File name: Pandora58s1_LaPorteTX_20210807_L1_smca1c1d20210728p1-8.txt
File generation date: 20251118T104856.5Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c1d20210728p1-8
Local principal investigator: Tom Hanisco
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 58
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora58_OF_v3d20210621.txt
Instrument calibration file used: Pandora58s1_CF_v1d20210728.txt
Level 0 file used: Pandora58s1_LaPorteTX_20210807_L0.txt
Full location name: University Of Houston Trailer
Short location name: LaPorteTX
Country of location: United States
Location latitude [deg]: 29.6721
Location longitude [deg]: -95.0647
Location altitude [m]: 22
Local noon date: 20210807
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]: 269.8597 270.0035 270.1473 270.2911 270.4349 270.5786 270.7224 270.8661 271.0099 271.1536 271.2973 271.4409 271.5846 271.7283 271.8719 272.0156 272.1592 272.3028 272.4464 272.5900 272.7335 272.8771 273.0206 273.1641 273.3077 273.4512 273.5947 273.7381 273.8816 274.0251 274.1685 274.3119 274.4553 274.5987 274.7421 274.8855 275.0289 275.1722 275.3156 275.4589 275.6022 275.7455 275.8888 276.0321 276.1754 276.3186 276.4619 276.6051 276.7483 276.8916 277.0347 277.1779 277.3211 277.4643 277.6074 277.7505 277.8937 278.0368 278.1799 278.3230 278.4660 278.6091 278.7522 278.8952 279.0382 279.1812 279.3242 279.4672 279.6102 279.7532 279.8961 280.0391 280.1820 280.3249 280.4678 280.6107 280.7536 280.8964 281.0393 281.1821 281.3250 281.4678 281.6106 281.7534 281.8961 282.0389 282.1817 282.3244 282.4671 282.6099 282.7526 282.8952 283.0379 283.1806 283.3232 283.4659 283.6085 283.7511 283.8937 284.0363 284.1789 284.3215 284.4640 284.6066 284.7491 284.8916 285.0341 285.1766 285.3191 285.4616 285.6040 285.7465 285.8889 286.0313 286.1737 286.3161 286.4585 286.6009 286.7432 286.8856 287.0279 287.1702 287.3125 287.4548 287.5971 287.7393 287.8816 288.0238 288.1661 288.3083 288.4505 288.5927 288.7349 288.8770 289.0192 289.1613 289.3035 289.4456 289.5877 289.7298 289.8718 290.0139 290.1560 290.2980 290.4400 290.5820 290.7240 290.8660 291.0080 291.1500 291.2919 291.4339 291.5758 291.7177 291.8596 292.0015 292.1434 292.2853 292.4271 292.5690 292.7108 292.8526 292.9944 293.1362 293.2780 293.4197 293.5615 293.7032 293.8450 293.9867 294.1284 294.2701 294.4118 294.5534 294.6951 294.8367 294.9783 295.1200 295.2616 295.4032 295.5447 295.6863 295.8279 295.9694 296.1109 296.2525 296.3940 296.5355 296.6769 296.8184 296.9599 297.1013 297.2427 297.3842 297.5256 297.6670 297.8083 297.9497 298.0911 298.2324 298.3737 298.5151 298.6564 298.7977 298.9389 299.0802 299.2215 299.3627 299.5040 299.6452 299.7864 299.9276 300.0688 300.2099 300.3511 300.4923 300.6334 300.7745 300.9156 301.0567 301.1978 301.3389 301.4799 301.6210 301.7620 301.9031 302.0441 302.1851 302.3261 302.4670 302.6080 302.7490 302.8899 303.0308 303.1717 303.3126 303.4535 303.5944 303.7353 303.8761 304.0170 304.1578 304.2986 304.4394 304.5802 304.7210 304.8618 305.0025 305.1433 305.2840 305.4247 305.5654 305.7061 305.8468 305.9875 306.1281 306.2688 306.4094 306.5500 306.6906 306.8312 306.9718 307.1124 307.2529 307.3935 307.5340 307.6745 307.8151 307.9556 308.0960 308.2365 308.3770 308.5174 308.6579 308.7983 308.9387 309.0791 309.2195 309.3599 309.5002 309.6406 309.7809 309.9212 310.0615 310.2018 310.3421 310.4824 310.6227 310.7629 310.9032 311.0434 311.1836 311.3238 311.4640 311.6042 311.7443 311.8845 312.0246 312.1648 312.3049 312.4450 312.5851 312.7252 312.8652 313.0053 313.1453 313.2853 313.4254 313.5654 313.7054 313.8453 313.9853 314.1253 314.2652 314.4051 314.5451 314.6850 314.8249 314.9647 315.1046 315.2445 315.3843 315.5241 315.6640 315.8038 315.9436 316.0833 316.2231 316.3629 316.5026 316.6423 316.7821 316.9218 317.0615 317.2011 317.3408 317.4805 317.6201 317.7597 317.8994 318.0390 318.1786 318.3181 318.4577 318.5973 318.7368 318.8763 319.0159 319.1554 319.2949 319.4343 319.5738 319.7133 319.8527 319.9922 320.1316 320.2710 320.4104 320.5498 320.6891 320.8285 320.9678 321.1072 321.2465 321.3858 321.5251 321.6644 321.8036 321.9429 322.0821 322.2214 322.3606 322.4998 322.6390 322.7782 322.9174 323.0565 323.1957 323.3348 323.4739 323.6130 323.7521 323.8912 324.0303 324.1693 324.3084 324.4474 324.5864 324.7254 324.8644 325.0034 325.1424 325.2813 325.4203 325.5592 325.6981 325.8370 325.9759 326.1148 326.2537 326.3926 326.5314 326.6702 326.8091 326.9479 327.0867 327.2254 327.3642 327.5030 327.6417 327.7805 327.9192 328.0579 328.1966 328.3353 328.4739 328.6126 328.7512 328.8899 329.0285 329.1671 329.3057 329.4443 329.5829 329.7214 329.8600 329.9985 330.1370 330.2755 330.4140 330.5525 330.6910 330.8294 330.9679 331.1063 331.2448 331.3832 331.5216 331.6599 331.7983 331.9367 332.0750 332.2134 332.3517 332.4900 332.6283 332.7666 332.9049 333.0431 333.1814 333.3196 333.4578 333.5960 333.7342 333.8724 334.0106 334.1488 334.2869 334.4251 334.5632 334.7013 334.8394 334.9775 335.1156 335.2536 335.3917 335.5297 335.6678 335.8058 335.9438 336.0818 336.2197 336.3577 336.4957 336.6336 336.7715 336.9094 337.0474 337.1852 337.3231 337.4610 337.5988 337.7367 337.8745 338.0123 338.1501 338.2879 338.4257 338.5635 338.7012 338.8390 338.9767 339.1144 339.2522 339.3899 339.5275 339.6652 339.8029 339.9405 340.0781 340.2158 340.3534 340.4910 340.6286 340.7661 340.9037 341.0412 341.1788 341.3163 341.4538 341.5913 341.7288 341.8663 342.0038 342.1412 342.2786 342.4161 342.5535 342.6909 342.8283 342.9657 343.1030 343.2404 343.3777 343.5150 343.6524 343.7897 343.9270 344.0642 344.2015 344.3388 344.4760 344.6132 344.7505 344.8877 345.0249 345.1620 345.2992 345.4364 345.5735 345.7107 345.8478 345.9849 346.1220 346.2591 346.3961 346.5332 346.6703 346.8073 346.9443 347.0813 347.2183 347.3553 347.4923 347.6293 347.7662 347.9031 348.0401 348.1770 348.3139 348.4508 348.5877 348.7245 348.8614 348.9982 349.1350 349.2719 349.4087 349.5455 349.6822 349.8190 349.9558 350.0925 350.2292 350.3659 350.5027 350.6393 350.7760 350.9127 351.0494 351.1860 351.3226 351.4592 351.5959 351.7325 351.8690 352.0056 352.1422 352.2787 352.4152 352.5518 352.6883 352.8248 352.9613 353.0977 353.2342 353.3706 353.5071 353.6435 353.7799 353.9163 354.0527 354.1891 354.3254 354.4618 354.5981 354.7344 354.8707 355.0070 355.1433 355.2796 355.4159 355.5521 355.6883 355.8246 355.9608 356.0970 356.2332 356.3693 356.5055 356.6417 356.7778 356.9139 357.0500 357.1861 357.3222 357.4583 357.5944 357.7304 357.8664 358.0025 358.1385 358.2745 358.4105 358.5464 358.6824 358.8183 358.9543 359.0902 359.2261 359.3620 359.4979 359.6338 359.7696 359.9055 360.0413 360.1771 360.3129 360.4487 360.5845 360.7203 360.8561 360.9918 361.1275 361.2633 361.3990 361.5347 361.6703 361.8060 361.9417 362.0773 362.2130 362.3486 362.4842 362.6198 362.7553 362.8909 363.0265 363.1620 363.2975 363.4331 363.5686 363.7041 363.8395 363.9750 364.1104 364.2459 364.3813 364.5167 364.6521 364.7875 364.9229 365.0582 365.1936 365.3289 365.4642 365.5996 365.7349 365.8701 366.0054 366.1407 366.2759 366.4111 366.5464 366.6816 366.8168 366.9519 367.0871 367.2222 367.3574 367.4925 367.6276 367.7627 367.8978 368.0329 368.1679 368.3030 368.4380 368.5731 368.7081 368.8431 368.9780 369.1130 369.2480 369.3829 369.5178 369.6527 369.7876 369.9225 370.0574 370.1923 370.3271 370.4620 370.5968 370.7316 370.8664 371.0012 371.1359 371.2707 371.4054 371.5402 371.6749 371.8096 371.9443 372.0789 372.2136 372.3482 372.4829 372.6175 372.7521 372.8867 373.0213 373.1558 373.2904 373.4249 373.5595 373.6940 373.8285 373.9630 374.0974 374.2319 374.3663 374.5008 374.6352 374.7696 374.9040 375.0384 375.1727 375.3071 375.4414 375.5757 375.7101 375.8443 375.9786 376.1129 376.2472 376.3814 376.5156 376.6498 376.7840 376.9182 377.0524 377.1866 377.3207 377.4548 377.5890 377.7231 377.8571 377.9912 378.1253 378.2593 378.3934 378.5274 378.6614 378.7954 378.9294 379.0633 379.1973 379.3312 379.4652 379.5991 379.7330 379.8669 380.0007 380.1346 380.2684 380.4023 380.5361 380.6699 380.8037 380.9374 381.0712 381.2049 381.3387 381.4724 381.6061 381.7398 381.8735 382.0071 382.1408 382.2744 382.4080 382.5416 382.6752 382.8088 382.9424 383.0759 383.2094 383.3430 383.4765 383.6100 383.7435 383.8769 384.0104 384.1438 384.2772 384.4106 384.5440 384.6774 384.8108 384.9442 385.0775 385.2108 385.3441 385.4774 385.6107 385.7440 385.8772 386.0105 386.1437 386.2769 386.4101 386.5433 386.6765 386.8096 386.9428 387.0759 387.2090 387.3421 387.4752 387.6083 387.7414 387.8744 388.0074 388.1405 388.2735 388.4065 388.5394 388.6724 388.8053 388.9383 389.0712 389.2041 389.3370 389.4699 389.6027 389.7356 389.8684 390.0012 390.1340 390.2668 390.3996 390.5324 390.6651 390.7979 390.9306 391.0633 391.1960 391.3287 391.4613 391.5940 391.7266 391.8592 391.9919 392.1245 392.2570 392.3896 392.5222 392.6547 392.7872 392.9197 393.0522 393.1847 393.3172 393.4496 393.5821 393.7145 393.8469 393.9793 394.1117 394.2441 394.3764 394.5087 394.6411 394.7734 394.9057 395.0380 395.1702 395.3025 395.4347 395.5670 395.6992 395.8314 395.9636 396.0957 396.2279 396.3600 396.4922 396.6243 396.7564 396.8885 397.0205 397.1526 397.2846 397.4167 397.5487 397.6807 397.8127 397.9446 398.0766 398.2085 398.3405 398.4724 398.6043 398.7362 398.8681 398.9999 399.1318 399.2636 399.3954 399.5272 399.6590 399.7908 399.9225 400.0543 400.1860 400.3177 400.4494 400.5811 400.7128 400.8445 400.9761 401.1077 401.2394 401.3710 401.5026 401.6341 401.7657 401.8972 402.0288 402.1603 402.2918 402.4233 402.5548 402.6862 402.8177 402.9491 403.0805 403.2119 403.3433 403.4747 403.6061 403.7374 403.8688 404.0001 404.1314 404.2627 404.3940 404.5252 404.6565 404.7877 404.9189 405.0502 405.1814 405.3125 405.4437 405.5748 405.7060 405.8371 405.9682 406.0993 406.2304 406.3615 406.4925 406.6236 406.7546 406.8856 407.0166 407.1476 407.2785 407.4095 407.5404 407.6713 407.8023 407.9332 408.0640 408.1949 408.3258 408.4566 408.5874 408.7182 408.8490 408.9798 409.1106 409.2413 409.3721 409.5028 409.6335 409.7642 409.8949 410.0256 410.1562 410.2869 410.4175 410.5481 410.6787 410.8093 410.9399 411.0704 411.2010 411.3315 411.4620 411.5925 411.7230 411.8534 411.9839 412.1143 412.2448 412.3752 412.5056 412.6360 412.7663 412.8967 413.0270 413.1574 413.2877 413.4180 413.5483 413.6785 413.8088 413.9390 414.0693 414.1995 414.3297 414.4599 414.5900 414.7202 414.8503 414.9804 415.1106 415.2407 415.3707 415.5008 415.6309 415.7609 415.8909 416.0210 416.1510 416.2809 416.4109 416.5409 416.6708 416.8007 416.9306 417.0605 417.1904 417.3203 417.4502 417.5800 417.7098 417.8396 417.9694 418.0992 418.2290 418.3587 418.4885 418.6182 418.7479 418.8776 419.0073 419.1370 419.2666 419.3963 419.5259 419.6555 419.7851 419.9147 420.0442 420.1738 420.3033 420.4329 420.5624 420.6919 420.8213 420.9508 421.0803 421.2097 421.3391 421.4685 421.5979 421.7273 421.8567 421.9860 422.1153 422.2447 422.3740 422.5033 422.6325 422.7618 422.8911 423.0203 423.1495 423.2787 423.4079 423.5371 423.6662 423.7954 423.9245 424.0536 424.1827 424.3118 424.4409 424.5700 424.6990 424.8280 424.9571 425.0861 425.2150 425.3440 425.4730 425.6019 425.7308 425.8598 425.9887 426.1175 426.2464 426.3753 426.5041 426.6329 426.7617 426.8905 427.0193 427.1481 427.2768 427.4056 427.5343 427.6630 427.7917 427.9204 428.0490 428.1777 428.3063 428.4349 428.5635 428.6921 428.8207 428.9493 429.0778 429.2063 429.3349 429.4634 429.5918 429.7203 429.8488 429.9772 430.1056 430.2341 430.3624 430.4908 430.6192 430.7476 430.8759 431.0042 431.1325 431.2608 431.3891 431.5174 431.6456 431.7738 431.9021 432.0303 432.1585 432.2866 432.4148 432.5429 432.6711 432.7992 432.9273 433.0554 433.1834 433.3115 433.4395 433.5676 433.6956 433.8236 433.9516 434.0795 434.2075 434.3354 434.4633 434.5912 434.7191 434.8470 434.9749 435.1027 435.2305 435.3584 435.4862 435.6139 435.7417 435.8695 435.9972 436.1249 436.2526 436.3803 436.5080 436.6357 436.7633 436.8910 437.0186 437.1462 437.2738 437.4014 437.5289 437.6565 437.7840 437.9115 438.0390 438.1665 438.2940 438.4214 438.5489 438.6763 438.8037 438.9311 439.0585 439.1859 439.3132 439.4405 439.5679 439.6952 439.8225 439.9497 440.0770 440.2042 440.3315 440.4587 440.5859 440.7131 440.8402 440.9674 441.0945 441.2216 441.3487 441.4758 441.6029 441.7300 441.8570 441.9841 442.1111 442.2381 442.3651 442.4920 442.6190 442.7459 442.8728 442.9998 443.1267 443.2535 443.3804 443.5072 443.6341 443.7609 443.8877 444.0145 444.1413 444.2680 444.3948 444.5215 444.6482 444.7749 444.9016 445.0282 445.1549 445.2815 445.4082 445.5348 445.6614 445.7879 445.9145 446.0410 446.1676 446.2941 446.4206 446.5471 446.6735 446.8000 446.9264 447.0528 447.1792 447.3056 447.4320 447.5584 447.6847 447.8111 447.9374 448.0637 448.1899 448.3162 448.4425 448.5687 448.6949 448.8211 448.9473 449.0735 449.1997 449.3258 449.4520 449.5781 449.7042 449.8303 449.9563 450.0824 450.2084 450.3344 450.4605 450.5864 450.7124 450.8384 450.9643 451.0903 451.2162 451.3421 451.4680 451.5938 451.7197 451.8455 451.9714 452.0972 452.2230 452.3487 452.4745 452.6003 452.7260 452.8517 452.9774 453.1031 453.2288 453.3544 453.4801 453.6057 453.7313 453.8569 453.9825 454.1080 454.2336 454.3591 454.4846 454.6101 454.7356 454.8611 454.9865 455.1120 455.2374 455.3628 455.4882 455.6136 455.7390 455.8643 455.9896 456.1150 456.2403 456.3655 456.4908 456.6161 456.7413 456.8665 456.9917 457.1169 457.2421 457.3673 457.4924 457.6176 457.7427 457.8678 457.9929 458.1179 458.2430 458.3680 458.4930 458.6181 458.7430 458.8680 458.9930 459.1179 459.2429 459.3678 459.4927 459.6176 459.7424 459.8673 459.9921 460.1169 460.2418 460.3665 460.4913 460.6161 460.7408 460.8656 460.9903 461.1150 461.2397 461.3643 461.4890 461.6136 461.7382 461.8628 461.9874 462.1120 462.2366 462.3611 462.4856 462.6101 462.7346 462.8591 462.9836 463.1080 463.2325 463.3569 463.4813 463.6057 463.7301 463.8544 463.9787 464.1031 464.2274 464.3517 464.4760 464.6002 464.7245 464.8487 464.9729 465.0971 465.2213 465.3455 465.4696 465.5938 465.7179 465.8420 465.9661 466.0902 466.2142 466.3383 466.4623 466.5863 466.7103 466.8343 466.9583 467.0822 467.2061 467.3301 467.4540 467.5779 467.7017 467.8256 467.9494 468.0733 468.1971 468.3209 468.4446 468.5684 468.6921 468.8159 468.9396 469.0633 469.1870 469.3106 469.4343 469.5579 469.6816 469.8052 469.9287 470.0523 470.1759 470.2994 470.4229 470.5465 470.6700 470.7934 470.9169 471.0403 471.1638 471.2872 471.4106 471.5340 471.6573 471.7807 471.9040 472.0274 472.1507 472.2740 472.3972 472.5205 472.6437 472.7670 472.8902 473.0134 473.1365 473.2597 473.3828 473.5060 473.6291 473.7522 473.8753 473.9983 474.1214 474.2444 474.3674 474.4904 474.6134 474.7364 474.8594 474.9823 475.1052 475.2281 475.3510 475.4739 475.5968 475.7196 475.8424 475.9652 476.0880 476.2108 476.3336 476.4563 476.5791 476.7018 476.8245 476.9472 477.0698 477.1925 477.3151 477.4377 477.5603 477.6829 477.8055 477.9281 478.0506 478.1731 478.2956 478.4181 478.5406 478.6631 478.7855 478.9079 479.0303 479.1527 479.2751 479.3975 479.5198 479.6422 479.7645 479.8868 480.0090 480.1313 480.2536 480.3758 480.4980 480.6202 480.7424 480.8646 480.9867 481.1089 481.2310 481.3531 481.4752 481.5972 481.7193 481.8413 481.9634 482.0854 482.2074 482.3293 482.4513 482.5732 482.6952 482.8171 482.9390 483.0608 483.1827 483.3045 483.4264 483.5482 483.6700 483.7918 483.9135 484.0353 484.1570 484.2787 484.4004 484.5221 484.6438 484.7654 484.8870 485.0087 485.1303 485.2518 485.3734 485.4950 485.6165 485.7380 485.8595 485.9810 486.1025 486.2239 486.3454 486.4668 486.5882 486.7096 486.8310 486.9523 487.0736 487.1950 487.3163 487.4376 487.5588 487.6801 487.8013 487.9226 488.0438 488.1650 488.2861 488.4073 488.5284 488.6496 488.7707 488.8918 489.0129 489.1339 489.2550 489.3760 489.4970 489.6180 489.7390 489.8599 489.9809 490.1018 490.2227 490.3436 490.4645 490.5854 490.7062 490.8271 490.9479 491.0687 491.1895 491.3102 491.4310 491.5517 491.6724 491.7931 491.9138 492.0345 492.1551 492.2758 492.3964 492.5170 492.6376 492.7581 492.8787 492.9992 493.1197 493.2402 493.3607 493.4812 493.6017 493.7221 493.8425 493.9629 494.0833 494.2037 494.3240 494.4444 494.5647 494.6850 494.8053 494.9256 495.0458 495.1661 495.2863 495.4065 495.5267 495.6469 495.7670 495.8872 496.0073 496.1274 496.2475 496.3676 496.4876 496.6077 496.7277 496.8477 496.9677 497.0877 497.2076 497.3276 497.4475 497.5674 497.6873 497.8072 497.9271 498.0469 498.1667 498.2865 498.4063 498.5261 498.6459 498.7656 498.8854 499.0051 499.1248 499.2445 499.3641 499.4838 499.6034 499.7230 499.8426 499.9622 500.0818 500.2013 500.3208 500.4404 500.5599 500.6793 500.7988 500.9183 501.0377 501.1571 501.2765 501.3959 501.5153 501.6346 501.7539 501.8733 501.9926 502.1118 502.2311 502.3504 502.4696 502.5888 502.7080 502.8272 502.9464 503.0655 503.1847 503.3038 503.4229 503.5420 503.6610 503.7801 503.8991 504.0182 504.1372 504.2561 504.3751 504.4941 504.6130 504.7319 504.8508 504.9697 505.0886 505.2074 505.3263 505.4451 505.5639 505.6827 505.8015 505.9202 506.0389 506.1577 506.2764 506.3951 506.5137 506.6324 506.7510 506.8696 506.9882 507.1068 507.2254 507.3440 507.4625 507.5810 507.6995 507.8180 507.9365 508.0549 508.1734 508.2918 508.4102 508.5286 508.6469 508.7653 508.8836 509.0019 509.1202 509.2385 509.3568 509.4750 509.5933 509.7115 509.8297 509.9479 510.0660 510.1842 510.3023 510.4204 510.5385 510.6566 510.7747 510.8927 511.0108 511.1288 511.2468 511.3648 511.4827 511.6007 511.7186 511.8365 511.9544 512.0723 512.1901 512.3080 512.4258 512.5436 512.6614 512.7792 512.8970 513.0147 513.1324 513.2501 513.3678 513.4855 513.6032 513.7208 513.8384 513.9560 514.0736 514.1912 514.3087 514.4263 514.5438 514.6613 514.7788 514.8962 515.0137 515.1311 515.2485 515.3659 515.4833 515.6007 515.7180 515.8354 515.9527 516.0700 516.1873 516.3045 516.4218 516.5390 516.6562 516.7734 516.8906 517.0077 517.1249 517.2420 517.3591 517.4762 517.5933 517.7103 517.8273 517.9444 518.0614 518.1783 518.2953 518.4123 518.5292 518.6461 518.7630 518.8799 518.9968 519.1136 519.2304 519.3472 519.4640 519.5808 519.6976 519.8143 519.9310 520.0478 520.1644 520.2811 520.3978 520.5144 520.6310 520.7476 520.8642 520.9808 521.0973 521.2139 521.3304 521.4469 521.5634 521.6799 521.7963 521.9127 522.0291 522.1455 522.2619 522.3783 522.4946 522.6110 522.7273 522.8436 522.9599 523.0761 523.1924 523.3086 523.4248 523.5410 523.6572 523.7733 523.8895 524.0056 524.1217 524.2378 524.3538 524.4699 524.5859 524.7020 524.8180 524.9340 525.0499 525.1659 525.2818 525.3977 525.5136 525.6295 525.7454 525.8612 525.9771 526.0929 526.2087 526.3245 526.4402 526.5560 526.6717 526.7874 526.9031 527.0188 527.1345 527.2501 527.3658 527.4814 527.5970 527.7126 527.8281 527.9437 528.0592 528.1747 528.2902 528.4057 528.5212 528.6366 528.7521 528.8675 528.9829 529.0982 529.2136 529.3289 529.4443 529.5596 529.6749 529.7902 529.9054 530.0207 530.1359 530.2511 530.3663 530.4815 530.5966 530.7118 530.8269 530.9420 531.0571 531.1721 531.2872 531.4022 531.5172 531.6322 531.7472 531.8622 531.9771 532.0921 532.2070 532.3219 532.4367 532.5516 532.6664 532.7812 532.8960 533.0108 533.1256 533.2403 533.3550 533.4697 533.5844 533.6991 533.8137 533.9283 534.0429 534.1575 534.2721 534.3866 534.5011 534.6156 534.7301 534.8446 534.9590 535.0734 535.1878 535.3021 535.4165 535.5308 535.6451 535.7594 535.8736 535.9878 536.1020
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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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MO 20210807T104235.1Z 7889.446240 1 1 48.01 3 4000.000 12 3 0 1 1 0.00 2 0.00 2 -1.00 507 1 11 32 0 22.36 453 0 0 772 5.306e+02 3.482e+00 5.450e+02 1.034e+01 59 5.759e+01 4.436e+01 -2.493e+00 5.764e+01 2.247e+00 46 3 2 1984 1.11e+02 4.366e-09 1.173e-09 1.485e+01 1.850e-01 3.183e+03 4.143e-01 1 13.95 -3.00 -3.00 -3.00 -3.00 31.43 6.98 21.10 0 5.468e-01 1746 -9 -9.00 -9.00 -9.00 -9.00 0.00029 1.26430e-01 -9.24220e-04 25.17 19.99 22.36 32.50 60.10 12.4 1034.06 1.126e+11 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 53 -12 102 316 60 115 257 158 -16 116 98 42 113 110 5 28 131 -58 131 286 -7 106 -7 67 10 37 -6 217 -40 -44 -76 -27 -40 150 81 -34 170 43 144 -31 -26 143 23 185 3 135 -19 -49 3 144 84 138 0 -39 145 18 -33 -90 -42 -52 5 17 12 -48 -23 154 -55 -7 -12 -15 86 16 -3 13 -24 -22 -54 115 -38 -77 179 67 51 -84 -19 -26 -32 34 1 -30 144 185 -33 -43 210 -50 -23 -20 -92 -48 -82 10 -14 64 -10 27 51 -42 -61 -32 -73 -25 -51 -56 -38 -19 63 -5 -50 -16 -44 41 -70 18 -10 -52 49 1 -66 -10 -70 11 46 -33 28 -63 -5 -67 18 -34 -29 2 -22 -54 9 -31 -39 -20 -14 -12 -50 -12 -49 -32 -27 -59 -74 -59 21 -20 44 -17 58 -19 -34 -60 -37 -98 134 26 114 -19 -93 -11 -63 -11 -26 -34 -42 17 -49 -56 -21 -34 -45 -53 53 -23 -41 -44 -45 -19 -25 -47 -13 -27 -57 -18 13 -32 -5 -67 -33 -38 75 -26 -93 -15 -22 -33 -27 -5 -30 3 70 -42 -129 -68 4 -13 -66 -66 -54 16 -23 -28 -46 -30 39 -80 -27 -39 -54 -18 -18 82 23 54 -16 -45 -18 -22 -83 3 56 -43 120 -48 -13 19 32 45 -43 -53 -65 1 -18 -35 7 46 -28 50 36 -51 -43 22 61 -53 21 -14 62 -43 -12 51 88 -44 2 44 2 146 -16 -51 -22 8 135 97 91 -23 -34 -31 -44 28 -24 1 67 271 -21 -7 81 -57 31 -62 15 45 -18 8 61 5 166 5 57 -9 53 59 -22 -31 -34 266 -16 -1 126 82 61 -21 -14 -19 -21 171 -18 -22 131 139 -19 36 2 44 -13 178 12 18 5 -23 177 -38 -2 -32 -1 125 114 164 112 110 71 66 -14 43 145 38 32 332 -5 10 65 15 77 69 144 11 156 -5 31 117 -20 -19 28 32 83 181 100 -34 42 114 188 66 110 544 128 124 -41 156 265 46 -10 207 -33 214 92 27 15 14 48 160 -29 20 73 125 0 133 122 98 173 -20 136 17 119 114 -73 -15 107 20 41 87 218 172 92 70 -2 86 -20 83 133 -9 62 166 253 27 162 -23 149 104 96 106 207 51 50 6 114 -22 77 208 152 199 113 68 119 149 108 98 71 212 9 108 -15 -12 87 21 92 116 105 112 -56 91 111 97 114 151 172 188 1 81 320 76 213 -48 248 206 155 235 177 297 132 153 131 58 197 60 86 281 184 220 169 254 350 143 152 141 157 55 -20 195 -39 144 149 221 45 119 109 226 373 28 219 -3 67 157 108 42 74 145 111 139 86 34 160 18 137 124 45 262 712 171 158 -18 147 176 99 -31 146 187 184 280 129 -43 104 275 227 141 322 103 2 106 243 126 241 -6 -20 55 223 74 92 133 240 166 167 276 145 371 47 -10 207 104 99 272 160 211 226 243 284 129 65 380 210 -415 180 136 0 42 112 218 -47 49 193 238 134 161 221 171 51 152 125 144 175 192 296 29 162 216 176 99 17 95 99 115 -29 -3 296 292 -15 104 274 265 205 560 187 126 152 59 378 289 238 -25 -51 203 114 241 510 15 132 217 45 255 62 -31 167 136 111 204 126 53 326 200 179 126 272 136 105 79 -5 92 19 42 131 255 207 298 96 194 117 9 174 131 284 163 38 266 333 -44 -37 136 110 143 349 159 215 -5 145 52 14 342 45 4775 181 91 1 299 71 127 344 293 219 56 194 -16 205 -53 142 48 207 243 206 195 105 443 130 176 139 215 155 241 286 224 218 88 184 156 83 87 237 9 138 52 318 213 -48 194 379 144 195 210 118 142 -424 129 155 -13 30 84 253 -19 216 275 74 151 137 89 355 63 303 382 145 371 277 51 216 -9 193 119 -35 281 132 363 107 93 192 189 60 67 82 86 293 206 151 -22 84 212 239 200 267 261 227 217 406 269 35 327 260 60 198 211 49 130 205 253 80 53 205 172 235 -28 154 48 67 75 159 182 -41 188 233 330 267 156 221 108 190 154 -14 267 -48 0 232 69 208 206 82 137 149 23 269 -22 88 176 110 224 201 267 81 25 184 147 205 112 -44 19 124 102 106 -51 127 155 -20 -45 14 35 168 -88 150 58 30 47 131 149 78 323 87 -27 -24 79 290 6 253 53 274 167 -27 -61 173 137 70 123 185 10 217 173 95 287 78 109 243 104 128 17 252 219 49 116 -86 123 148 227 180 162 157 148 116 68 73 -65 -20 129 106 -15 261 342 -23 118 88 255 165 204 -40 76 -6 149 187 -40 63 70 96 -16 124 43 2 -6 3 148 41 50 142 -29 29 59 -32 162 -15 116 -38 199 165 33 151 118 97 104 175 -21 123 270 77 53 7 104 -112 139 78 12 115 -23 22 148 141 68 -59 233 -6 8 187 212 130 151 38 19 -26 68 124 -28 37 66 121 0 90 123 153 9 47 73 89 -6 165 227 7 31 117 4 92 76 42 68 65 -29 102 237 -14 26 12 86 307 123 20 0 216 236 -33 212 201 -13 113 -36 15 -42 -15 -69 258 -20 107 26 9 -3 269 15 17 358 67 324 8 143 95 16 -48 313 -14 179 121 -40 60 94 146 121 273 -16 226 -3 43 7 100 118 169 182 23 -32 33 31 -44 -20 -42 132 180 -76 205 6 192 -42 183 83 200 90 -12 -101 79 -19 96 142 210 213 115 158 93 -37 297 288 209 170 13 118 50 -58 20 -33 155 191 -30 -3 82 36 -51 -4 -33 88 112 135 -32 222 6 210 19 179 100 -16 267 129 172 249 274 107 236 13 120 196 125 -9 -35 202 -26 -5 -68 22 19 262 95 220 -14 226 -38 147 161 -51 99 188 217 342 -4 160 153 91 148 188 65 185 124 -40 -143 115 -35 156 350 60 58 66 110 -26 24 -74 117 22 151 152 -7 170 16 32 -29 159 -8 68 -35 154 137 12 61 -38 -60 37 -69 215 -25 104 205 93 35 93 333 -20 -25 157 -55 220 114 196 -24 110 -26 75 -60 197 -24 90 133 -37 34 150 134 -21 95 -36 1 2 295 428 41 326 258 72 263 -16 18 -49 132 452 80 184 -56 -19 -35 -42 0 27 -64 116 40 18 417 112 44 191 121 57 -22 54 53 246 -36 51 11 5 127 182 22 299 34 -67 30 123 63 112 192 56 273 -18 120 -44 38 -68 -15 -3 166 283 77 205 -14 41 -22 63 148 73 -59 -68 -39 101 -56 30 -18 -3 22 41 120 133 -34 37 -28 280 51 97 186 -31 -33 168 198 115 170 -52 29 -42 59 43 8 151 -21 44 140 155 -35 -15 0 314 -85 28 -63 114 -36 32 -12 202 53 243 164 -21 60 -80 -17 82 174 -1 -19 -35 233 273 141 59 87 68 33 185 90 157 -74 -54 153 -2 -19 76 167 -25 -54 -24 129 14 -10 -41 193 8 -100 189 41 56 22 -31 86 170 -18 68 71 25 -57 87 -36 79 88 86 21 208 20 -27 100 103 -29 165 267 41 51 68 -34 68 146 54 -18 94 264 72 -15 3 179 6 493 -4 125 144 -100 36 329 31 53 76 166 175 169 62 -59 105 100 -32 -3 213 50 29 185 17 146 301 143 -40 130 -115 23 -17 154 -5 123 18 5 468 170 180 25 148 34 236 54 -6 -15 158 -66 -25 117 -55 191 61 232 -25 -13 -6 -30 -80 -133 31 179 96 110 80 181 263 158 152 127 72 80 46 153 104 46 16 73 117 118 -96 192 218 -59 306 149 81 -25 127 18 103 471 -25 -47 378 118 -54 271 -71 164 -30 352 107 28 110 63 52 367 -30 -32 -13 55 156 305 112 -64 237 54 191 277 96 177 -20 66 -78 101 52 263 180 10 -57 23 33 76 257 316 239 -2 -20 -48 137 72 415 207 -120 216 180 238 96 77 -27 308 92 259 183 175 290 -25 103 146 0 71 109 197 12 72 307 77 119 124 214 65 96 15 -54 -42 174 -84 158 180 76 416 203 79 238 103 -89 22 -69 3 149 67 23 210 160 266 5 -26 235 68 12 192 -2 249 299 23 -43 138 -14 -45 247 35 -42 -25 30 -27 299 226 69 73 95 11 78 133 163 197 160 19 68 323 238 271 239 116 104 83 303 23 39 329 54 -87 118 -17 184 -25 206 362 51 -44 3 265 127 40 316 -34 199 376 139 24 119 274 342 -46 78 100 237 277 258 185 79 138 122 -38 36 194 383 261 229 135 233 -34 73 391 103 172 100 -38 47 265 -1 122 361 173 344 253 423 280 -40 285 108 423 5 70 -11 195 188 156 318 107 101 133 278 345 139 261 130 87 -1 323 317 287 369 183 205 484 146 -33 232 273 38 240 130 168 103 397 217 -149 421 -2 244 387 133 212 422 253 737 88 -25 366 534 422 222 641 -34 88 64 -116 140 35 -79 208 457 374 460 236 452 79 190 207 125 151 327 337 370 206 -27 292 272 66 19 193 111 340 381 279 485 262 414 -87 16 -17 573 129 -130 331 147 60 23 357 135 295 310 396 94 -190 279 361 211 -91 -37 504 276 -99 254 287 149 190 569 496 442 372 562 -44 329 511 458 491 315 -90 269 207 138 240 -22 23 155 342 509 500 377 546 370 608 -14 -45 -85 -28 244 489 537 38 -42 328 556 334 447 336 -43 245 60 -111 273 -11 115 280 298 366 77 368 93 311 33 -56 245 -6 233 315 293 216 -13 102 70 299 167 183 380 -27 472 108 494 324 598 313 260 325 511 75 221 59 2 68 373 167 338 459 -45 -67 402 354 -53 313 110 372 286 377 -43 107 65 367 504 -69 368 0 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 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99.31 99.33 99.40 99.48 99.53 99.56 99.58 99.59 99.60 99.61 99.61 99.60 99.58 99.55 99.52 99.49 99.46 99.46 99.46 99.47 99.51 99.53 99.52 99.48 99.44 99.42 99.44 99.50 99.55 99.58 99.59 99.60 99.56 99.51 99.46 99.43 99.46 99.50 99.53 99.55 99.57 99.56 99.54 99.51 99.48 99.45 99.45 99.46 99.50 99.54 99.56 99.57 99.58 99.58 99.59 99.59 99.58 99.57 99.56 99.55 99.54 99.53 99.53 99.54 99.54 99.55 99.54 99.52 99.49 99.46 99.46 99.47 99.47 99.46 99.44 99.42 99.44 99.47 99.50 99.51 99.50 99.48 99.49 99.50 99.51 99.51 99.48 99.42 99.35 99.29 99.26 99.31 99.36 99.42 99.46 99.48 99.47 99.42 99.32 99.19 99.08 99.10 99.22 99.28 99.31 99.31 99.27 99.24 99.15 98.97 98.76 98.63 98.76 98.97 99.11 99.14 99.10 98.98 98.81 98.64 98.49 98.57 98.72 98.90 99.07 99.12 99.06 98.95 98.84 98.75 98.77 98.79 98.79 98.71 98.70 98.68 98.66 98.70 98.75 98.78 98.80 98.79 98.77 98.78 98.77 98.77 98.76 98.68 98.55 98.39 98.16 98.05 98.00 97.91 97.81 97.61 97.30 97.15 97.15 97.21 97.46 97.60 97.58 97.44 97.31 97.22 97.18 97.08 96.75 96.11 95.50 95.10 94.70 94.19 93.87 93.24 92.33 91.80 90.53 88.67 88.32 88.13 87.23 85.94 84.48 83.51 82.68 81.73 80.71 80.60 82.73 84.32 85.30 85.38 84.78 83.22 81.75 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 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3809 3725 3502 3270 3080 3172 3401 3655 3725 3643 3436 3284 3383 3465 3382 3379 3310 3262 3538 3810 4106 4262 4363 4389 4378 4466 4402 4299 4242 4065 4038 4250 4445 4779 4963 4998 5033 5002 4859 4739 4465 4244 4119 4061 4080 3896 3541 3082 2585 2148 1774 1638 1654 1963 2397 2908 3308 3532 3655 3877 4082 4350 4709 4897 4920 5024 5093 4947 4994 5044 4933 4576 4203 3732 3245 2831 2407 2056 1932 2190 2655 3254 3785 4305 4785 5273 5551 5710 5765 5729 5718 5888 6038 6190 6361 6431 6421 6412 6283 6219 6307 6477 6731 6825 6560 6376 6285 6330 6577 6858 6977 7007 7093 6981 6965 7035 7052 7114 7195 7100 7202 7214 7286 7157 6904 6540 6273 6304 6662 7083 7401 7517 7536 7360 6902 6380 6171 6134 6607 7247 7412 7342 7144 6949 6799 6711 6889 6896 6757 6541 6386 6320 6626 7026 7005 6990 7023 6929 6900 6868 6700 6767 7052 7389 7570 7527 7465 7608 7859 8072 8129 8028 7915 7680 7488 7275 6980 6579 6195 6096 6168 6637 7189 7527 7598 7690 7686 7894 8123 8291 8301 8141 8079 7975 7919 8086 8135 8052 8060 7940 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74.76 73.48 75.02 83.12 82.76 83.42 84.66 84.13 86.16 87.20 88.77 84.11 85.52 82.65 80.71 78.17 85.19 80.58 87.53 85.58 83.59 87.97 78.85 83.99 79.10 80.09 73.33 80.22 83.04 84.67 84.64 85.85 86.32 85.34 88.38 87.61 89.07 85.86 89.84 86.07 87.43 85.89 88.73 88.76 90.24 90.84 92.12 92.70 91.80 93.07 89.79 92.68 91.89 92.27 90.78 91.81 91.07 92.17 91.37 92.01 91.08 91.43 90.64 89.02 91.82 91.20 90.72 91.43 92.31 91.81 93.67 93.70 94.96 94.49 94.77 94.88 94.69 94.89 94.69 93.68 93.31 91.58 92.49 92.29 93.12 92.45 94.18 93.09 92.85 93.53 93.64 94.51 93.86 93.77 93.55 93.31 93.84 93.30 94.01 94.22 93.48 93.94 93.29 94.12 92.61 94.16 94.26 93.80 94.24 94.78 94.58 94.57 94.62 94.32 95.20 94.70 95.79 95.36 95.25 93.31 92.46 92.11 93.24 94.03 94.37 94.54 93.32 93.26 91.94 92.32 93.36 94.81 94.80 95.24 95.34 94.34 94.34 94.19 95.27 95.29 95.23 95.81 95.31 94.60 94.28 94.34 95.00 95.54 95.68 96.34 95.98 96.17 95.76 95.44 95.50 95.37 95.21 95.50 95.16 95.19 94.59 94.97 95.61 95.24 96.02 95.16 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