489 428.7778 428.9067 429.0357 429.1646 429.2934 429.4223 429.5512 429.6800 429.8088 429.9376 430.0664 430.1952 430.3240 430.4527 430.5815 430.7102 430.8389 430.9676 431.0963 431.2249 431.3536 431.4822 431.6108 431.7394 431.8680 431.9966 432.1251 432.2537 432.3822 432.5107 432.6392 432.7677 432.8962 433.0246 433.1531 433.2815 433.4099 433.5383 433.6667 433.7950 433.9234 434.0517 434.1800 434.3083 434.4366 434.5649 434.6932 434.8214 434.9496 435.0778 435.2060 435.3342 435.4624 435.5905 435.7187 435.8468 435.9749 436.1030 436.2311 436.3592 436.4872 436.6152 436.7433 436.8713 436.9993 437.1272 437.2552 437.3831 437.5111 437.6390 437.7669 437.8948 438.0226 438.1505 438.2783 438.4061 438.5340 438.6617 438.7895 438.9173 439.0450 439.1728 439.3005 439.4282 439.5559 439.6836 439.8112 439.9389 440.0665 440.1941 440.3217 440.4493 440.5769 440.7044 440.8319 440.9595 441.0870 441.2145 441.3419 441.4694 441.5969 441.7243 441.8517 441.9791 442.1065 442.2339 442.3612 442.4886 442.6159 442.7432 442.8705 442.9978 443.1251 443.2523 443.3795 443.5068 443.6340 443.7612 443.8883 444.0155 444.1426 444.2698 444.3969 444.5240 444.6511 444.7782 444.9052 445.0322 445.1593 445.2863 445.4133 445.5403 445.6672 445.7942 445.9211 446.0480 446.1749 446.3018 446.4287 446.5555 446.6824 446.8092 446.9360 447.0628 447.1896 447.3164 447.4431 447.5699 447.6966 447.8233 447.9500 448.0767 448.2033 448.3300 448.4566 448.5832 448.7098 448.8364 448.9630 449.0895 449.2161 449.3426 449.4691 449.5956 449.7221 449.8485 449.9750 450.1014 450.2278 450.3542 450.4806 450.6070 450.7333 450.8597 450.9860 451.1123 451.2386 451.3649 451.4912 451.6174 451.7436 451.8699 451.9961 452.1223 452.2484 452.3746 452.5007 452.6269 452.7530 452.8791 453.0051 453.1312 453.2573 453.3833 453.5093 453.6353 453.7613 453.8873 454.0132 454.1392 454.2651 454.3910 454.5169 454.6428 454.7687 454.8945 455.0204 455.1462 455.2720 455.3978 455.5235 455.6493 455.7750 455.9008 456.0265 456.1522 456.2779 456.4035 456.5292 456.6548 456.7804 456.9060 457.0316 457.1572 457.2828 457.4083 457.5338 457.6593 457.7848 457.9103 458.0358 458.1612 458.2867 458.4121 458.5375 458.6629 458.7883 458.9136 459.0390 459.1643 459.2896 459.4149 459.5402 459.6654 459.7907 459.9159 460.0411 460.1663 460.2915 460.4167 460.5418 460.6670 460.7921 460.9172 461.0423 461.1674 461.2925 461.4175 461.5425 461.6675 461.7925 461.9175 462.0425 462.1675 462.2924 462.4173 462.5422 462.6671 462.7920 462.9168 463.0417 463.1665 463.2913 463.4161 463.5409 463.6657 463.7904 463.9152 464.0399 464.1646 464.2893 464.4139 464.5386 464.6632 464.7879 464.9125 465.0371 465.1616 465.2862 465.4108 465.5353 465.6598 465.7843 465.9088 466.0333 466.1577 466.2821 466.4066 466.5310 466.6554 466.7797 466.9041 467.0284 467.1528 467.2771 467.4014 467.5256 467.6499 467.7742 467.8984 468.0226 468.1468 468.2710 468.3952 468.5193 468.6434 468.7676 468.8917 469.0158 469.1398 469.2639 469.3879 469.5120 469.6360 469.7600 469.8839 470.0079 470.1318 470.2558 470.3797 470.5036 470.6275 470.7513 470.8752 470.9990 471.1228 471.2466 471.3704 471.4942 471.6180 471.7417 471.8654 471.9891 472.1128 472.2365 472.3602 472.4838 472.6074 472.7310 472.8546 472.9782 473.1018 473.2253 473.3489 473.4724 473.5959 473.7194 473.8428 473.9663 474.0897 474.2131 474.3365 474.4599 474.5833 474.7067 474.8300 474.9533 475.0766 475.1999 475.3232 475.4464 475.5697 475.6929 475.8161 475.9393 476.0625 476.1857 476.3088 476.4319 476.5551 476.6782 476.8012 476.9243 477.0473 477.1704 477.2934 477.4164 477.5394 477.6623 477.7853 477.9082 478.0312 478.1541 478.2769 478.3998 478.5227 478.6455 478.7683 478.8911 479.0139 479.1367 479.2595 479.3822 479.5049 479.6276 479.7503 479.8730 479.9957 480.1183 480.2409 480.3635 480.4861 480.6087 480.7313 480.8538 480.9764 481.0989 481.2214 481.3438 481.4663 481.5888 481.7112 481.8336 481.9560 482.0784 482.2007 482.3231 482.4454 482.5677 482.6900 482.8123 482.9346 483.0568 483.1791 483.3013 483.4235 483.5457 483.6679 483.7900 483.9121 484.0343 484.1564 484.2784 484.4005 484.5226 484.6446 484.7666 484.8886 485.0106 485.1326 485.2545 485.3765 485.4984 485.6203 485.7422 485.8641 485.9859 486.1078 486.2296 486.3514 486.4732 486.5950 486.7167 486.8385 486.9602 487.0819 487.2036 487.3252 487.4469 487.5685 487.6902 487.8118 487.9334 488.0549 488.1765 488.2980 488.4196 488.5411 488.6626 488.7840 488.9055 489.0269 489.1484 489.2698 489.3912 489.5125 489.6339 489.7552 489.8766 489.9979 490.1191 490.2404 490.3617 490.4829 490.6041 490.7254 490.8465 490.9677 491.0889 491.2100 491.3311 491.4522 491.5733 491.6944 491.8155 491.9365 492.0575 492.1785 492.2995 492.4205 492.5415 492.6624 492.7833 492.9042 493.0251 493.1460 493.2669 493.3877 493.5085 493.6293 493.7501 493.8709 493.9916 494.1124 494.2331 494.3538 494.4745 494.5952 494.7158 494.8365 494.9571 495.0777 495.1983 495.3188 495.4394 495.5599 495.6805 495.8010 495.9214 496.0419 496.1624 496.2828 496.4032 496.5236 496.6440 496.7644 496.8847 497.0051 497.1254 497.2457 497.3660 497.4862 497.6065 497.7267 497.8469 497.9671 498.0873 498.2075 498.3276 498.4478 498.5679 498.6880 498.8081 498.9281 499.0482 499.1682 499.2882 499.4082 499.5282 499.6482 499.7681 499.8881 500.0080 500.1279 500.2477 500.3676 500.4874 500.6073 500.7271 500.8469 500.9667 501.0864 501.2062 501.3259 501.4456 501.5653 501.6850 501.8046 501.9243 502.0439 502.1635 502.2831 502.4027 502.5222 502.6418 502.7613 502.8808 503.0003 503.1198 503.2392 503.3587 503.4781 503.5975 503.7169 503.8362 503.9556 504.0749 504.1943 504.3136 504.4328 504.5521 504.6714 504.7906 504.9098 505.0290 505.1482 505.2674 505.3865 505.5057 505.6248 505.7439 505.8630 505.9820 506.1011 506.2201 506.3391 506.4581 506.5771 506.6961 506.8150 506.9339 507.0529 507.1717 507.2906 507.4095 507.5283 507.6472 507.7660 507.8848 508.0035 508.1223 508.2410 508.3598 508.4785 508.5972 508.7158 508.8345 508.9531 509.0718 509.1904 509.3090 509.4275 509.5461 509.6646 509.7832 509.9017 510.0201 510.1386 510.2571 510.3755 510.4939 510.6123 510.7307 510.8491 510.9674 511.0858 511.2041 511.3224 511.4407 511.5589 511.6772 511.7954 511.9136 512.0318 512.1500 512.2682 512.3863 512.5045 512.6226 512.7407 512.8588 512.9768 513.0949 513.2129 513.3309 513.4489 513.5669 513.6848 513.8028 513.9207 514.0386 514.1565 514.2744 514.3922 514.5101 514.6279 514.7457 514.8635 514.9813 515.0990 515.2168 515.3345 515.4522 515.5699 515.6876 515.8052 515.9228 516.0405 516.1581 516.2757 516.3932 516.5108 516.6283 516.7458 516.8633 516.9808 517.0983 517.2157 517.3332 517.4506 517.5680 517.6853 517.8027 517.9201 518.0374 518.1547 518.2720 518.3893 518.5065 518.6238 518.7410 518.8582 518.9754 519.0926 519.2097 519.3269 519.4440 519.5611 519.6782 519.7953 519.9123 520.0294 520.1464 520.2634 520.3804 520.4973 520.6143 520.7312 520.8481 520.9650 521.0819 521.1988 521.3156 521.4325 521.5493 521.6661 521.7829 521.8996 522.0164 522.1331 522.2498 522.3665 522.4832 522.5998 522.7165 522.8331 522.9497 523.0663 523.1828 523.2994 523.4159 523.5325 523.6490 523.7654 523.8819 523.9984 524.1148 524.2312 524.3476 524.4640 524.5803 524.6967 524.8130 524.9293 525.0456 525.1619 525.2781 525.3944 525.5106 525.6268 525.7430 525.8592 525.9753 526.0914 526.2076 526.3237 526.4397 526.5558 526.6718 526.7879 526.9039 527.0199 527.1358 527.2518 527.3677 527.4837 527.5996 527.7154 527.8313 527.9472 528.0630 528.1788 528.2946 528.4104 528.5261 528.6419 528.7576 528.8733 528.9890 529.1046 529.2203 529.3359 529.4515 529.5671 529.6827 529.7983 529.9138 530.0293 530.1448 530.2603 530.3758 530.4912 530.6067 530.7221 530.8375 530.9528 531.0682 531.1835 531.2988 531.4141 531.5294 531.6447 531.7599 531.8751 531.9904 532.1055 532.2207 532.3359 532.4510 532.5661 532.6812 532.7963 532.9113 533.0264 533.1414 533.2564 533.3713 533.4863 533.6012 533.7162 533.8311 533.9459 534.0608 534.1756 534.2905 534.4053 534.5200 534.6348 534.7496 534.8643 534.9790 535.0937 535.2083 535.3230 535.4376 535.5522 535.6668 535.7813 535.8959 536.0104 536.1249 536.2394 536.3539 536.4683 536.5827 536.6971 536.8115 536.9259 537.0402 537.1545 537.2688 537.3831 537.4973 537.6116 537.7258 537.8400 537.9542 538.0683 538.1824 538.2965 538.4106 538.5247
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Column 1: Two letter code of measurement routine
Column 2: UT date and time for beginning of measurement, yyyymmddThhmmssZ (ISO 8601)
Column 3: Fractional days since 1-Jan-2000 UT midnight for beginning of measurement
Column 4: Routine count (1 for the first routine of the day, 2 for the second, etc.)
Column 5: Repetition count (1 for the first set in the routine, 2 for the second, etc.)
Column 6: Total duration of measurement set in seconds
Column 7: Data processing type index
Column 8: Integration time [ms]
Column 9: Number of bright count cycles
Column 10: Number of dark count cycles
Column 11: Saturation index: positive integer is the number of saturated cycles included in the data, negative integer is the number of cycles skipped due to saturation
Column 12: Effective position of filterwheel #1, 0=filterwheel not used, 1-9 are valid positions
Column 13: Effective position of filterwheel #2, 0=filterwheel not used, 1-9 are valid positions
Column 14: Pointing zenith angle in degree, absolute or relative (see next column), 999=tracker not used
Column 15: Zenith pointing mode: zenith angle is... 0=absolute, 1=relative to sun, 2=relative to moon
Column 16: Pointing azimuth in degree, increases clockwise, absolute (0=north) or relative (see next column), 999=tracker not used
Column 17: Azimuth pointing mode: like zenith angle mode but also fixed scattering angles relative to sun (3) or moon (4)
Column 18: Target distance [m], -1=not pointed on target
Column 19: Sum over 2^i with i being a L0 to L1 conversion step, 0=dark correction, 1=non-linearity correction, 2=latency correction, 3=flat field correction, 4=conversion to count rates, 5=temperature correction, 6=stray light correction, 7=wavelength change determination, 8=sensitivity correction, 9=wavelength correction
Column 20: Dark correction method: -9=no dark correction done, since it was not requested, -2=no dark correction done, since there were no bright measurements, -1=no dark correction done, since there was no matching dark measurement, 0=dark correction done with measured dark count only, since input darkmeth was MEAS or no dark map parameters available, 1=dark correction done using dark fine structure map and measured dark count, >1=dark correction done with measured dark count only, since dark background fitting gave an error
Column 21: L1 data quality flag: 0=assured high quality, 1=assured medium quality, 2=assured low quality, 10=not-assured high quality, 11=not-assured medium quality, 12=not-assured low quality
Column 22: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ1 limit, 0=Saturated data, 1=Too few dark counts measurements, 2=No temperature given or effective temperature too different from the reference temperature, 3=Dark count too high, 4=Unsuccessful dark background fitting, 5=The dark count differs significantly from the dark map for too many pixels, 6=Absolute value of estimated average residual stray light level too high, 7=Although attempted, no wavelength change could be retrieved, 8=Absolute value of retrieved wavelength shift too large, 9=Retrieved wavelength shift differs too much from the shift predicted by the effective temperature
Column 23: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ2 limit (same parameters as for DQ1)
Column 24: Wavelength effective temperature [°C], 999=no effective temperature given
Column 25: Number of pixels, where dark count is higher than bright count, -9=no bright counts or dark counts measured
Column 26: Number of pixels, where DQ1 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 27: Number of pixels, where DQ2 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 28: Index of (not dead, blind, warm, or saturated) pixel with highest corrected counts
Column 29: Mean over blind and oversampled pixels in the bright counts, -9 if there is no bright count
Column 30: Standard error of blind and oversampled pixels in the bright counts, -9 if there is no bright count standard error
Column 31: Mean over blind and oversampled pixels in the dark counts, -9 if there is no dark count
Column 32: Standard error of blind and oversampled pixels in the dark counts, -9 if there is no dark count standard error
Column 33: Number of function evaluations used for dark background fitting, -9 if no background fitting was done
Column 34: rms of unweighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 35: Normalized rms of weighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 36: Mean difference dark map to measured dark count, -9 if no background fitting was done
Column 37: rms of difference dark map to measured dark count, -9 if no background fitting was done
Column 38: Mean absolute difference dark map to measured dark count expressed in number of standard deviations, -9 if no background fitting was done
Column 39: Number of regular pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 40: Number of warm pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 41: Number of hot pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 42: Index of regular pixel, where the dark map differed most from the measured dark count, -9 if no background fitting was done
Column 43: Number of sigmas the dark map differs from the measured dark for the pixel with the largest difference, -9 if no background fitting was done
Column 44: Retrieved value for dark background fitting parameter 1, -9 if no background fitting was done
Column 45: Uncertainty of retrieved value for dark background fitting parameter 1, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 46: Retrieved value for dark background fitting parameter 2, -9 if no background fitting was done
Column 47: Uncertainty of retrieved value for dark background fitting parameter 2, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 48: Retrieved value for dark background fitting parameter 3, -9 if no background fitting was done
Column 49: Uncertainty of retrieved value for dark background fitting parameter 3, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 50: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 51: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 52: Estimated stray light in the signal before correction at 300nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 53: Estimated stray light in the signal before correction at 302.5nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 54: Estimated stray light in the signal before correction at 305nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 55: Estimated stray light in the signal before correction at 310nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 56: Estimated stray light in the signal before correction at 320nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 57: Estimated stray light in the signal before correction at 350nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 58: Estimated stray light in the signal before correction at 400nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 59: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 60: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 61: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 62: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 63: Mean wavelength correction applied [%], -9=no wavelength correction
Column 64: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 65: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 66: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 67: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 68: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 69: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 70: Temperature at electronics board [°C], 999=no temperature signal
Column 71: Spectrometer control temperature [°C], 999=no temperature signal
Column 72: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 73: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 74: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 75: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 76-2123: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2124-4171: Atmospheric variability of L1 data for each pixel [%], 101=no atmospheric variability was measured and pixel is inside the range of the filter, 102=no atmospheric variability was measured and pixel is outside the range of the filter, 103=atmospheric variability was measured, but pixel is outside the range of the filter, 104=saturated data, 109=no atmospheric variability was determined since no dark correction was attempted
Columns 4172-6219: Independent instrumental uncertainty of L1 data for each pixel, -2=pixel is outside the range of the filter, -4=saturated data
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SO 20190706T201909.0Z 7126.846632 1 1 36.19 2 4000.000 9 2 0 1 7 0.00 1 0.00 1 -1.00 507 1 12 768 768 17.90 177 0 0 959 4.795e+02 4.740e+00 4.943e+02 1.044e+01 10 2.026e+02 2.026e+02 -7.278e-02 2.028e+02 1.267e+00 0 0 0 0 0.00e+00 6.927e-17 -9.000e+00 2.499e+01 -9.000e+00 1.756e+03 -9.000e+00 1 -0.03 -2.00 -2.00 -2.00 -2.00 -2.00 -2.00 -2.00 0 1.074e+00 1758 -9 -9.00 -9.00 -9.00 -9.00 0.00088 -4.60818e+00 1.97343e-02 20.67 15.00 17.90 1.140e+08 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 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 -34 -16 -14 86 -26 14 8 -88 23 11 -26 3 -10 -72 14 -71 -32 -32 18 33 -117 36 -27 -5 41 -34 156 -27 -21 115 62 25 -38 95 -27 -45 -16 -31 -27 -48 16 -18 238 -17 109 -38 31 51 58 15 119 -33 43 33 18 -22 -34 -13 -7 97 -16 96 20 92 5 -22 -2 -20 -18 -39 -15 -23 -14 -41 159 26 11 15 33 71 85 6 -30 23 -7 0 8 68 5 33 -4 3 -5 95 10 43 -40 21 144 -36 71 -40 17 -34 31 -26 -21 -19 -4 9 -9 9 44 12 16 32 -3 -23 2 22 39 107 -17 95 -18 187 -5 -8 -9 17 31 3 98 -70 -18 19 -3 -16 127 78 2 84 -8 -34 -27 -15 19 -1 -2 94 -8 32 -20 19 -5 32 27 -17 18 -19 51 35 -17 -6 52 -13 -11 -5 11 62 52 -37 43 24 -6 47 25 76 -24 -24 40 48 55 -17 -22 23 -21 79 48 27 42 79 12 -12 76 12 0 93 60 -13 -7 -17 93 -10 128 -4 46 -6 99 69 49 3 23 15 66 63 -11 66 63 -8 31 12 12 14 300 5 142 16 26 40 98 40 74 58 57 -23 49 40 91 79 -11 15 41 10 87 1 60 92 35 32 70 -47 76 84 15 48 30 175 23 24 33 41 70 14 63 30 56 105 109 24 5 64 15 -16 6 132 174 159 -2 36 6 -5 1 26 36 88 91 93 128 55 63 49 159 38 59 32 183 -1 112 175 50 61 80 4 23 118 109 115 101 -709 105 224 140 46 166 14 22 60 82 13 25 57 66 228 87 116 76 125 183 -1 176 135 103 102 55 76 31 152 120 72 104 127 37 94 95 81 118 51 128 103 118 67 217 57 139 113 216 261 171 117 219 157 134 195 41 210 88 149 137 159 122 199 98 99 107 132 126 12 184 168 153 71 122 177 80 125 107 139 259 105 95 94 160 161 38 239 57 98 60 21 174 135 128 182 63 136 173 126 219 122 22 164 122 115 45 165 112 65 169 55 153 73 565 65 -37 67 34 193 137 115 131 205 165 76 58 190 139 113 195 85 111 105 174 106 132 123 168 102 52 171 20 123 187 171 144 -17 92 41 103 40 75 165 126 143 152 142 170 99 67 153 192 62 290 187 180 266 188 196 143 134 154 90 245 239 105 107 165 65 79 81 118 122 58 193 272 41 153 166 84 135 74 85 102 111 144 133 125 138 145 235 149 94 98 134 122 133 67 107 -11 132 203 79 170 28 87 54 105 123 132 133 158 125 90 123 122 116 100 137 210 68 114 136 106 27 110 220 46 116 88 72 96 147 150 102 112 260 197 108 209 200 163 168 201 168 60 78 105 159 118 74 90 223 128 94 76 155 121 135 129 127 188 104 215 193 135 154 113 175 99 119 13 133 124 192 43 108 121 94 115 319 73 152 182 162 166 156 111 43 77 95 146 100 107 166 137 175 179 76 74 106 158 78 142 264 247 288 131 137 22 192 150 128 367 154 48 314 149 179 177 76 166 188 158 239 139 246 181 184 144 155 122 213 73 255 113 105 115 148 78 194 133 194 168 167 288 163 161 201 639 72 146 134 71 63 32 111 172 110 310 137 66 116 113 164 50 115 24 23 67 99 199 129 94 128 187 155 217 93 120 130 99 32 37 141 119 133 188 224 185 215 145 74 75 207 204 243 147 139 -3642 112 175 99 167 206 143 70 88 167 138 223 223 121 234 169 82 135 168 99 134 238 230 184 116 272 117 205 174 168 206 150 69 93 123 68 202 24 55 81 103 66 145 144 132 47 126 197 114 146 153 290 92 327 238 134 140 264 202 201 142 252 183 90 153 61 49 -1 112 78 -41 153 242 171 315 190 315 320 177 282 183 357 264 212 107 300 232 308 226 281 216 274 257 177 219 239 309 226 270 219 444 270 285 264 297 208 296 349 370 334 217 279 317 275 259 260 211 213 242 290 290 286 332 180 18639 244 195 236 322 266 190 257 312 244 247 311 191 292 237 278 183 232 254 308 379 269 168 189 200 256 342 309 276 293 283 230 258 230 270 364 268 306 343 248 262 231 332 224 212 292 291 280 238 269 251 213 241 415 328 349 277 280 275 228 272 356 364 301 313 223 233 284 345 294 256 279 282 357 285 208 259 297 200 293 160 240 206 234 350 338 349 293 244 282 325 213 382 303 278 268 95 232 301 261 223 288 292 309 255 317 262 236 216 120 203 287 248 462 196 236 218 248 271 264 149 232 287 306 254 282 235 210 267 230 316 439 242 252 289 316 269 266 186 250 235 241 184 375 217 441 258 272 285 272 298 266 272 310 356 287 234 253 212 269 244 224 308 287 294 280 225 276 293 293 204 326 409 197 264 186 181 303 291 362 215 231 329 275 281 220 353 305 297 178 250 247 273 273 256 228 199 133 74 173 144 194 121 181 140 175 272 206 239 115 173 291 198 407 217 346 265 320 212 339 301 313 260 224 269 231 302 219 280 245 271 242 279 261 269 293 269 238 315 269 320 251 256 216 306 271 341 313 334 293 274 283 242 300 223 304 269 206 301 312 251 206 208 199 225 233 204 209 337 256 228 291 325 106 246 258 317 259 220 262 226 265 199 242 435 337 260 341 267 318 327 351 249 294 231 368 321 400 231 288 332 270 417 305 307 412 316 259 153 290 268 264 325 333 293 363 369 161 350 293 239 325 341 324 332 312 220 260 319 219 435 211 288 308 321 378 315 260 285 290 354 251 268 332 217 308 298 307 364 383 347 325 342 382 413 307 338 325 258 379 250 272 319 295 369 361 306 364 414 346 375 323 253 338 273 328 258 325 378 251 310 260 363 305 406 355 281 339 362 297 397 276 302 294 202 392 306 371 321 394 325 314 369 335 408 326 329 351 347 319 411 427 382 333 422 333 420 294 419 381 368 332 415 311 298 323 313 383 291 393 210 393 307 276 289 297 293 329 327 411 390 333 304 342 410 299 372 205 388 352 338 325 274 385 383 358 350 399 206 357 393 394 393 380 349 342 367 343 402 397 356 318 312 383 356 371 366 430 349 330 300 361 304 436 372 283 342 350 370 307 322 432 320 395 274 389 294 360 334 314 422 363 364 316 424 324 302 284 443 355 337 318 383 341 270 374 312 359 285 349 237 312 408 383 339 315 287 326 410 359 380 331 326 282 456 2532 358 293 403 320 352 334 325 351 236 344 328 410 270 376 258 359 319 436 318 386 371 272 345 380 350 291 344 348 355 250 281 254 276 261 328 306 417 351 380 252 385 312 341 378 379 343 279 330 298 333 393 398 339 307 352 350 369 352 343 295 410 267 373 345 304 393 311 252 381 323 405 325 271 335 323 369 281 358 284 337 351 297 312 378 402 311 390 364 348 335 376 395 358 311 382 260 332 343 350 364 246 234 356 352 207 278 236 251 211 184 227 335 341 328 434 301 325 311 434 228 296 297 547 332 351 312 333 281 292 313 339 289 267 318 276 319 314 437 298 395 361 298 362 333 251 338 321 278 366 327 309 272 321 325 344 209 382 277 306 416 358 338 469 405 325 432 240 394 232 364 312 342 323 340 421 297 305 424 279 277 370 343 336 322 258 289 297 337 391 360 374 361 357 398 378 353 342 369 323 406 432 379 277 463 349 425 339 385 303 304 216 255 284 354 305 251 417 322 298 327 360 390 393 374 325 329 244 365 249 272 212 368 278 287 253 405 426 365 337 350 357 381 338 364 395 273 186 308 349 331 398 275 268 338 395 290 264 233 318 329 205 346 385 329 232 221 281 273 318 337 235 323 329 341 381 341 353 359 315 289 311 121 350 403 290 224 184 327 330 329 394 267 302 231 371 239 272 403 339 426 303 283 254 270 393 324 265 254 355 298 376 317 340 272 315 373 362 354 465 399 307 360 280 344 364 280 366 309 286 378 245 294 287 283 337 297 388 310 271 315 209 232 342 306 428 314 322 435 255 403 491 234 289 303 408 364 238 354 311 184 246 432 274 237 240 302 434 344 263 221 380 317 307 311 261 314 329 268 319 219 277 306 349 248 364 236 196 169 236 384 274 445 308 451 308 451 313 346 301 180 266 243 289 353 354 251 303 303 351 359 329 314 381 361 317 347 338 297 259 327 265 491 307 359 431 341 271 367 335 270 352 162 267 280 366 314 347 234 298 271 384 321 385 273 323 285 186 272 176 346 -97 343 250 396 263 451 241 413 290 393 214 336 285 309 205 276 292 201 323 252 370 284 297 325 287 314 270 422 220 239 168 333 279 323 395 364 322 351 270 309 290 335 293 228 381 116 529 250 203 281 394 177 359 297 262 286 247 316 347 374 271 326 200 351 185 320 257 354 247 345 323 371 368 336 205 338 333 290 345 257 425 263 334 260 384 333 330 277 284 252 271 299 326 375 220 454 250 273 256 318 351 430 325 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 0.35 -685.23 6.12 5.36 -52.42 -56.55 28.54 -68.83 -1.95 9.56 13.06 -20.56 -245.80 16.24 7.77 17.77 -179.45 60.83 47.03 62.13 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69.73 69.27 68.51 68.50 64.88 69.56 72.95 64.80 68.00 70.22 70.42 72.06 70.43 78.84 72.41 73.68 69.10 72.02 72.35 75.47 70.21 74.23 76.36 75.85 78.40 79.89 78.96 76.60 78.35 76.10 80.64 76.08 77.00 79.00 78.43 79.62 78.81 77.91 79.45 77.18 79.97 77.32 76.07 77.46 78.36 80.93 78.48 79.44 78.31 80.54 77.59 80.69 78.64 82.12 81.41 79.96 80.72 82.17 81.77 82.17 82.13 83.70 81.00 81.36 82.41 77.82 81.55 82.08 81.31 81.88 83.85 84.99 84.40 81.50 82.94 83.48 81.34 85.12 84.61 86.03 82.01 83.32 82.85 82.71 83.30 85.09 84.71 84.83 85.58 86.53 88.16 87.90 88.49 86.70 86.88 87.78 87.56 87.81 88.82 87.43 90.30 89.03 89.12 88.38 87.46 88.64 89.39 89.55 89.66 89.25 89.86 90.15 89.85 90.47 92.33 92.63 93.07 93.28 93.42 93.45 94.05 94.13 93.82 93.15 93.92 93.47 93.70 93.84 94.51 94.67 95.18 95.15 94.43 95.27 94.87 94.50 95.05 95.40 95.58 96.14 95.97 95.62 94.85 95.60 95.64 95.98 96.09 96.57 96.20 96.55 95.96 95.39 95.56 95.20 95.45 95.76 96.49 96.65 97.02 96.99 97.21 97.40 97.59 97.48 97.58 97.42 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11.10 84.37 48.91 48.91 68.77 55.71 56.33 64.93 67.49 66.65 61.36 72.48 67.20 61.93 59.19 59.21 61.03 59.73 69.16 53.49 75.87 49.75 75.23 62.16 55.86 54.87 76.33 71.25 73.25 62.81 58.21 56.30 63.00 73.33 69.21 71.50 62.64 78.82 56.84 70.75 60.26 59.02 69.98 63.42 67.85 68.06 74.01 64.16 77.06 69.46 76.71 66.51 73.66 70.28 73.43 76.74 75.37 83.28 77.12 58.55 70.87 70.60 67.72 71.96 60.40 67.30 79.88 79.98 76.93 82.31 82.48 79.15 77.07 76.01 80.06 84.80 79.17 80.05 78.40 76.43 75.61 81.75 84.58 82.75 84.43 85.33 87.95 83.09 87.53 86.01 88.21 86.93 86.48 85.26 87.51 86.29 87.05 84.46 87.62 89.99 87.23 87.04 86.61 88.23 85.10 90.82 87.81 91.71 92.01 91.63 91.45 91.56 93.95 92.15 92.00 91.97 93.50 91.45 92.12 91.48 93.73 93.64 93.28 92.11 93.19 92.23 95.14 94.26 93.89 94.39 94.85 94.78 95.59 95.08 95.46 95.27 94.70 95.54 94.83 95.54 95.93 96.61 95.26 95.38 95.76 93.79 94.56 93.33 94.74 95.92 95.89 96.02 96.14 96.60 96.71 97.36 97.32 96.78 96.53 96.69 96.40 95.81 95.74 96.36 96.16 96.77 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83.24 80.08 81.89 82.48 83.63 83.59 84.84 83.82 82.74 86.18 82.35 85.64 82.87 85.51 82.07 83.85 83.27 85.14 86.31 85.42 86.04 85.76 87.27 85.45 87.73 84.67 88.86 86.57 88.62 84.88 87.95 88.07 88.43 88.85 89.26 88.80 89.60 89.74 89.82 90.79 88.87 90.80 88.31 90.29 88.87 90.60 90.98 91.84 92.39 92.61 91.97 91.95 92.50 91.87 92.73 91.87 93.57 93.05 94.28 93.89 94.97 95.26 95.40 95.53 95.85 95.85 96.51 95.58 95.33 96.03 95.88 96.27 96.32 96.77 96.55 97.19 97.27 97.49 97.48 97.16 96.67 96.82 96.97 97.21 97.60 97.74 97.69 97.41 97.88 97.94 98.30 98.24 98.43 98.31 98.46 98.43 98.48 98.46 98.54 98.58 98.62 98.65 98.55 98.63 98.34 98.38 98.36 98.53 98.59 98.64 98.48 98.51 98.68 98.83 99.06 99.20 99.28 99.29 99.32 99.33 99.33 99.27 99.29 99.21 99.20 99.16 99.23 99.28 99.30 99.36 99.36 99.39 99.37 99.39 99.36 99.41 99.40 99.46 99.47 99.53 99.49 99.43 99.38 99.35 99.40 99.48 99.53 99.56 99.55 99.52 99.48 99.42 99.35 99.27 99.32 99.41 99.51 99.54 99.57 99.59 99.63 99.66 99.68 99.69 99.68 99.67 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66.19 58.61 59.22 59.35 60.40 56.73 64.95 57.76 62.01 64.72 63.90 67.18 65.98 65.35 61.63 64.00 66.50 64.56 62.92 69.69 65.06 65.80 64.31 62.53 64.56 63.92 71.23 67.91 67.09 70.06 65.38 72.70 63.23 70.07 71.49 72.10 73.54 75.72 75.27 72.93 74.83 73.83 75.83 73.55 72.02 73.92 74.60 70.44 76.26 74.85 74.79 80.83 74.90 79.96 77.25 76.79 76.09 78.19 73.82 79.55 78.09 77.90 76.54 77.24 78.89 80.66 79.66 79.21 80.72 81.11 82.15 79.92 81.27 83.90 81.71 85.41 82.83 81.35 82.87 83.16 82.96 82.51 83.28 83.54 84.64 84.85 84.71 85.61 86.12 86.81 85.30 86.77 85.80 85.58 86.26 87.32 88.40 88.90 89.35 90.90 90.43 91.21 92.26 90.70 90.42 90.66 90.55 90.54 91.57 92.81 92.46 92.49 92.91 92.75 93.48 94.25 93.80 94.15 92.54 93.43 93.37 93.67 94.02 94.23 94.17 94.23 94.57 95.12 95.40 95.59 95.84 95.63 95.82 95.86 96.22 95.82 96.00 96.14 96.40 96.43 96.21 96.16 95.64 95.74 95.95 95.99 96.22 96.34 96.08 96.12 96.14 96.92 97.30 97.57 97.75 97.76 97.84 97.81 97.86 97.87 97.79 97.64 97.64 97.57 97.63 97.82 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