File name: Pandora147s1_BronxNY_20191204_L1_smca1c1d20190723p1-8.txt File generation date: 20241204T205612.1Z Data description: Level 1 file (corrected signals) Data file version: smca1c1d20190723p1-8 Local principal investigator: Jim Szykman Network principal investigator: Alexander Cede Instrument type: Pandora Instrument number: 147 Spectrometer number: 1 Processing software version used: BlickP v1.8.60 Instrument operation file used: Pandora147_OF_v2d20190723.txt Instrument calibration file used: Pandora147s1_CF_v1d20190723.txt Level 0 file used: Pandora147s1_BronxNY_20191204_L0.txt Full location name: New York Botanical Garden NYSDEC (USEPA AQS ID 36-005-0133) Short location name: BronxNY Country of location: USA Location latitude [deg]: 40.8679 Location longitude [deg]: -73.8781 Location altitude [m]: 31 Local noon date: 20191204 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, radiometric temperature correction, matrix method stray light correction (replaced by simple method) Data caveats: FieldCal for data from 2019_BronxNY Nominal wavelengths [nm]: 271.8994 272.0428 272.1862 272.3295 272.4729 272.6162 272.7595 272.9029 273.0462 273.1895 273.3328 273.4761 273.6193 273.7626 273.9058 274.0491 274.1923 274.3356 274.4788 274.6220 274.7652 274.9084 275.0515 275.1947 275.3378 275.4810 275.6241 275.7673 275.9104 276.0535 276.1966 276.3397 276.4827 276.6258 276.7688 276.9119 277.0549 277.1980 277.3410 277.4840 277.6270 277.7699 277.9129 278.0559 278.1988 278.3418 278.4847 278.6276 278.7705 278.9135 279.0563 279.1992 279.3421 279.4850 279.6278 279.7706 279.9135 280.0563 280.1991 280.3419 280.4847 280.6275 280.7702 280.9130 281.0557 281.1985 281.3412 281.4839 281.6266 281.7693 281.9120 282.0547 282.1973 282.3400 282.4826 282.6253 282.7679 282.9105 283.0531 283.1957 283.3383 283.4808 283.6234 283.7659 283.9085 284.0510 284.1935 284.3360 284.4785 284.6210 284.7635 284.9059 285.0484 285.1908 285.3333 285.4757 285.6181 285.7605 285.9029 286.0453 286.1876 286.3300 286.4723 286.6147 286.7570 286.8993 287.0416 287.1839 287.3262 287.4684 287.6107 287.7530 287.8952 288.0374 288.1796 288.3218 288.4640 288.6062 288.7484 288.8905 289.0327 289.1748 289.3170 289.4591 289.6012 289.7433 289.8854 290.0275 290.1695 290.3116 290.4536 290.5956 290.7377 290.8797 291.0217 291.1637 291.3056 291.4476 291.5896 291.7315 291.8734 292.0154 292.1573 292.2992 292.4411 292.5829 292.7248 292.8667 293.0085 293.1503 293.2922 293.4340 293.5758 293.7176 293.8593 294.0011 294.1429 294.2846 294.4263 294.5681 294.7098 294.8515 294.9932 295.1349 295.2765 295.4182 295.5598 295.7015 295.8431 295.9847 296.1263 296.2679 296.4095 296.5510 296.6926 296.8341 296.9757 297.1172 297.2587 297.4002 297.5417 297.6832 297.8247 297.9661 298.1076 298.2490 298.3904 298.5318 298.6732 298.8146 298.9560 299.0974 299.2387 299.3801 299.5214 299.6627 299.8041 299.9454 300.0866 300.2279 300.3692 300.5104 300.6517 300.7929 300.9341 301.0754 301.2166 301.3578 301.4989 301.6401 301.7813 301.9224 302.0635 302.2046 302.3458 302.4869 302.6279 302.7690 302.9101 303.0511 303.1922 303.3332 303.4742 303.6152 303.7562 303.8972 304.0382 304.1792 304.3201 304.4611 304.6020 304.7429 304.8838 305.0247 305.1656 305.3065 305.4473 305.5882 305.7290 305.8699 306.0107 306.1515 306.2923 306.4331 306.5738 306.7146 306.8553 306.9961 307.1368 307.2775 307.4182 307.5589 307.6996 307.8403 307.9809 308.1216 308.2622 308.4028 308.5434 308.6840 308.8246 308.9652 309.1058 309.2463 309.3869 309.5274 309.6679 309.8084 309.9489 310.0894 310.2299 310.3704 310.5108 310.6513 310.7917 310.9321 311.0725 311.2129 311.3533 311.4937 311.6340 311.7744 311.9147 312.0550 312.1954 312.3357 312.4760 312.6162 312.7565 312.8968 313.0370 313.1772 313.3175 313.4577 313.5979 313.7381 313.8783 314.0184 314.1586 314.2987 314.4388 314.5790 314.7191 314.8592 314.9993 315.1393 315.2794 315.4195 315.5595 315.6995 315.8395 315.9795 316.1195 316.2595 316.3995 316.5394 316.6794 316.8193 316.9593 317.0992 317.2391 317.3790 317.5188 317.6587 317.7986 317.9384 318.0782 318.2181 318.3579 318.4977 318.6375 318.7772 318.9170 319.0567 319.1965 319.3362 319.4759 319.6156 319.7553 319.8950 320.0347 320.1743 320.3140 320.4536 320.5932 320.7328 320.8724 321.0120 321.1516 321.2912 321.4307 321.5703 321.7098 321.8493 321.9888 322.1283 322.2678 322.4073 322.5467 322.6862 322.8256 322.9651 323.1045 323.2439 323.3833 323.5226 323.6620 323.8014 323.9407 324.0800 324.2194 324.3587 324.4980 324.6372 324.7765 324.9158 325.0550 325.1943 325.3335 325.4727 325.6119 325.7511 325.8903 326.0295 326.1686 326.3078 326.4469 326.5860 326.7251 326.8642 327.0033 327.1424 327.2814 327.4205 327.5595 327.6986 327.8376 327.9766 328.1156 328.2545 328.3935 328.5325 328.6714 328.8103 328.9493 329.0882 329.2271 329.3660 329.5048 329.6437 329.7825 329.9214 330.0602 330.1990 330.3378 330.4766 330.6154 330.7542 330.8929 331.0317 331.1704 331.3091 331.4478 331.5865 331.7252 331.8639 332.0025 332.1412 332.2798 332.4184 332.5571 332.6957 332.8342 332.9728 333.1114 333.2499 333.3885 333.5270 333.6655 333.8040 333.9425 334.0810 334.2195 334.3579 334.4964 334.6348 334.7732 334.9116 335.0500 335.1884 335.3268 335.4652 335.6035 335.7419 335.8802 336.0185 336.1568 336.2951 336.4334 336.5716 336.7099 336.8481 336.9864 337.1246 337.2628 337.4010 337.5392 337.6773 337.8155 337.9536 338.0918 338.2299 338.3680 338.5061 338.6442 338.7823 338.9203 339.0584 339.1964 339.3344 339.4724 339.6104 339.7484 339.8864 340.0244 340.1623 340.3003 340.4382 340.5761 340.7140 340.8519 340.9898 341.1277 341.2655 341.4034 341.5412 341.6790 341.8168 341.9546 342.0924 342.2302 342.3679 342.5057 342.6434 342.7811 342.9188 343.0565 343.1942 343.3319 343.4696 343.6072 343.7448 343.8825 344.0201 344.1577 344.2953 344.4328 344.5704 344.7080 344.8455 344.9830 345.1205 345.2580 345.3955 345.5330 345.6705 345.8079 345.9454 346.0828 346.2202 346.3576 346.4950 346.6324 346.7698 346.9071 347.0445 347.1818 347.3191 347.4564 347.5937 347.7310 347.8683 348.0055 348.1428 348.2800 348.4172 348.5544 348.6916 348.8288 348.9660 349.1031 349.2403 349.3774 349.5145 349.6516 349.7887 349.9258 350.0629 350.1999 350.3370 350.4740 350.6110 350.7480 350.8850 351.0220 351.1590 351.2960 351.4329 351.5698 351.7068 351.8437 351.9806 352.1175 352.2543 352.3912 352.5280 352.6649 352.8017 352.9385 353.0753 353.2121 353.3489 353.4856 353.6224 353.7591 353.8958 354.0325 354.1692 354.3059 354.4426 354.5792 354.7159 354.8525 354.9891 355.1258 355.2624 355.3989 355.5355 355.6721 355.8086 355.9451 356.0817 356.2182 356.3547 356.4912 356.6276 356.7641 356.9005 357.0370 357.1734 357.3098 357.4462 357.5826 357.7189 357.8553 357.9916 358.1280 358.2643 358.4006 358.5369 358.6732 358.8094 358.9457 359.0819 359.2182 359.3544 359.4906 359.6268 359.7630 359.8991 360.0353 360.1714 360.3076 360.4437 360.5798 360.7159 360.8519 360.9880 361.1241 361.2601 361.3961 361.5321 361.6681 361.8041 361.9401 362.0761 362.2120 362.3480 362.4839 362.6198 362.7557 362.8916 363.0274 363.1633 363.2992 363.4350 363.5708 363.7066 363.8424 363.9782 364.1140 364.2497 364.3855 364.5212 364.6569 364.7926 364.9283 365.0640 365.1997 365.3353 365.4710 365.6066 365.7422 365.8778 366.0134 366.1490 366.2845 366.4201 366.5556 366.6911 366.8267 366.9622 367.0976 367.2331 367.3686 367.5040 367.6395 367.7749 367.9103 368.0457 368.1811 368.3164 368.4518 368.5871 368.7225 368.8578 368.9931 369.1284 369.2636 369.3989 369.5342 369.6694 369.8046 369.9398 370.0750 370.2102 370.3454 370.4806 370.6157 370.7508 370.8860 371.0211 371.1562 371.2912 371.4263 371.5614 371.6964 371.8314 371.9665 372.1015 372.2364 372.3714 372.5064 372.6413 372.7763 372.9112 373.0461 373.1810 373.3159 373.4508 373.5856 373.7205 373.8553 373.9901 374.1249 374.2597 374.3945 374.5293 374.6640 374.7987 374.9335 375.0682 375.2029 375.3376 375.4722 375.6069 375.7415 375.8762 376.0108 376.1454 376.2800 376.4146 376.5491 376.6837 376.8182 376.9528 377.0873 377.2218 377.3563 377.4907 377.6252 377.7596 377.8941 378.0285 378.1629 378.2973 378.4317 378.5660 378.7004 378.8347 378.9691 379.1034 379.2377 379.3720 379.5062 379.6405 379.7747 379.9090 380.0432 380.1774 380.3116 380.4458 380.5799 380.7141 380.8482 380.9824 381.1165 381.2506 381.3847 381.5187 381.6528 381.7868 381.9209 382.0549 382.1889 382.3229 382.4568 382.5908 382.7248 382.8587 382.9926 383.1265 383.2604 383.3943 383.5282 383.6620 383.7959 383.9297 384.0635 384.1973 384.3311 384.4649 384.5986 384.7324 384.8661 384.9998 385.1336 385.2672 385.4009 385.5346 385.6682 385.8019 385.9355 386.0691 386.2027 386.3363 386.4699 386.6034 386.7370 386.8705 387.0040 387.1375 387.2710 387.4045 387.5379 387.6714 387.8048 387.9383 388.0717 388.2051 388.3384 388.4718 388.6051 388.7385 388.8718 389.0051 389.1384 389.2717 389.4050 389.5382 389.6715 389.8047 389.9379 390.0711 390.2043 390.3375 390.4706 390.6038 390.7369 390.8700 391.0031 391.1362 391.2693 391.4024 391.5354 391.6685 391.8015 391.9345 392.0675 392.2005 392.3334 392.4664 392.5993 392.7323 392.8652 392.9981 393.1309 393.2638 393.3967 393.5295 393.6623 393.7952 393.9280 394.0607 394.1935 394.3263 394.4590 394.5918 394.7245 394.8572 394.9899 395.1225 395.2552 395.3879 395.5205 395.6531 395.7857 395.9183 396.0509 396.1835 396.3160 396.4485 396.5811 396.7136 396.8461 396.9786 397.1110 397.2435 397.3759 397.5083 397.6408 397.7732 397.9055 398.0379 398.1703 398.3026 398.4349 398.5672 398.6995 398.8318 398.9641 399.0964 399.2286 399.3608 399.4931 399.6253 399.7574 399.8896 400.0218 400.1539 400.2861 400.4182 400.5503 400.6824 400.8144 400.9465 401.0785 401.2106 401.3426 401.4746 401.6066 401.7386 401.8705 402.0025 402.1344 402.2663 402.3982 402.5301 402.6620 402.7939 402.9257 403.0576 403.1894 403.3212 403.4530 403.5848 403.7165 403.8483 403.9800 404.1117 404.2435 404.3752 404.5068 404.6385 404.7702 404.9018 405.0334 405.1650 405.2966 405.4282 405.5598 405.6913 405.8229 405.9544 406.0859 406.2174 406.3489 406.4803 406.6118 406.7432 406.8747 407.0061 407.1375 407.2688 407.4002 407.5316 407.6629 407.7942 407.9255 408.0568 408.1881 408.3194 408.4506 408.5819 408.7131 408.8443 408.9755 409.1067 409.2379 409.3690 409.5002 409.6313 409.7624 409.8935 410.0246 410.1556 410.2867 410.4177 410.5488 410.6798 410.8108 410.9418 411.0727 411.2037 411.3346 411.4655 411.5965 411.7273 411.8582 411.9891 412.1200 412.2508 412.3816 412.5124 412.6432 412.7740 412.9048 413.0355 413.1663 413.2970 413.4277 413.5584 413.6891 413.8197 413.9504 414.0810 414.2116 414.3423 414.4728 414.6034 414.7340 414.8645 414.9951 415.1256 415.2561 415.3866 415.5171 415.6475 415.7780 415.9084 416.0388 416.1693 416.2996 416.4300 416.5604 416.6907 416.8211 416.9514 417.0817 417.2120 417.3423 417.4725 417.6028 417.7330 417.8632 417.9934 418.1236 418.2538 418.3839 418.5141 418.6442 418.7743 418.9044 419.0345 419.1646 419.2947 419.4247 419.5547 419.6847 419.8147 419.9447 420.0747 420.2046 420.3346 420.4645 420.5944 420.7243 420.8542 420.9841 421.1139 421.2438 421.3736 421.5034 421.6332 421.7630 421.8928 422.0225 422.1522 422.2820 422.4117 422.5414 422.6710 422.8007 422.9304 423.0600 423.1896 423.3192 423.4488 423.5784 423.7079 423.8375 423.9670 424.0965 424.2260 424.3555 424.4850 424.6145 424.7439 424.8733 425.0028 425.1322 425.2615 425.3909 425.5203 425.6496 425.7789 425.9082 426.0375 426.1668 426.2961 426.4253 426.5546 426.6838 426.8130 426.9422 427.0714 427.2006 427.3297 427.4588 427.5880 427.7171 427.8462 427.9752 428.1043 428.2333 428.3624 428.4914 428.6204 428.7494 428.8784 429.0073 429.1363 429.2652 429.3941 429.5230 429.6519 429.7807 429.9096 430.0384 430.1673 430.2961 430.4249 430.5537 430.6824 430.8112 430.9399 431.0686 431.1973 431.3260 431.4547 431.5834 431.7120 431.8406 431.9693 432.0979 432.2264 432.3550 432.4836 432.6121 432.7406 432.8692 432.9977 433.1261 433.2546 433.3831 433.5115 433.6399 433.7683 433.8967 434.0251 434.1535 434.2818 434.4102 434.5385 434.6668 434.7951 434.9233 435.0516 435.1799 435.3081 435.4363 435.5645 435.6927 435.8209 435.9490 436.0772 436.2053 436.3334 436.4615 436.5896 436.7176 436.8457 436.9737 437.1017 437.2297 437.3577 437.4857 437.6137 437.7416 437.8695 437.9975 438.1254 438.2533 438.3811 438.5090 438.6368 438.7646 438.8925 439.0203 439.1480 439.2758 439.4035 439.5313 439.6590 439.7867 439.9144 440.0421 440.1697 440.2974 440.4250 440.5526 440.6802 440.8078 440.9354 441.0629 441.1905 441.3180 441.4455 441.5730 441.7005 441.8280 441.9554 442.0828 442.2103 442.3377 442.4651 442.5924 442.7198 442.8471 442.9745 443.1018 443.2291 443.3564 443.4836 443.6109 443.7381 443.8653 443.9925 444.1197 444.2469 444.3741 444.5012 444.6284 444.7555 444.8826 445.0097 445.1367 445.2638 445.3908 445.5179 445.6449 445.7719 445.8989 446.0258 446.1528 446.2797 446.4066 446.5335 446.6604 446.7873 446.9142 447.0410 447.1678 447.2946 447.4214 447.5482 447.6750 447.8017 447.9285 448.0552 448.1819 448.3086 448.4353 448.5619 448.6886 448.8152 448.9418 449.0684 449.1950 449.3216 449.4481 449.5747 449.7012 449.8277 449.9542 450.0807 450.2072 450.3336 450.4600 450.5865 450.7129 450.8392 450.9656 451.0920 451.2183 451.3446 451.4709 451.5972 451.7235 451.8498 451.9760 452.1023 452.2285 452.3547 452.4809 452.6070 452.7332 452.8593 452.9855 453.1116 453.2377 453.3638 453.4898 453.6159 453.7419 453.8679 453.9939 454.1199 454.2459 454.3718 454.4978 454.6237 454.7496 454.8755 455.0014 455.1273 455.2531 455.3790 455.5048 455.6306 455.7564 455.8821 456.0079 456.1336 456.2594 456.3851 456.5108 456.6365 456.7621 456.8878 457.0134 457.1390 457.2646 457.3902 457.5158 457.6413 457.7669 457.8924 458.0179 458.1434 458.2689 458.3944 458.5198 458.6452 458.7707 458.8961 459.0214 459.1468 459.2722 459.3975 459.5228 459.6481 459.7734 459.8987 460.0240 460.1492 460.2745 460.3997 460.5249 460.6501 460.7752 460.9004 461.0255 461.1506 461.2758 461.4008 461.5259 461.6510 461.7760 461.9011 462.0261 462.1511 462.2761 462.4010 462.5260 462.6509 462.7758 462.9007 463.0256 463.1505 463.2754 463.4002 463.5250 463.6498 463.7746 463.8994 464.0242 464.1489 464.2737 464.3984 464.5231 464.6478 464.7724 464.8971 465.0217 465.1464 465.2710 465.3956 465.5201 465.6447 465.7693 465.8938 466.0183 466.1428 466.2673 466.3918 466.5162 466.6406 466.7651 466.8895 467.0139 467.1382 467.2626 467.3869 467.5113 467.6356 467.7599 467.8841 468.0084 468.1327 468.2569 468.3811 468.5053 468.6295 468.7537 468.8778 469.0020 469.1261 469.2502 469.3743 469.4984 469.6224 469.7465 469.8705 469.9945 470.1185 470.2425 470.3664 470.4904 470.6143 470.7382 470.8621 470.9860 471.1099 471.2338 471.3576 471.4814 471.6052 471.7290 471.8528 471.9766 472.1003 472.2240 472.3477 472.4714 472.5951 472.7188 472.8424 472.9661 473.0897 473.2133 473.3369 473.4605 473.5840 473.7075 473.8311 473.9546 474.0781 474.2015 474.3250 474.4484 474.5719 474.6953 474.8187 474.9421 475.0654 475.1888 475.3121 475.4354 475.5587 475.6820 475.8053 475.9285 476.0518 476.1750 476.2982 476.4214 476.5446 476.6677 476.7909 476.9140 477.0371 477.1602 477.2833 477.4063 477.5294 477.6524 477.7754 477.8984 478.0214 478.1444 478.2673 478.3903 478.5132 478.6361 478.7590 478.8819 479.0047 479.1275 479.2504 479.3732 479.4960 479.6187 479.7415 479.8643 479.9870 480.1097 480.2324 480.3551 480.4777 480.6004 480.7230 480.8456 480.9682 481.0908 481.2134 481.3359 481.4585 481.5810 481.7035 481.8260 481.9484 482.0709 482.1933 482.3158 482.4382 482.5606 482.6829 482.8053 482.9276 483.0500 483.1723 483.2946 483.4169 483.5391 483.6614 483.7836 483.9058 484.0280 484.1502 484.2724 484.3945 484.5167 484.6388 484.7609 484.8830 485.0050 485.1271 485.2491 485.3711 485.4931 485.6151 485.7371 485.8591 485.9810 486.1029 486.2248 486.3467 486.4686 486.5905 486.7123 486.8342 486.9560 487.0778 487.1995 487.3213 487.4431 487.5648 487.6865 487.8082 487.9299 488.0515 488.1732 488.2948 488.4165 488.5381 488.6596 488.7812 488.9028 489.0243 489.1458 489.2673 489.3888 489.5103 489.6318 489.7532 489.8746 489.9960 490.1174 490.2388 490.3602 490.4815 490.6028 490.7241 490.8454 490.9667 491.0880 491.2092 491.3304 491.4517 491.5729 491.6940 491.8152 491.9364 492.0575 492.1786 492.2997 492.4208 492.5419 492.6629 492.7839 492.9050 493.0260 493.1469 493.2679 493.3889 493.5098 493.6307 493.7516 493.8725 493.9934 494.1142 494.2351 494.3559 494.4767 494.5975 494.7183 494.8390 494.9598 495.0805 495.2012 495.3219 495.4426 495.5632 495.6839 495.8045 495.9251 496.0457 496.1663 496.2869 496.4074 496.5279 496.6485 496.7690 496.8894 497.0099 497.1303 497.2508 497.3712 497.4916 497.6120 497.7323 497.8527 497.9730 498.0933 498.2136 498.3339 498.4542 498.5744 498.6947 498.8149 498.9351 499.0553 499.1755 499.2956 499.4157 499.5359 499.6560 499.7761 499.8961 500.0162 500.1362 500.2562 500.3762 500.4962 500.6162 500.7362 500.8561 500.9760 501.0959 501.2158 501.3357 501.4556 501.5754 501.6952 501.8150 501.9348 502.0546 502.1744 502.2941 502.4138 502.5335 502.6532 502.7729 502.8926 503.0122 503.1318 503.2515 503.3710 503.4906 503.6102 503.7297 503.8493 503.9688 504.0883 504.2077 504.3272 504.4467 504.5661 504.6855 504.8049 504.9243 505.0436 505.1630 505.2823 505.4016 505.5209 505.6402 505.7595 505.8787 505.9980 506.1172 506.2364 506.3556 506.4747 506.5939 506.7130 506.8321 506.9512 507.0703 507.1894 507.3084 507.4274 507.5465 507.6655 507.7844 507.9034 508.0224 508.1413 508.2602 508.3791 508.4980 508.6169 508.7357 508.8546 508.9734 509.0922 509.2110 509.3297 509.4485 509.5672 509.6859 509.8046 509.9233 510.0420 510.1606 510.2793 510.3979 510.5165 510.6351 510.7536 510.8722 510.9907 511.1093 511.2278 511.3462 511.4647 511.5832 511.7016 511.8200 511.9384 512.0568 512.1752 512.2935 512.4119 512.5302 512.6485 512.7668 512.8850 513.0033 513.1215 513.2398 513.3580 513.4761 513.5943 513.7125 513.8306 513.9487 514.0668 514.1849 514.3030 514.4210 514.5391 514.6571 514.7751 514.8931 515.0110 515.1290 515.2469 515.3649 515.4828 515.6006 515.7185 515.8364 515.9542 516.0720 516.1898 516.3076 516.4254 516.5431 516.6609 516.7786 516.8963 517.0140 517.1316 517.2493 517.3669 517.4845 517.6022 517.7197 517.8373 517.9549 518.0724 518.1899 518.3074 518.4249 518.5424 518.6598 518.7772 518.8947 519.0121 519.1294 519.2468 519.3642 519.4815 519.5988 519.7161 519.8334 519.9507 520.0679 520.1851 520.3024 520.4196 520.5367 520.6539 520.7711 520.8882 521.0053 521.1224 521.2395 521.3565 521.4736 521.5906 521.7076 521.8246 521.9416 522.0586 522.1755 522.2925 522.4094 522.5263 522.6431 522.7600 522.8768 522.9937 523.1105 523.2273 523.3441 523.4608 523.5776 523.6943 523.8110 523.9277 524.0444 524.1610 524.2777 524.3943 524.5109 524.6275 524.7441 524.8606 524.9772 525.0937 525.2102 525.3267 525.4432 525.5596 525.6761 525.7925 525.9089 526.0253 526.1416 526.2580 526.3743 526.4907 526.6070 526.7232 526.8395 526.9558 527.0720 527.1882 527.3044 527.4206 527.5368 527.6529 527.7691 527.8852 528.0013 528.1174 528.2334 528.3495 528.4655 528.5815 528.6975 528.8135 528.9295 529.0454 529.1613 529.2772 529.3931 529.5090 529.6249 529.7407 529.8565 529.9724 530.0881 530.2039 530.3197 530.4354 530.5511 530.6668 530.7825 530.8982 531.0139 531.1295 531.2451 531.3607 531.4763 531.5919 531.7074 531.8230 531.9385 532.0540 532.1695 532.2849 532.4004 532.5158 532.6312 532.7466 532.8620 532.9774 533.0927 533.2080 533.3233 533.4386 533.5539 533.6692 533.7844 533.8996 534.0148 534.1300 534.2452 534.3604 534.4755 534.5906 534.7057 534.8208 534.9359 535.0509 535.1660 535.2810 535.3960 535.5110 535.6259 535.7409 535.8558 535.9707 536.0856 536.2005 536.3153 536.4302 536.5450 536.6598 536.7746 536.8894 537.0041 537.1189 537.2336 537.3483 537.4630 537.5776 537.6923 537.8069 537.9215 538.0361 538.1507 538.2653 538.3798 --------------------------------------------------------------------------------------- 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: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method Column 34: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel) Column 35: 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 36: 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 37: 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 38: 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 39: 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 40: 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 41: 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 42: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error Column 43: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done Column 44: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination Column 45: Number of pixels not included in wavelength correction, -9=no wavelength correction Column 46: Mean wavelength correction applied [%], -9=no wavelength correction Column 47: Standard deviation of wavelength correction applied [%], -9=no wavelength correction Column 48: Minimum wavelength correction applied [%], -9=no wavelength correction Column 49: Maximum wavelength correction applied [%], -9=no wavelength correction Column 50: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given Column 51: Retrieved wavelength change, order 0, -9=no wavelength change determination Column 52: Retrieved wavelength change, order 1, -9=no wavelength change determination Column 53: Temperature at electronics board [°C], 999=no temperature signal Column 54: Spectrometer control temperature [°C], 999=no temperature signal Column 55: Auxiliary spectrometer temperature [°C], 999=no temperature signal Column 56: Temperature in head sensor [°C], 999=no temperature signal Column 57: Azimuth motor temperature [°C], 999=no temperature signal Column 58: Humidity in head sensor [%], -9=no humidity signal Column 59: Pressure in head sensor [hPa], -9=no pressure signal Column 60: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number Column 61: Indicator for uncertainty and atmospheric variability (see manual for exact meaning) Column 62: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm] Columns 63-2110: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4 Columns 2111-4158: 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 4159-6206: Independent instrumental uncertainty of L1 data for each pixel, -2=pixel is outside the range of the filter, -4=saturated data --------------------------------------------------------------------------------------- SO 20191204T155359.0Z 7277.662488 4222 1 8.80 2 2931.590 0 0 0 1 3 0.00 1 0.00 1 -1.00 346 -2 12 130 2 17.34 -9 -9 -9 -9 -9.000e+00 -9.000e+00 7.950e+02 8.930e+00 1 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -9 -9.000e+00 -9 -9 -9.00 -9.00 -9.00 -9.00 -0.00506 -9.00000e+00 -9.00000e+00 22.61 15.00 17.34 11.83 27.60 16.3 1036.67 1.534e+00 1 1 1270 1206 1139 1000 1175 966 1166 1048 1085 956 992 992 1048 1048 978 952 1117 977 892 993 1089 891 1074 945 757 1128 878 1011 1038 962 877 989 864 746 857 897 1054 880 879 701 795 929 728 762 835 873 815 951 898 834 758 728 799 719 909 879 780 846 624 702 824 851 713 913 835 862 672 890 905 871 802 795 846 701 811 725 853 805 674 1217 943 865 1036 676 964 912 838 748 653 986 916 951 754 799 778 794 1406 782 774 824 788 860 848 780 797 811 868 842 779 890 723 715 878 698 784 852 719 797 834 934 824 920 857 854 864 636 815 911 765 822 883 886 831 912 932 865 849 926 875 931 858 843 934 710 901 900 863 844 747 787 972 839 933 1212 831 790 845 967 937 898 1243 1152 1137 768 1073 960 1032 913 817 964 1085 2487 992 896 1016 1096 961 1098 1204 847 1040 1283 792 975 923 861 960 1224 819 974 959 1049 1058 998 1166 1080 961 862 1221 965 988 1106 880 945 1051 986 1053 962 978 1131 834 1023 958 900 1383 951 1100 1159 1046 966 999 1054 1115 1101 1080 906 940 1086 958 1297 888 977 761 978 896 955 930 1008 924 1030 1056 911 764 1077 1098 739 955 1074 1020 952 908 1007 824 1014 906 981 738 1080 925 1002 944 955 1042 932 910 907 961 844 933 1071 879 733 937 851 1003 863 908 934 864 960 853 932 748 850 722 831 719 733 852 934 833 741 801 993 801 761 824 750 803 839 815 774 873 852 1042 788 884 676 790 944 968 806 798 780 846 914 1457 888 733 763 787 1020 795 784 770 1161 763 953 682 903 750 717 827 821 828 744 643 906 881 751 864 660 945 760 1125 769 850 872 765 845 726 747 952 788 900 805 896 871 867 653 698 728 715 877 774 786 655 737 842 730 557 779 778 806 803 750 679 706 973 698 769 761 794 679 765 687 780 749 773 707 837 754 610 875 711 888 758 720 695 683 799 754 744 823 733 833 901 820 613 769 846 670 775 740 671 728 649 705 722 2893 756 865 804 747 729 662 944 777 686 748 703 808 667 749 817 722 833 682 699 723 776 1263 701 933 820 792 699 805 771 727 682 783 652 823 834 776 711 775 755 797 758 603 794 769 903 857 886 701 685 725 612 723 830 844 774 792 775 804 700 755 655 669 891 809 748 809 670 729 690 783 641 758 1080 572 748 792 775 699 783 879 735 649 799 668 1046 818 913 780 788 687 869 706 841 915 797 606 770 665 716 729 678 764 729 699 592 1400 696 741 722 702 765 800 828 630 614 676 719 824 770 806 824 854 821 781 732 765 807 963 777 671 825 655 661 722 816 738 949 669 747 710 670 605 582 704 698 973 706 754 755 896 724 779 729 745 752 820 1109 788 784 833 793 698 658 870 697 867 737 661 805 723 770 663 650 725 769 758 790 750 888 780 759 768 774 916 815 799 742 774 829 878 629 735 581 866 916 858 894 759 743 843 773 666 780 814 677 728 671 754 863 1065 823 720 761 679 665 682 749 788 812 751 740 741 898 742 796 724 785 692 698 647 808 808 811 788 861 787 795 807 739 840 765 690 710 1020 800 692 727 656 718 747 780 719 968 729 706 964 849 647 808 680 701 781 752 790 741 765 669 938 711 718 888 818 653 892 780 894 1007 682 768 829 654 838 676 825 888 741 702 713 663 634 744 674 685 670 740 717 679 757 717 710 802 778 781 704 821 775 646 652 768 703 985 631 657 777 778 719 1006 754 770 798 822 963 686 673 830 690 816 882 580 878 842 862 613 736 728 787 726 794 763 752 730 683 737 845 831 653 763 625 881 733 780 937 723 720 774 845 793 723 899 566 754 691 712 679 872 803 864 826 776 684 783 888 645 716 694 619 801 753 777 625 836 808 884 722 759 597 714 737 822 654 876 726 761 723 634 741 697 726 879 707 748 670 770 755 825 715 779 913 582 1074 961 708 790 660 780 944 748 708 1026 835 776 712 814 686 839 877 753 835 720 901 736 692 849 705 777 825 804 734 669 722 800 796 827 1103 776 793 780 815 674 642 851 1251 777 747 752 791 647 715 810 775 719 813 672 821 782 697 696 1052 940 845 711 676 671 665 711 707 724 842 738 776 762 711 639 753 794 706 747 741 659 795 920 700 847 681 690 729 669 648 824 728 845 786 675 623 768 938 841 805 787 828 786 763 793 732 788 762 802 775 962 672 1015 720 724 718 818 770 890 710 779 750 861 696 687 773 601 681 728 850 966 685 955 792 731 798 846 772 744 855 964 617 765 668 761 613 927 746 979 739 721 766 798 757 700 730 759 678 755 837 781 924 850 795 710 679 844 771 588 737 824 812 831 776 794 625 879 753 679 750 884 900 866 733 779 664 849 738 756 1123 718 808 786 712 738 700 723 771 617 701 695 782 703 847 548 669 791 753 693 656 768 811 699 988 708 1247 634 790 749 719 835 768 914 759 1008 801 791 819 921 842 799 736 639 771 642 679 675 708 801 721 793 865 717 719 885 775 762 654 810 757 642 922 719 779 769 764 644 628 739 895 755 667 665 749 940 675 702 755 733 631 762 794 831 781 876 792 726 769 688 734 773 898 810 804 613 578 877 725 764 814 772 718 708 838 1349 757 785 715 660 747 692 733 1081 657 534 774 586 711 754 686 719 730 872 742 674 690 721 783 682 905 685 758 882 851 751 761 714 839 846 665 836 732 651 709 728 761 833 874 754 776 741 808 720 732 1134 736 860 763 1255 661 603 760 868 776 778 936 721 734 865 566 727 797 939 778 799 694 785 702 691 758 722 864 738 767 808 781 805 672 629 624 664 687 702 711 672 756 816 837 713 676 802 768 757 680 830 821 751 828 778 692 715 703 923 903 711 1127 769 736 701 669 866 780 634 758 948 747 735 826 759 688 601 667 719 923 699 775 713 673 673 790 671 720 699 839 790 1018 764 708 815 661 750 754 769 746 775 869 696 788 664 659 988 721 723 683 740 934 868 804 733 652 672 669 757 737 833 642 846 641 703 649 714 665 752 703 722 696 674 994 793 777 696 686 858 748 704 878 791 698 816 784 800 705 661 784 914 744 769 797 788 985 586 759 716 779 842 720 748 884 733 700 704 722 780 752 804 785 670 823 743 949 746 667 707 591 672 697 674 725 995 715 742 735 714 773 950 590 746 675 708 737 1010 664 685 798 1041 722 695 706 736 766 751 888 674 752 746 737 803 737 761 750 739 685 761 729 742 770 924 667 1169 806 725 717 691 601 757 704 631 723 732 827 728 792 839 815 660 745 957 642 732 820 783 746 671 705 657 885 752 753 701 994 591 1132 711 748 837 793 732 713 714 786 809 802 838 684 742 663 797 889 828 780 697 769 655 614 863 887 701 1077 536 634 789 707 715 662 712 746 765 758 739 836 742 768 655 866 777 623 664 787 674 777 734 832 811 706 845 824 768 732 705 719 807 820 772 748 1143 836 628 853 671 776 697 984 693 722 782 863 785 681 764 654 667 624 752 788 672 807 690 727 646 805 685 823 822 1106 822 948 723 656 860 634 686 701 707 839 727 767 904 609 682 787 598 747 781 1159 705 780 677 796 533 710 704 846 679 761 636 864 782 788 662 781 683 814 910 748 847 668 740 1007 641 764 892 738 811 807 875 914 754 562 652 917 692 747 828 743 733 800 861 702 944 794 703 932 697 851 881 700 934 781 716 732 723 597 792 774 966 865 845 662 655 643 867 726 730 1074 703 643 777 740 832 713 752 659 813 774 897 707 643 813 795 728 725 783 727 720 851 686 743 731 850 611 730 742 630 667 657 756 620 754 703 684 798 771 691 903 838 895 759 698 620 803 838 708 802 726 700 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66.30 75.57 79.13 74.72 65.26 79.21 79.65 72.72 70.32 79.27 74.51 77.30 81.90 87.25 83.00 73.24 77.59 85.52 82.43 78.98 87.14 76.67 78.55 83.33 81.25 70.10 83.22 62.91 80.36 79.37 85.36 82.17 79.76 84.59 83.83 83.29 82.65 85.19 81.48 83.08 83.16 81.98 83.73 82.31 83.28 85.88 76.25 82.01 75.70 85.50 83.25 83.67 82.20 86.24 86.01 85.77 79.93 86.14 83.28 82.58 84.95 78.55 82.76 82.69 83.04 80.68 83.77 88.58 85.85 77.00 89.48 85.44 82.50 84.52 85.34 84.73 84.90 81.73 85.38 82.27 85.42 82.14 75.10 81.01 80.52 86.92 84.84 78.31 81.34 79.34 85.29 82.03 76.87 87.86 86.26 84.17 86.22 87.01 84.12 85.80 84.03 83.91 80.65 80.76 82.78 81.07 86.79 83.72 86.42 86.05 86.68 85.23 79.26 83.28 87.19 82.67 89.50 86.35 86.34 86.53 85.58 79.96 77.23 75.37 79.11 81.14 86.76 85.40 83.70 80.43 81.12 86.31 78.21 84.83 85.27 85.40 86.68 87.68 83.45 85.77 81.72 88.25 83.06 85.78 82.44 83.09 84.95 87.79 80.28 83.81 78.94 82.86 88.21 85.07 84.73 83.83 84.23 71.91 78.84 76.63 81.11 82.57 84.80 85.80 85.24 81.71 79.27 82.30 81.45 78.62 81.66 86.78 77.17 82.66 83.36 82.10 77.61 79.21 75.85 79.65 72.51 75.37 53.80 81.02 72.25 74.83 62.95 67.50 69.28 75.18 83.65 83.88 84.83 84.02 87.30 86.78 86.60 87.12 86.25 84.02 79.28 82.87 82.83 83.11 87.32 86.04 87.96 82.00 78.21 77.03 77.65 76.30 77.68 82.39 81.99 84.47 84.87 86.06 85.26 80.59 85.14 89.09 82.62 86.77 86.50 86.16 85.23 82.46 84.43 86.14 88.44 86.78 87.16 86.07 86.13 83.87 86.07 86.26 83.78 84.91 88.45 83.86 86.74 81.77 87.76 80.32 83.25 75.83 82.21 83.24 86.57 85.48 84.89 83.96 80.44 83.21 83.69 89.24 83.85 81.40 80.52 85.37 79.05 83.98 85.69 90.23 86.53 88.50 84.72 87.39 83.64 86.24 87.10 82.16 87.72 86.40 84.04 86.41 87.98 85.00 88.59 87.41 86.19 87.98 88.79 85.50 85.30 87.67 88.61 88.96 87.56 86.61 87.08 85.44 85.04 83.53 85.69 84.28 85.14 85.86 82.54 82.56 86.00 86.17 75.37 89.23 86.79 84.63 88.33 88.02 83.78 87.30 82.67 86.42 85.08 88.78 87.91 86.81 87.45 86.85 89.40 86.85 84.70 86.91 90.27 86.37 87.67 85.11 88.22 86.32 88.04 87.99 89.36 86.56 86.34 88.90 89.46 86.48 90.41 88.52 88.89 90.64 88.10 89.88 86.87 89.29 88.02 88.95 90.65 87.15 88.03 89.84 88.58 88.78 88.83 88.88 89.78 85.95 87.57 86.04 85.93 86.54 85.42 87.77 88.34 87.76 89.69 89.84 91.32 89.58 89.46 88.60 87.51 88.24 90.13 88.85 87.38 90.53 88.72 88.12 90.85 90.15 89.51 92.49 90.54 90.85 89.72 92.49 92.20 90.87 92.18 89.67 91.64 92.96 92.82 93.71 91.47 90.45 90.10 92.00 91.83 91.22 89.79 90.68 92.20 90.24 92.08 93.28 92.76 92.70 92.35 90.13 91.58 91.60 93.19 91.70 91.67 92.09 92.70 92.26 91.37 92.77 92.03 93.12 91.74 93.07 92.58 92.43 93.18 93.35 92.82 92.52 93.71 94.69 92.65 93.57 91.71 92.90 92.75 92.40 92.37 93.81 93.44 93.62 91.82 93.49 93.41 91.24 93.23 94.19 93.07 91.76 92.46 91.79 91.37 92.20 93.16 92.86 93.68 91.93 93.73 93.34 93.99 92.84 93.32 92.25 92.89 93.13 91.77 93.38 90.92 93.41 93.28 93.19 93.46 93.63 94.31 93.46 93.27 93.24 92.32 92.47 92.60 93.23 93.12 93.99 93.51 92.28 92.57 92.02 93.80 92.69 93.37 92.97 93.31 93.09 93.46 93.28 91.84 92.15 91.07 91.23 92.59 92.85 93.00 92.24 92.07 93.53 92.60 92.00 92.64 93.30 92.12 94.05 93.93 93.00 93.88 94.05 92.88 92.26 92.23 92.75 90.26 92.49 92.50 92.85 92.09 91.12 90.52 91.60 92.37 92.05 92.93 92.08 92.90 94.01 93.12 92.25 92.62 93.04 92.55 93.21 92.96 93.12 93.43 92.65 92.47 91.50 91.93 91.06 90.70 91.42 92.75 93.35 92.70 92.93 90.86 92.98 92.76 93.20 91.84 92.89 92.04 93.66 91.12 93.70 92.54 91.48 92.17 92.76 92.54 92.80 93.17 93.06 92.49 90.95 91.57 92.50 92.52 92.68 93.09 91.94 93.86 92.03 92.25 91.87 90.98 90.84 93.07 91.83 92.04 91.77 91.89 93.02 92.74 91.90 92.47 91.17 92.78 93.67 90.62 92.54 90.47 92.87 92.62 92.86 92.40 92.02 92.92 92.21 92.08 92.68 90.73 91.45 92.48 92.66 91.79 92.65 91.73 91.04 91.42 90.15 91.20 90.43 91.78 90.14 87.28 86.79 85.24 86.25 87.11 88.60 89.36 88.79 89.09 89.78 89.14 89.98 89.47 91.86 90.46 90.95 90.38 92.07 89.78 92.21 89.97 88.06 90.56 92.47 87.94 89.37 90.31 90.55 90.64 92.95 91.09 91.80 92.87 91.25 92.81 90.40 91.81 89.85 90.58 92.19 91.58 91.75 88.21 90.79 91.82 89.33 89.55 87.98 88.95 89.93 88.56 89.82 87.55 90.58 89.97 91.51 91.09 90.03 90.22 89.02 89.65 88.63 89.12 87.95 90.21 89.11 89.52 90.93 90.38 90.81 89.79 90.04 90.28 90.89 93.49 90.77 91.44 91.30 91.73 91.25 88.90 88.77 91.57 90.42 89.67 90.36 91.38 89.30 91.61 89.32 89.20 89.74 90.42 90.69 91.02 91.34 90.30 91.62 89.05 91.29 90.09 91.15 89.42 90.21 88.69 89.27 89.62 86.21 89.65 91.06 89.96 90.99 89.92 89.54 89.07 89.45 88.98 88.33 90.26 89.97 88.48 89.57 90.72 90.87 91.83 88.30 88.88 87.75 92.23 85.96 90.38 86.73 87.70 89.23 87.28 91.09 90.23 88.00 87.60 90.10 88.49 87.59 90.80 90.07 88.62 90.59 88.99 88.31 85.94 88.25 87.68 90.05 89.52 90.02 90.04 89.33 88.66 88.33 89.63 91.99 90.07 89.29 89.58 91.32 90.94 89.93 90.75 88.12 90.20 89.01 89.14 89.65 90.30 90.38 89.75 88.90 88.30 88.67 87.60 91.24 90.17 87.74 87.25 89.71 86.26 89.46 90.23 90.88 89.02 89.65 88.23 86.90 89.29 87.57 90.02 87.94 86.33 90.22 90.05 88.24 88.35 87.12 89.22 90.04 89.98 89.07 89.79 87.78 90.54 90.13 89.56 86.30 90.94 88.48 89.46 86.46 90.34 90.14 85.60 89.82 86.94 87.15 86.70 89.16 89.24 86.91 88.58 88.95 90.55 89.54 88.36 87.37 87.03 88.08 87.95 86.27 87.08 83.31 88.99 87.55 89.21 90.32 90.07 88.33 90.02 89.12 88.81 88.02 88.85 90.87 89.47 87.35 89.59 89.24 84.01 84.72 84.27 83.04 88.06 82.92 78.13 80.81 85.48 87.84 86.71 85.08 87.95 88.11 86.81 86.92 78.11 85.54 83.06 86.72 88.22 91.41 87.22 86.58 85.93 87.59 85.94 88.13 87.98 88.18 88.84 87.60 89.71 86.22 89.45 83.74 88.05 85.53 87.79 93.25 89.60 88.03 89.48 87.02 88.84 84.54 87.38 90.16 89.43 87.48 86.06 88.67 86.12 86.58 82.46 86.29 86.84 88.63 86.50 88.85 88.14 86.86 85.30 90.01 88.07 86.93 86.71 85.48 86.92 87.95 87.45 79.68 88.44 87.74 89.31 90.35 88.77 88.02 91.52 86.05 87.99 87.23 88.05 84.39 87.79 85.42 84.95 81.95 75.27 83.00 76.91 79.90 86.34 86.36 88.91 85.93 86.29 87.96 81.96 89.03 86.20 91.74 82.50 86.64 88.51 89.89 88.13 88.23 90.75 85.93 89.83 89.07 88.99 85.89 88.67 85.53 88.59 81.25 90.79 86.34 88.20 89.77 86.93 84.18 88.71 86.29 87.54 87.21 89.74 86.74 85.91 84.58 83.23 87.18 84.57 82.97 87.48 89.87 86.00 88.81 83.42 89.79 83.89 86.28 87.30 87.22 85.83 85.83 83.23 88.49 81.34 87.98 84.35 87.29 84.65 85.29 87.73 80.64 86.73 86.76 87.43 87.31 87.24 88.18 92.18 85.65 88.10 97.77 88.86 88.91 87.28 88.37 88.32 84.76 84.40 85.03 85.25 88.98 82.11 87.89 85.79 83.78 86.69 87.12 87.79 87.86 87.83 85.29 103.00 103.00 48 3882 43 2059 39 2926 36 35 34 2103 2000 32 2298 31 30 30 1442 29 28 28 2534 27 2479 2055 2420 27 1987 1617 26 26 26 26 1341 1677 25 1808 25 1362 24 1811 1212 24 24 23 23 1954 23 2114 22 1751 1729 1199 1684 1302 20 1571 20 20 1450 20 20 19 1789 19 1741 1095 1288 18 1675 18 1654 18 1269 1205 1550 367 1004 1330 825 1401 1084 678 1371 1431 1273 1486 16 876 16 1075 16 1367 16 1060 16 1347 15 15 1136 15 1425 15 1425 15 1407 14 1271 14 1350 1076 985 14 1199 14 1151 612 1152 1239 859 984 718 724 13 1170 463 1110 12 1174 12 1144 881 1151 12 1177 1018 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