File name: Pandora2s1_GreenbeltMD_20200325_L1_smca1c1d20200316p1-8.txt
File generation date: 20250224T165343.9Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c1d20200316p1-8
Local principal investigator: Nader Abuhassan
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 2
Spectrometer number: 1
Processing software version used: BlickP v1.8.74
Instrument operation file used: Pandora2_OF_v1d20190715.txt
Instrument calibration file used: Pandora2s1_CF_v1d20200316.txt
Level 0 file used: Pandora2s1_GreenbeltMD_20200325_L0.txt
Full location name: Goddard Space Flight Center
Short location name: GreenbeltMD
Country of location: USA
Location latitude [deg]: 38.9926
Location longitude [deg]: -76.8396
Location altitude [m]: 90
Local noon date: 20200325
Notes on s-number (L1 configuration): Corrections NOT applied although requested by the s-number are dark map for dark correction (replaced by immediate dark method), latency correction, matrix method stray light correction (replaced by simple method)
Data caveats: None
Nominal wavelengths [nm]: 267.7726 267.9339 268.0950 268.2559 268.4166 268.5771 268.7375 268.8976 269.0576 269.2174 269.3771 269.5365 269.6958 269.8549 270.0139 270.1726 270.3312 270.4897 270.6480 270.8061 270.9641 271.1218 271.2795 271.4370 271.5943 271.7515 271.9085 272.0654 272.2221 272.3787 272.5351 272.6914 272.8475 273.0035 273.1594 273.3151 273.4706 273.6260 273.7813 273.9365 274.0915 274.2464 274.4011 274.5557 274.7102 274.8646 275.0188 275.1729 275.3268 275.4806 275.6343 275.7879 275.9414 276.0947 276.2479 276.4010 276.5539 276.7068 276.8595 277.0121 277.1646 277.3169 277.4692 277.6213 277.7733 277.9252 278.0770 278.2287 278.3802 278.5317 278.6830 278.8342 278.9854 279.1364 279.2873 279.4381 279.5888 279.7393 279.8898 280.0402 280.1905 280.3406 280.4907 280.6407 280.7905 280.9403 281.0900 281.2395 281.3890 281.5384 281.6877 281.8368 281.9859 282.1349 282.2838 282.4326 282.5813 282.7299 282.8785 283.0269 283.1753 283.3235 283.4717 283.6198 283.7678 283.9157 284.0635 284.2112 284.3589 284.5065 284.6539 284.8013 284.9487 285.0959 285.2431 285.3902 285.5372 285.6841 285.8309 285.9777 286.1244 286.2710 286.4175 286.5640 286.7104 286.8567 287.0029 287.1491 287.2952 287.4412 287.5872 287.7330 287.8788 288.0246 288.1703 288.3159 288.4614 288.6069 288.7523 288.8976 289.0429 289.1881 289.3333 289.4784 289.6234 289.7683 289.9132 290.0581 290.2028 290.3476 290.4922 290.6368 290.7814 290.9258 291.0703 291.2146 291.3589 291.5032 291.6474 291.7916 291.9356 292.0797 292.2237 292.3676 292.5115 292.6553 292.7991 292.9428 293.0865 293.2301 293.3737 293.5173 293.6608 293.8042 293.9476 294.0909 294.2342 294.3775 294.5207 294.6639 294.8070 294.9500 295.0931 295.2361 295.3790 295.5219 295.6648 295.8076 295.9504 296.0931 296.2358 296.3785 296.5211 296.6637 296.8063 296.9488 297.0913 297.2337 297.3761 297.5185 297.6608 297.8031 297.9454 298.0876 298.2298 298.3719 298.5141 298.6561 298.7982 298.9402 299.0822 299.2242 299.3661 299.5080 299.6499 299.7917 299.9335 300.0753 300.2171 300.3588 300.5005 300.6422 300.7838 300.9254 301.0670 301.2086 301.3501 301.4916 301.6331 301.7745 301.9160 302.0574 302.1987 302.3401 302.4814 302.6227 302.7640 302.9052 303.0465 303.1877 303.3289 303.4700 303.6112 303.7523 303.8934 304.0345 304.1755 304.3166 304.4576 304.5986 304.7395 304.8805 305.0214 305.1623 305.3032 305.4441 305.5849 305.7258 305.8666 306.0074 306.1482 306.2889 306.4297 306.5704 306.7111 306.8518 306.9924 307.1331 307.2737 307.4143 307.5549 307.6955 307.8361 307.9766 308.1172 308.2577 308.3982 308.5387 308.6792 308.8196 308.9600 309.1005 309.2409 309.3813 309.5216 309.6620 309.8024 309.9427 310.0830 310.2233 310.3636 310.5039 310.6441 310.7844 310.9246 311.0649 311.2051 311.3453 311.4854 311.6256 311.7657 311.9059 312.0460 312.1861 312.3262 312.4663 312.6064 312.7464 312.8865 313.0265 313.1665 313.3066 313.4466 313.5865 313.7265 313.8665 314.0064 314.1464 314.2863 314.4262 314.5661 314.7060 314.8458 314.9857 315.1255 315.2654 315.4052 315.5450 315.6848 315.8246 315.9644 316.1042 316.2439 316.3837 316.5234 316.6631 316.8028 316.9425 317.0822 317.2219 317.3615 317.5012 317.6408 317.7804 317.9201 318.0597 318.1993 318.3388 318.4784 318.6180 318.7575 318.8970 319.0366 319.1761 319.3156 319.4551 319.5945 319.7340 319.8735 320.0129 320.1523 320.2918 320.4312 320.5706 320.7100 320.8493 320.9887 321.1280 321.2674 321.4067 321.5460 321.6853 321.8246 321.9639 322.1032 322.2424 322.3817 322.5209 322.6602 322.7994 322.9386 323.0778 323.2170 323.3561 323.4953 323.6344 323.7736 323.9127 324.0518 324.1909 324.3300 324.4691 324.6081 324.7472 324.8862 325.0252 325.1643 325.3033 325.4423 325.5813 325.7202 325.8592 325.9981 326.1371 326.2760 326.4149 326.5538 326.6927 326.8316 326.9704 327.1093 327.2481 327.3870 327.5258 327.6646 327.8034 327.9422 328.0809 328.2197 328.3584 328.4972 328.6359 328.7746 328.9133 329.0520 329.1907 329.3293 329.4680 329.6066 329.7452 329.8838 330.0224 330.1610 330.2996 330.4382 330.5767 330.7153 330.8538 330.9923 331.1308 331.2693 331.4078 331.5463 331.6847 331.8232 331.9616 332.1000 332.2384 332.3768 332.5152 332.6535 332.7919 332.9302 333.0686 333.2069 333.3452 333.4835 333.6218 333.7600 333.8983 334.0365 334.1748 334.3130 334.4512 334.5894 334.7276 334.8657 335.0039 335.1420 335.2802 335.4183 335.5564 335.6945 335.8326 335.9706 336.1087 336.2467 336.3847 336.5228 336.6608 336.7988 336.9367 337.0747 337.2127 337.3506 337.4885 337.6264 337.7643 337.9022 338.0401 338.1780 338.3158 338.4537 338.5915 338.7293 338.8671 339.0049 339.1427 339.2804 339.4182 339.5559 339.6937 339.8314 339.9691 340.1068 340.2444 340.3821 340.5197 340.6574 340.7950 340.9326 341.0702 341.2078 341.3454 341.4829 341.6205 341.7580 341.8955 342.0330 342.1705 342.3080 342.4455 342.5829 342.7204 342.8578 342.9952 343.1326 343.2700 343.4074 343.5448 343.6821 343.8195 343.9568 344.0941 344.2314 344.3687 344.5060 344.6433 344.7805 344.9178 345.0550 345.1922 345.3294 345.4666 345.6038 345.7410 345.8781 346.0152 346.1524 346.2895 346.4266 346.5637 346.7008 346.8378 346.9749 347.1119 347.2489 347.3859 347.5229 347.6599 347.7969 347.9339 348.0708 348.2078 348.3447 348.4816 348.6185 348.7554 348.8923 349.0291 349.1660 349.3028 349.4396 349.5764 349.7132 349.8500 349.9868 350.1235 350.2603 350.3970 350.5338 350.6705 350.8072 350.9438 351.0805 351.2172 351.3538 351.4905 351.6271 351.7637 351.9003 352.0369 352.1734 352.3100 352.4465 352.5831 352.7196 352.8561 352.9926 353.1291 353.2656 353.4020 353.5385 353.6749 353.8113 353.9477 354.0841 354.2205 354.3569 354.4932 354.6296 354.7659 354.9022 355.0385 355.1748 355.3111 355.4474 355.5836 355.7199 355.8561 355.9923 356.1285 356.2647 356.4009 356.5371 356.6732 356.8094 356.9455 357.0816 357.2177 357.3538 357.4899 357.6260 357.7620 357.8981 358.0341 358.1701 358.3061 358.4421 358.5781 358.7140 358.8500 358.9859 359.1219 359.2578 359.3937 359.5296 359.6655 359.8013 359.9372 360.0730 360.2088 360.3447 360.4805 360.6162 360.7520 360.8878 361.0235 361.1593 361.2950 361.4307 361.5664 361.7021 361.8378 361.9734 362.1091 362.2447 362.3803 362.5160 362.6516 362.7871 362.9227 363.0583 363.1938 363.3294 363.4649 363.6004 363.7359 363.8714 364.0068 364.1423 364.2777 364.4132 364.5486 364.6840 364.8194 364.9548 365.0901 365.2255 365.3608 365.4962 365.6315 365.7668 365.9021 366.0374 366.1726 366.3079 366.4431 366.5783 366.7136 366.8488 366.9839 367.1191 367.2543 367.3894 367.5246 367.6597 367.7948 367.9299 368.0650 368.2000 368.3351 368.4701 368.6052 368.7402 368.8752 369.0102 369.1452 369.2801 369.4151 369.5500 369.6849 369.8199 369.9548 370.0896 370.2245 370.3594 370.4942 370.6291 370.7639 370.8987 371.0335 371.1683 371.3030 371.4378 371.5725 371.7073 371.8420 371.9767 372.1114 372.2460 372.3807 372.5153 372.6500 372.7846 372.9192 373.0538 373.1884 373.3230 373.4575 373.5920 373.7266 373.8611 373.9956 374.1301 374.2646 374.3990 374.5335 374.6679 374.8023 374.9367 375.0711 375.2055 375.3399 375.4742 375.6086 375.7429 375.8772 376.0115 376.1458 376.2800 376.4143 376.5485 376.6828 376.8170 376.9512 377.0854 377.2196 377.3537 377.4879 377.6220 377.7561 377.8902 378.0243 378.1584 378.2925 378.4265 378.5606 378.6946 378.8286 378.9626 379.0966 379.2306 379.3645 379.4985 379.6324 379.7663 379.9002 380.0341 380.1680 380.3018 380.4357 380.5695 380.7033 380.8371 380.9709 381.1047 381.2385 381.3722 381.5059 381.6397 381.7734 381.9071 382.0407 382.1744 382.3081 382.4417 382.5753 382.7089 382.8425 382.9761 383.1097 383.2432 383.3768 383.5103 383.6438 383.7773 383.9108 384.0443 384.1777 384.3112 384.4446 384.5780 384.7114 384.8448 384.9782 385.1115 385.2449 385.3782 385.5115 385.6448 385.7781 385.9114 386.0446 386.1779 386.3111 386.4443 386.5775 386.7107 386.8439 386.9771 387.1102 387.2433 387.3765 387.5096 387.6426 387.7757 387.9088 388.0418 388.1749 388.3079 388.4409 388.5739 388.7069 388.8398 388.9728 389.1057 389.2386 389.3715 389.5044 389.6373 389.7702 389.9030 390.0358 390.1687 390.3015 390.4343 390.5670 390.6998 390.8325 390.9653 391.0980 391.2307 391.3634 391.4961 391.6287 391.7614 391.8940 392.0266 392.1592 392.2918 392.4244 392.5570 392.6895 392.8221 392.9546 393.0871 393.2196 393.3521 393.4845 393.6170 393.7494 393.8818 394.0142 394.1466 394.2790 394.4114 394.5437 394.6761 394.8084 394.9407 395.0730 395.2053 395.3375 395.4698 395.6020 395.7342 395.8664 395.9986 396.1308 396.2630 396.3951 396.5272 396.6594 396.7915 396.9236 397.0556 397.1877 397.3197 397.4518 397.5838 397.7158 397.8478 397.9798 398.1117 398.2437 398.3756 398.5075 398.6394 398.7713 398.9032 399.0351 399.1669 399.2987 399.4306 399.5624 399.6942 399.8259 399.9577 400.0894 400.2212 400.3529 400.4846 400.6163 400.7480 400.8796 401.0113 401.1429 401.2745 401.4061 401.5377 401.6693 401.8008 401.9324 402.0639 402.1954 402.3269 402.4584 402.5899 402.7214 402.8528 402.9842 403.1157 403.2471 403.3784 403.5098 403.6412 403.7725 403.9038 404.0352 404.1665 404.2978 404.4290 404.5603 404.6915 404.8228 404.9540 405.0852 405.2164 405.3475 405.4787 405.6098 405.7410 405.8721 406.0032 406.1343 406.2653 406.3964 406.5274 406.6584 406.7895 406.9205 407.0514 407.1824 407.3134 407.4443 407.5752 407.7062 407.8370 407.9679 408.0988 408.2297 408.3605 408.4913 408.6221 408.7529 408.8837 409.0145 409.1452 409.2760 409.4067 409.5374 409.6681 409.7988 409.9294 410.0601 410.1907 410.3214 410.4520 410.5826 410.7131 410.8437 410.9743 411.1048 411.2353 411.3658 411.4963 411.6268 411.7573 411.8877 412.0181 412.1486 412.2790 412.4094 412.5397 412.6701 412.8005 412.9308 413.0611 413.1914 413.3217 413.4520 413.5822 413.7125 413.8427 413.9729 414.1031 414.2333 414.3635 414.4937 414.6238 414.7539 414.8841 415.0142 415.1442 415.2743 415.4044 415.5344 415.6644 415.7945 415.9245 416.0544 416.1844 416.3144 416.4443 416.5742 416.7041 416.8340 416.9639 417.0938 417.2236 417.3535 417.4833 417.6131 417.7429 417.8727 418.0025 418.1322 418.2620 418.3917 418.5214 418.6511 418.7808 418.9104 419.0401 419.1697 419.2993 419.4289 419.5585 419.6881 419.8177 419.9472 420.0767 420.2062 420.3357 420.4652 420.5947 420.7242 420.8536 420.9830 421.1125 421.2419 421.3712 421.5006 421.6300 421.7593 421.8886 422.0179 422.1472 422.2765 422.4058 422.5350 422.6643 422.7935 422.9227 423.0519 423.1811 423.3102 423.4394 423.5685 423.6976 423.8267 423.9558 424.0849 424.2140 424.3430 424.4720 424.6011 424.7301 424.8591 424.9880 425.1170 425.2459 425.3748 425.5038 425.6327 425.7615 425.8904 426.0193 426.1481 426.2769 426.4057 426.5345 426.6633 426.7921 426.9208 427.0495 427.1783 427.3070 427.4356 427.5643 427.6930 427.8216 427.9503 428.0789 428.2075 428.3361 428.4646 428.5932 428.7217 428.8502 428.9787 429.1072 429.2357 429.3642 429.4926 429.6211 429.7495 429.8779 430.0063 430.1347 430.2630 430.3914 430.5197 430.6480 430.7763 430.9046 431.0329 431.1611 431.2893 431.4176 431.5458 431.6740 431.8022 431.9303 432.0585 432.1866 432.3147 432.4428 432.5709 432.6990 432.8270 432.9551 433.0831 433.2111 433.3391 433.4671 433.5951 433.7230 433.8510 433.9789 434.1068 434.2347 434.3626 434.4904 434.6183 434.7461 434.8739 435.0017 435.1295 435.2573 435.3850 435.5128 435.6405 435.7682 435.8959 436.0236 436.1512 436.2789 436.4065 436.5342 436.6618 436.7893 436.9169 437.0445 437.1720 437.2995 437.4271 437.5546 437.6820 437.8095 437.9370 438.0644 438.1918 438.3192 438.4466 438.5740 438.7013 438.8287 438.9560 439.0833 439.2106 439.3379 439.4652 439.5924 439.7197 439.8469 439.9741 440.1013 440.2285 440.3556 440.4828 440.6099 440.7370 440.8641 440.9912 441.1183 441.2453 441.3724 441.4994 441.6264 441.7534 441.8804 442.0073 442.1343 442.2612 442.3881 442.5150 442.6419 442.7688 442.8956 443.0225 443.1493 443.2761 443.4029 443.5297 443.6564 443.7832 443.9099 444.0366 444.1633 444.2900 444.4167 444.5433 444.6700 444.7966 444.9232 445.0498 445.1764 445.3029 445.4295 445.5560 445.6825 445.8090 445.9355 446.0620 446.1884 446.3148 446.4413 446.5677 446.6941 446.8204 446.9468 447.0731 447.1995 447.3258 447.4521 447.5784 447.7046 447.8309 447.9571 448.0833 448.2095 448.3357 448.4619 448.5881 448.7142 448.8403 448.9664 449.0925 449.2186 449.3447 449.4707 449.5968 449.7228 449.8488 449.9748 450.1007 450.2267 450.3526 450.4786 450.6045 450.7304 450.8562 450.9821 451.1080 451.2338 451.3596 451.4854 451.6112 451.7370 451.8627 451.9884 452.1142 452.2399 452.3656 452.4912 452.6169 452.7425 452.8682 452.9938 453.1194 453.2450 453.3705 453.4961 453.6216 453.7471 453.8726 453.9981 454.1236 454.2491 454.3745 454.4999 454.6253 454.7507 454.8761 455.0015 455.1268 455.2522 455.3775 455.5028 455.6281 455.7533 455.8786 456.0038 456.1290 456.2542 456.3794 456.5046 456.6298 456.7549 456.8800 457.0051 457.1302 457.2553 457.3804 457.5054 457.6305 457.7555 457.8805 458.0055 458.1305 458.2554 458.3803 458.5053 458.6302 458.7551 458.8799 459.0048 459.1297 459.2545 459.3793 459.5041 459.6289 459.7536 459.8784 460.0031 460.1278 460.2525 460.3772 460.5019 460.6266 460.7512 460.8758 461.0004 461.1250 461.2496 461.3742 461.4987 461.6232 461.7478 461.8723 461.9967 462.1212 462.2457 462.3701 462.4945 462.6189 462.7433 462.8677 462.9920 463.1164 463.2407 463.3650 463.4893 463.6136 463.7378 463.8621 463.9863 464.1105 464.2347 464.3589 464.4831 464.6072 464.7313 464.8555 464.9796 465.1037 465.2277 465.3518 465.4758 465.5998 465.7238 465.8478 465.9718 466.0958 466.2197 466.3436 466.4676 466.5915 466.7153 466.8392 466.9630 467.0869 467.2107 467.3345 467.4583 467.5821 467.7058 467.8295 467.9533 468.0770 468.2007 468.3243 468.4480 468.5716 468.6953 468.8189 468.9425 469.0660 469.1896 469.3132 469.4367 469.5602 469.6837 469.8072 469.9307 470.0541 470.1775 470.3010 470.4244 470.5478 470.6711 470.7945 470.9178 471.0411 471.1644 471.2877 471.4110 471.5343 471.6575 471.7808 471.9040 472.0272 472.1503 472.2735 472.3967 472.5198 472.6429 472.7660 472.8891 473.0122 473.1352 473.2582 473.3813 473.5043 473.6273 473.7502 473.8732 473.9961 474.1191 474.2420 474.3649 474.4877 474.6106 474.7334 474.8563 474.9791 475.1019 475.2247 475.3474 475.4702 475.5929 475.7156 475.8383 475.9610 476.0837 476.2063 476.3290 476.4516 476.5742 476.6968 476.8193 476.9419 477.0644 477.1870 477.3095 477.4320 477.5544 477.6769 477.7994 477.9218 478.0442 478.1666 478.2890 478.4113 478.5337 478.6560 478.7783 478.9006 479.0229 479.1452 479.2674 479.3897 479.5119 479.6341 479.7563 479.8784 480.0006 480.1227 480.2449 480.3670 480.4891 480.6111 480.7332 480.8552 480.9773 481.0993 481.2213 481.3432 481.4652 481.5872 481.7091 481.8310 481.9529 482.0748 482.1966 482.3185 482.4403 482.5621 482.6839 482.8057 482.9275 483.0492 483.1710 483.2927 483.4144 483.5361 483.6578 483.7794 483.9011 484.0227 484.1443 484.2659 484.3875 484.5090 484.6306 484.7521 484.8736 484.9951 485.1166 485.2380 485.3595 485.4809 485.6023 485.7237 485.8451 485.9665 486.0878 486.2091 486.3304 486.4517 486.5730 486.6943 486.8155 486.9368 487.0580 487.1792 487.3004 487.4215 487.5427 487.6638 487.7850 487.9061 488.0271 488.1482 488.2693 488.3903 488.5113 488.6323 488.7533 488.8743 488.9953 489.1162 489.2371 489.3580 489.4789 489.5998 489.7207 489.8415 489.9623 490.0831 490.2039 490.3247 490.4455 490.5662 490.6869 490.8077 490.9283 491.0490 491.1697 491.2903 491.4110 491.5316 491.6522 491.7728 491.8933 492.0139 492.1344 492.2549 492.3754 492.4959 492.6164 492.7368 492.8572 492.9777 493.0980 493.2184 493.3388 493.4591 493.5795 493.6998 493.8201 493.9404 494.0606 494.1809 494.3011 494.4214 494.5416 494.6617 494.7819 494.9021 495.0222 495.1423 495.2624 495.3825 495.5026 495.6226 495.7427 495.8627 495.9827 496.1027 496.2226 496.3426 496.4625 496.5824 496.7023 496.8222 496.9421 497.0619 497.1818 497.3016 497.4214 497.5412 497.6610 497.7807 497.9004 498.0202 498.1399 498.2596 498.3792 498.4989 498.6185 498.7381 498.8577 498.9773 499.0969 499.2164 499.3360 499.4555 499.5750 499.6945 499.8140 499.9334 500.0528 500.1723 500.2917 500.4110 500.5304 500.6498 500.7691 500.8884 501.0077 501.1270 501.2463 501.3655 501.4848 501.6040 501.7232 501.8424 501.9615 502.0807 502.1998 502.3189 502.4380 502.5571 502.6762 502.7952 502.9143 503.0333 503.1523 503.2713 503.3902 503.5092 503.6281 503.7470 503.8659 503.9848 504.1037 504.2225 504.3414 504.4602 504.5790 504.6978 504.8165 504.9353 505.0540 505.1727 505.2914 505.4101 505.5288 505.6474 505.7660 505.8847 506.0033 506.1218 506.2404 506.3589 506.4775 506.5960 506.7145 506.8330 506.9514 507.0699 507.1883 507.3067 507.4251 507.5435 507.6619 507.7802 507.8985 508.0169 508.1352 508.2534 508.3717 508.4899 508.6082 508.7264 508.8446 508.9628 509.0809 509.1991 509.3172 509.4353 509.5534 509.6715 509.7896 509.9076 510.0256 510.1436 510.2616 510.3796 510.4976 510.6155 510.7335 510.8514 510.9693 511.0871 511.2050 511.3229 511.4407 511.5585 511.6763 511.7941 511.9118 512.0296 512.1473 512.2650 512.3827 512.5004 512.6181 512.7357 512.8534 512.9710 513.0886 513.2062 513.3237 513.4413 513.5588 513.6763 513.7938 513.9113 514.0288 514.1462 514.2637 514.3811 514.4985 514.6159 514.7332 514.8506 514.9679 515.0852 515.2025 515.3198 515.4371 515.5543 515.6716 515.7888 515.9060 516.0232 516.1404 516.2575 516.3746 516.4918 516.6089 516.7260 516.8430 516.9601 517.0771 517.1941 517.3111 517.4281 517.5451 517.6621 517.7790 517.8959 518.0128 518.1297 518.2466 518.3634 518.4803 518.5971 518.7139 518.8307 518.9475 519.0642 519.1809 519.2977 519.4144 519.5311 519.6477 519.7644 519.8810 519.9976 520.1142 520.2308 520.3474 520.4640 520.5805 520.6970 520.8135 520.9300 521.0465 521.1629 521.2793 521.3958 521.5122 521.6285 521.7449 521.8613 521.9776 522.0939 522.2102 522.3265 522.4427 522.5590 522.6752 522.7914 522.9076 523.0238 523.1400 523.2561 523.3722 523.4883 523.6044 523.7205 523.8365 523.9526 524.0686 524.1846 524.3006 524.4165 524.5325 524.6484 524.7643 524.8802 524.9961 525.1119 525.2278 525.3436 525.4594 525.5752 525.6910 525.8067 525.9224 526.0382 526.1538 526.2695 526.3852 526.5008 526.6164 526.7320 526.8476 526.9632 527.0788 527.1943 527.3098 527.4253 527.5408 527.6562 527.7717 527.8871 528.0025 528.1179 528.2333 528.3486 528.4639 528.5792 528.6945 528.8098 528.9251 529.0403 529.1556 529.2708 529.3859 529.5011 529.6163 529.7314 529.8465 529.9616 530.0767 530.1918 530.3068 530.4219 530.5369 530.6519 530.7669 530.8818 530.9968 531.1117 531.2266 531.3415 531.4564 531.5713 531.6862 531.8010 531.9158 532.0307 532.1455 532.2602 532.3750 532.4898 532.6045 532.7193 532.8340 532.9487 533.0634 533.1781 533.2927 533.4074 533.5221 533.6367 533.7513 533.8660 533.9806 534.0952 534.2098 534.3244 534.4390 534.5536 534.6682 534.7827 534.8973 535.0119 535.1265 535.2410 535.3556 535.4702
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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: Temperature in head sensor [°C], 999=no temperature signal
Column 74: Azimuth motor temperature [°C], 999=no temperature signal
Column 75: Humidity in head sensor [%], -9=no humidity signal
Column 76: Pressure in head sensor [hPa], -9=no pressure signal
Column 77: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 78: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 79: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 80-2127: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2128-4175: 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 4176-6223: 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 20200325T163054.0Z 7389.688125 4511 1 19.52 2 3901.620 5 5 0 1 4 0.00 1 0.00 1 -1.00 507 0 10 0 0 20.04 1 0 0 1464 5.207e+02 6.351e+00 5.197e+02 6.957e+00 0 0.000e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 -9 -9 -9 -9 -9.00e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 1 2.07 63.87 49.47 34.93 16.68 6.18 3.20 1.73 0 2.153e-02 1738 -9 -9.00 -9.00 -9.00 -9.00 -0.00019 4.16730e-02 -1.29153e-04 24.56 20.01 20.04 11.45 26.60 8.7 1006.06 6.496e+07 10 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -157 -203 -171 -174 -162 -128 -203 -141 -160 -161 -169 -141 -125 -109 -115 -55 -65 -97 -82 -98 -49 -104 -59 -94 6 -78 -3 -37 -60 -41 -25 -85 -26 -28 -30 -23 -56 4 -28 -6 -29 44 14 -7 3 24 59 -39 35 37 71 39 61 76 20 57 70 74 61 78 49 121 -856 124 34 104 88 90 103 64 139 72 113 63 113 109 137 140 150 116 160 89 118 114 121 177 122 131 114 162 159 139 156 134 170 117 154 140 143 128 159 175 140 180 201 200 149 177 167 207 140 175 141 198 158 213 166 186 231 179 228 182 245 185 226 240 207 247 201 237 238 263 208 263 209 231 252 228 245 261 318 283 344 275 368 342 354 313 291 328 354 376 421 474 490 543 558 580 593 619 601 579 556 622 648 684 732 711 815 873 959 992 1014 941 869 906 878 968 1031 1079 1099 1124 1183 1317 1386 1541 1526 1527 1611 1616 1675 1631 1733 1729 1797 1874 1934 1788 1675 1678 1711 1813 1906 1993 1835 1847 1945 2271 2581 2943 3137 3285 3348 3351 3370 3392 3317 3151 3180 3127 3233 3369 3529 3655 3746 3898 3896 3955 3830 3861 3860 4107 4408 4722 4661 4399 4080 3939 4098 4539 4861 5087 5201 4965 4729 4287 3957 3780 3844 4235 4695 5101 5467 5687 6010 6407 6727 6865 6917 6640 6258 5768 5270 5146 5354 5715 6320 6775 7222 7186 6810 6358 5985 6267 6649 7006 7303 7657 7881 8368 8684 8783 8515 7975 7374 6855 6877 7102 7549 7977 8160 8126 7996 7620 7328 6978 6666 6560 6939 7301 7663 7839 8025 8284 8675 9068 9329 9507 9659 9420 9262 8953 8789 8943 9388 10159 10899 11501 12180 12504 12747 12581 12453 12533 12739 12878 12873 12669 12332 12417 12349 12276 11969 11582 11494 11634 11706 11580 11496 11677 12229 13052 13990 14633 14895 14948 15051 15266 15220 15102 14375 13389 12595 12377 12293 12756 12907 12781 12598 12520 12886 13235 13483 13149 12691 12479 12675 12838 12910 12626 12548 12527 12337 11918 11313 11140 11269 11508 11956 12249 12721 12925 12756 12243 11970 12124 12722 13292 13597 13044 11986 10464 9434 9526 10469 11456 11647 11109 10294 9815 9688 10292 11316 12275 12705 12227 11722 11401 11724 12423 13014 13143 13262 13098 12560 12095 11878 12247 13079 14058 14666 14858 14568 14083 13602 13149 12897 12883 12962 12791 12432 12082 12093 12599 13669 14204 14135 13834 13472 13286 13482 14042 14469 14517 14191 13913 13676 13412 12907 11558 10339 9557 9362 9966 10949 11923 12837 13563 13746 13883 13859 13742 13449 12785 12113 12025 12392 12888 13322 13702 14039 14290 14279 13735 12802 11924 11653 12020 12674 13306 13453 13210 13169 13417 13530 13233 12735 12109 12013 12179 12311 12608 13161 14174 15143 15966 16047 15876 15599 15275 14840 14475 13858 13403 13468 14011 14937 15308 15118 14248 13134 12195 11826 12273 13099 14258 14837 15097 15315 15467 15764 16236 16208 16222 16319 16299 16478 16612 16733 16784 16633 16398 15853 15338 15103 15152 15237 15390 15684 15761 15208 14080 13045 12080 11564 11641 11867 12627 13405 13839 13683 12723 11593 10451 9951 9717 9838 10032 10829 12205 13768 14779 15608 16252 16745 17346 17580 17470 16677 15733 14782 13974 13370 13076 13007 13213 14051 14814 14960 14277 13395 12833 13002 13891 15442 16849 17839 18267 17605 16182 14617 13865 13982 14881 15872 16847 17550 17761 17347 16427 15652 14834 14664 14858 15692 16934 18062 18786 19354 19939 20273 20396 20195 19825 19429 19129 18980 18782 18766 19012 19455 19760 19862 19199 18435 17558 17320 17533 17839 17810 17423 16987 17202 18149 19345 20098 20133 19943 19990 20492 21097 21385 20766 19430 17863 16531 15846 16242 17423 18999 20900 21960 22183 21124 19090 16657 14951 14578 15801 17517 18608 19145 18953 18350 17206 15312 13313 12173 12539 14237 16454 17815 17989 16835 15258 13709 12765 12774 14036 16007 18591 20452 20631 19469 18171 17364 17194 17744 18129 18021 17909 18183 18335 18943 19995 20996 21750 22269 22648 23015 23650 24144 24444 24140 23142 21634 20223 19444 19109 19196 18892 18365 17402 16729 16814 17701 19127 20690 21683 21819 21610 21624 21950 21997 21408 19874 18185 17148 16703 16314 15987 15773 15121 14544 13794 12959 12612 12762 12755 12572 12315 12224 12293 12329 12399 12871 14198 16011 17807 19025 19407 19342 19029 18874 18763 18538 18093 17368 16213 15310 15278 16308 17775 19321 19993 19603 18790 17587 16600 16296 17070 18220 18947 18851 18122 17334 17120 17318 17353 17086 16886 16788 17210 18713 20176 21294 21849 22272 22494 22569 22555 22263 21673 21052 20697 21083 22237 23457 24851 25340 25365 25378 24898 24138 22963 21974 20938 20475 20234 19652 18237 16082 13682 11252 9461 8301 8110 8926 10801 13093 15235 16745 17704 18708 19770 20896 22244 23486 24080 24504 24700 24749 24697 24707 24210 22965 21178 19047 16727 14461 12443 10579 9747 10094 11838 14442 17163 19686 22190 24582 26308 27420 27943 28089 27901 28406 29131 29802 30494 31135 31363 31279 30995 30448 30639 31189 31998 32654 32399 31342 30647 30670 31193 32550 33455 33929 34057 34017 33838 33879 33939 34206 34402 34434 34476 34717 34903 34674 33651 32091 30974 30456 31280 32917 34632 35643 35749 35326 33805 31624 29989 29671 30747 32806 34615 34828 34457 33477 32617 32129 32209 32445 32071 31342 30577 30239 30881 32159 33102 33043 32982 32787 32604 32239 31883 31847 32411 33879 34839 35167 34995 35285 36230 37249 37558 37531 36944 36028 35185 34107 32890 31247 29502 28370 28450 29813 31798 33724 34744 35286 35479 36080 37030 37740 38190 37989 37507 37065 36906 37008 37204 37146 36839 36546 36012 35344 34578 34199 34605 35591 36945 38407 38658 38060 36680 35440 34921 35385 36363 37111 37139 36839 36206 35675 35364 35203 35639 36613 37536 38525 39222 39326 38802 38159 37483 37031 36116 35197 34521 34144 34275 34958 35672 35837 35748 35836 35794 35454 35210 34972 35220 35650 36731 37453 37404 36630 35415 34129 33287 33311 33651 34706 35701 36979 38117 38554 38757 38988 38935 38598 37927 37199 37022 37442 38282 38514 37654 35393 32549 30702 30768 32612 35163 37119 37566 36963 35648 34945 34856 35243 36031 36808 37528 37870 37590 36643 35351 34623 34672 35011 35620 36043 36377 36052 35232 34640 34306 35182 36538 38087 38357 37528 35703 33561 31716 30898 31336 32695 34532 35881 36450 36400 36026 35618 35380 34726 34164 32989 32361 32537 32984 33536 33653 32887 31113 28789 26881 25672 25265 25528 25668 25456 24732 24248 24416 25708 28205 31339 35142 38303 40697 41767 41158 39303 36429 33601 32179 32675 34751 37323 39395 40259 40549 39939 38713 36411 33554 30918 30002 30658 32563 34904 37204 38624 39270 38922 37932 37006 36723 37171 38007 39045 39478 40059 40628 41106 41752 41933 41576 40975 40359 39766 39214 38652 37823 37782 38004 38470 38805 38366 36463 34051 32326 32385 33446 35300 36646 37333 37654 38028 38610 39091 39675 39829 39812 39233 38428 37190 36540 36515 37204 38201 40028 41427 42105 41670 40893 40351 40512 41385 42553 42913 42769 42381 41837 41831 42299 42494 42455 41992 41610 40824 40652 41087 42016 42821 42985 42600 42050 42001 42355 43074 43595 43764 43424 43008 41902 40511 39510 38783 38435 38574 38848 39377 40197 41131 41711 42198 42368 42207 42589 43199 44096 45040 45437 45675 45243 44055 43092 42465 42595 43532 44521 45049 44901 44055 43879 43792 43634 43779 44045 44495 44788 45352 45857 46135 47062 47428 47911 48190 48013 47978 47515 47297 46725 46426 45864 45887 46007 46269 46362 46048 45681 44620 43502 42201 41444 41073 41276 41573 41931 42332 43113 44150 45139 45913 46076 46079 45968 45520 44955 44467 43927 43625 43551 43744 44012 44328 44774 45484 46247 47031 47395 47378 46704 46213 46169 46256 46636 46908 47001 47005 47108 47601 47680 47590 46886 45972 45198 44649 44338 44504 44889 45545 46164 46647 46486 46185 45941 45600 45531 45449 45507 45341 45634 45939 46003 46350 46713 47344 47748 48203 48076 47879 47683 47461 47573 47828 47771 47841 48240 48114 48394 48410 48400 48454 48518 48372 48451 48317 48254 47884 47528 47289 46859 46878 47065 47171 47216 46775 46076 45427 45176 45432 46075 46700 47056 46839 46953 47312 47789 48439 48528 48458 47733 46516 45205 43944 43449 43803 44621 45742 46633 47176 47436 47475 47232 46696 46275 45836 46489 46943 47313 47680 47590 47376 47156 46953 47072 47248 47466 47489 46981 46286 45416 44931 44255 44400 44746 44920 45192 45344 45643 45930 46326 46544 47141 47395 48017 48847 49170 49536 49438 49478 49121 48549 47747 46858 46055 46077 46229 46625 46875 46906 47048 47341 47637 47852 48253 48506 48517 48950 48947 48978 48734 48599 47980 47608 47003 46966 46865 47327 47667 47506 46978 46452 45981 45469 45537 46096 46651 47416 47784 48187 48619 48857 49216 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21220 21417 21343 21012 20815 20812 20811 20847 20893 21101 21334 21625 21788 22016 22333 22560 22835 22925 22913 22807 22663 22465 22276 21988 21833 21877 21880 22000 22103 22014 21697 21253 20660 20077 19693 19582 19651 19731 20033 20166 20564 21078 21473 21881 21973 21909 21812 21638 21490 21146 20922 20788 20724 20863 20957 21147 21313 21657 22049 22444 22596 22549 22273 22000 21902 22013 22179 22360 22380 22438 22472 22629 22762 22668 22379 21871 21539 21259 21187 21197 21393 21709 22008 22162 22083 21991 21853 21684 21631 21636 21700 21636 21790 21811 21914 22089 22291 22581 22807 22965 22931 22795 22684 22603 22664 22678 22699 22770 22877 22953 23007 23080 23021 23046 23077 23036 23060 23038 22927 22830 22669 22467 22329 22340 22444 22485 22471 22235 21951 21607 21496 21641 21947 22224 22408 22330 22386 22534 22761 23016 23144 23085 22668 22135 21514 20932 20704 20863 21199 21807 22223 22472 22616 22602 22493 22241 22031 21896 22152 22362 22564 22671 22636 22550 22449 22383 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22669 22433 22033 21630 21266 21212 21414 21794 21984 22099 21993 21784 21619 21588 21699 21952 22251 22494 22667 22806 22863 22813 22700 22413 22012 21624 21315 21170 21115 21198 21309 21414 21471 21644 21686 21663 21482 21167 20944 20743 20652 20727 20896 20991 21088 21232 21252 21285 21298 21332 21403 21474 21513 21700 21890 21994 21957 21746 21344 20712 19970 19004 18067 17521 17225 17081 17090 17356 18026 18922 19983 21015 21407 21074 20271 19109 17997 17712 18037 18851 19774 20515 20799 20529 20440 20389 20499 20688 20979 21352 21583 21735 21780 21488 21188 20777 20491 20420 20617 20929 21404 21736 21810 21723 21433 21357 21440 21699 21920 22100 21856 21440 20823 20407 20081 20123 20436 20679 20915 21017 21065 21224 21565 21973 22251 22410 22394 22322 22282 22260 22090 22035 21924 21707 21642 21641 21628 21631 21833 21987 22164 22194 22017 21453 20826 20016 19359 18942 18717 18630 18577 18834 19140 19557 19958 20435 20813 21163 21444 21546 21502 21236 21061 21113 21441 21834 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80.74 64.12 70.05 39.84 62.18 49.82 72.82 61.26 73.20 79.58 72.85 72.29 76.66 75.71 78.55 82.29 76.83 86.66 81.67 83.61 74.99 74.41 88.17 80.90 87.43 79.50 81.68 81.17 82.10 85.25 84.26 84.09 85.13 82.82 78.71 87.16 81.38 91.17 89.83 93.36 91.76 91.94 92.07 92.23 88.22 89.24 93.64 90.92 92.33 92.08 91.61 88.68 93.14 94.07 94.23 92.92 93.37 93.21 93.37 94.37 93.66 96.15 93.59 95.83 94.61 91.63 95.27 95.39 96.35 96.08 94.96 94.50 95.31 92.75 94.76 92.84 94.17 95.03 94.51 95.24 96.41 96.72 96.33 97.14 97.30 97.92 97.59 97.90 96.63 96.73 94.15 95.82 95.14 96.51 97.40 96.92 97.51 97.22 97.50 97.05 96.58 96.72 96.48 97.16 97.21 97.80 97.68 98.03 97.98 98.15 98.00 97.70 97.79 97.75 97.10 97.18 97.83 97.54 97.51 97.96 98.14 97.69 97.47 97.36 96.66 96.87 97.36 97.41 97.86 97.44 97.68 97.92 97.99 97.94 98.04 98.53 98.56 98.27 97.80 98.39 98.12 97.92 98.14 98.42 98.56 98.75 98.80 98.82 98.78 98.81 98.85 98.82 98.83 98.94 98.92 98.90 98.79 98.81 98.70 98.76 98.68 98.60 98.67 98.58 98.50 98.75 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