File name: Pandora32s1_GreenbeltMD_20210909_L1_smca1c2d20190306p1-8.txt
File generation date: 20250509T162135.5Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c2d20190306p1-8
Local principal investigator: Nader Abuhassan
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 32
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora32_OF_v3d20181024.txt
Instrument calibration file used: Pandora32s1_CF_v2d20190306.txt
Level 0 file used: Pandora32s1_GreenbeltMD_20210909_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: 20210909
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: OOB ICF based on field calibration session 1
Nominal wavelengths [nm]: 268.2492 268.3931 268.5369 268.6807 268.8245 268.9683 269.1121 269.2559 269.3996 269.5434 269.6871 269.8309 269.9746 270.1183 270.2620 270.4057 270.5494 270.6931 270.8367 270.9804 271.1240 271.2677 271.4113 271.5549 271.6985 271.8421 271.9857 272.1293 272.2728 272.4164 272.5599 272.7035 272.8470 272.9905 273.1340 273.2775 273.4210 273.5644 273.7079 273.8513 273.9948 274.1382 274.2816 274.4250 274.5684 274.7118 274.8552 274.9986 275.1419 275.2853 275.4286 275.5719 275.7152 275.8585 276.0018 276.1451 276.2884 276.4317 276.5749 276.7181 276.8614 277.0046 277.1478 277.2910 277.4342 277.5774 277.7205 277.8637 278.0068 278.1500 278.2931 278.4362 278.5793 278.7224 278.8655 279.0086 279.1516 279.2947 279.4377 279.5808 279.7238 279.8668 280.0098 280.1528 280.2958 280.4387 280.5817 280.7246 280.8676 281.0105 281.1534 281.2963 281.4392 281.5821 281.7249 281.8678 282.0106 282.1535 282.2963 282.4391 282.5819 282.7247 282.8675 283.0103 283.1530 283.2958 283.4385 283.5813 283.7240 283.8667 284.0094 284.1521 284.2948 284.4374 284.5801 284.7227 284.8653 285.0080 285.1506 285.2932 285.4358 285.5783 285.7209 285.8635 286.0060 286.1486 286.2911 286.4336 286.5761 286.7186 286.8611 287.0035 287.1460 287.2884 287.4309 287.5733 287.7157 287.8581 288.0005 288.1429 288.2853 288.4276 288.5700 288.7123 288.8546 288.9970 289.1393 289.2816 289.4238 289.5661 289.7084 289.8506 289.9929 290.1351 290.2773 290.4195 290.5617 290.7039 290.8461 290.9882 291.1304 291.2725 291.4146 291.5567 291.6989 291.8409 291.9830 292.1251 292.2672 292.4092 292.5513 292.6933 292.8353 292.9773 293.1193 293.2613 293.4033 293.5452 293.6872 293.8291 293.9710 294.1130 294.2549 294.3968 294.5386 294.6805 294.8224 294.9642 295.1061 295.2479 295.3897 295.5315 295.6733 295.8151 295.9569 296.0986 296.2404 296.3821 296.5238 296.6655 296.8072 296.9489 297.0906 297.2323 297.3739 297.5156 297.6572 297.7988 297.9405 298.0821 298.2237 298.3652 298.5068 298.6484 298.7899 298.9314 299.0730 299.2145 299.3560 299.4975 299.6389 299.7804 299.9219 300.0633 300.2047 300.3462 300.4876 300.6290 300.7704 300.9117 301.0531 301.1944 301.3358 301.4771 301.6184 301.7597 301.9010 302.0423 302.1836 302.3249 302.4661 302.6073 302.7486 302.8898 303.0310 303.1722 303.3134 303.4545 303.5957 303.7368 303.8780 304.0191 304.1602 304.3013 304.4424 304.5835 304.7245 304.8656 305.0066 305.1477 305.2887 305.4297 305.5707 305.7117 305.8527 305.9936 306.1346 306.2755 306.4165 306.5574 306.6983 306.8392 306.9801 307.1209 307.2618 307.4026 307.5435 307.6843 307.8251 307.9659 308.1067 308.2475 308.3882 308.5290 308.6697 308.8105 308.9512 309.0919 309.2326 309.3733 309.5140 309.6546 309.7953 309.9359 310.0765 310.2172 310.3578 310.4984 310.6389 310.7795 310.9201 311.0606 311.2011 311.3417 311.4822 311.6227 311.7632 311.9036 312.0441 312.1846 312.3250 312.4654 312.6059 312.7463 312.8867 313.0270 313.1674 313.3078 313.4481 313.5885 313.7288 313.8691 314.0094 314.1497 314.2900 314.4302 314.5705 314.7107 314.8510 314.9912 315.1314 315.2716 315.4118 315.5519 315.6921 315.8322 315.9724 316.1125 316.2526 316.3927 316.5328 316.6729 316.8130 316.9530 317.0931 317.2331 317.3731 317.5131 317.6531 317.7931 317.9331 318.0730 318.2130 318.3529 318.4928 318.6327 318.7726 318.9125 319.0524 319.1923 319.3321 319.4720 319.6118 319.7516 319.8914 320.0312 320.1710 320.3108 320.4505 320.5903 320.7300 320.8697 321.0094 321.1491 321.2888 321.4285 321.5682 321.7078 321.8475 321.9871 322.1267 322.2663 322.4059 322.5455 322.6851 322.8246 322.9642 323.1037 323.2432 323.3827 323.5222 323.6617 323.8012 323.9406 324.0801 324.2195 324.3589 324.4984 324.6378 324.7771 324.9165 325.0559 325.1952 325.3346 325.4739 325.6132 325.7525 325.8918 326.0311 326.1704 326.3096 326.4489 326.5881 326.7273 326.8665 327.0057 327.1449 327.2841 327.4233 327.5624 327.7015 327.8407 327.9798 328.1189 328.2580 328.3971 328.5361 328.6752 328.8142 328.9532 329.0923 329.2313 329.3703 329.5092 329.6482 329.7872 329.9261 330.0650 330.2039 330.3429 330.4818 330.6206 330.7595 330.8984 331.0372 331.1760 331.3149 331.4537 331.5925 331.7313 331.8700 332.0088 332.1475 332.2863 332.4250 332.5637 332.7024 332.8411 332.9798 333.1185 333.2571 333.3957 333.5344 333.6730 333.8116 333.9502 334.0888 334.2273 334.3659 334.5044 334.6430 334.7815 334.9200 335.0585 335.1970 335.3354 335.4739 335.6123 335.7508 335.8892 336.0276 336.1660 336.3044 336.4427 336.5811 336.7194 336.8578 336.9961 337.1344 337.2727 337.4110 337.5493 337.6875 337.8258 337.9640 338.1022 338.2405 338.3786 338.5168 338.6550 338.7932 338.9313 339.0695 339.2076 339.3457 339.4838 339.6219 339.7600 339.8980 340.0361 340.1741 340.3121 340.4502 340.5882 340.7261 340.8641 341.0021 341.1400 341.2780 341.4159 341.5538 341.6917 341.8296 341.9675 342.1054 342.2432 342.3811 342.5189 342.6567 342.7945 342.9323 343.0701 343.2078 343.3456 343.4833 343.6211 343.7588 343.8965 344.0342 344.1719 344.3095 344.4472 344.5848 344.7224 344.8601 344.9977 345.1353 345.2728 345.4104 345.5480 345.6855 345.8230 345.9605 346.0981 346.2355 346.3730 346.5105 346.6479 346.7854 346.9228 347.0602 347.1976 347.3350 347.4724 347.6098 347.7471 347.8845 348.0218 348.1591 348.2964 348.4337 348.5710 348.7083 348.8455 348.9827 349.1200 349.2572 349.3944 349.5316 349.6688 349.8059 349.9431 350.0802 350.2173 350.3545 350.4916 350.6287 350.7657 350.9028 351.0398 351.1769 351.3139 351.4509 351.5879 351.7249 351.8619 351.9989 352.1358 352.2727 352.4097 352.5466 352.6835 352.8204 352.9572 353.0941 353.2309 353.3678 353.5046 353.6414 353.7782 353.9150 354.0518 354.1885 354.3253 354.4620 354.5987 354.7354 354.8721 355.0088 355.1455 355.2822 355.4188 355.5554 355.6920 355.8287 355.9653 356.1018 356.2384 356.3750 356.5115 356.6480 356.7845 356.9211 357.0575 357.1940 357.3305 357.4669 357.6034 357.7398 357.8762 358.0126 358.1490 358.2854 358.4218 358.5581 358.6944 358.8308 358.9671 359.1034 359.2397 359.3759 359.5122 359.6484 359.7847 359.9209 360.0571 360.1933 360.3295 360.4657 360.6018 360.7380 360.8741 361.0102 361.1463 361.2824 361.4185 361.5546 361.6906 361.8267 361.9627 362.0987 362.2347 362.3707 362.5067 362.6426 362.7786 362.9145 363.0504 363.1864 363.3223 363.4581 363.5940 363.7299 363.8657 364.0016 364.1374 364.2732 364.4090 364.5448 364.6805 364.8163 364.9520 365.0878 365.2235 365.3592 365.4949 365.6305 365.7662 365.9019 366.0375 366.1731 366.3087 366.4443 366.5799 366.7155 366.8510 366.9866 367.1221 367.2577 367.3932 367.5287 367.6641 367.7996 367.9351 368.0705 368.2059 368.3413 368.4767 368.6121 368.7475 368.8829 369.0182 369.1536 369.2889 369.4242 369.5595 369.6948 369.8300 369.9653 370.1005 370.2358 370.3710 370.5062 370.6414 370.7766 370.9117 371.0469 371.1820 371.3172 371.4523 371.5874 371.7225 371.8575 371.9926 372.1276 372.2627 372.3977 372.5327 372.6677 372.8027 372.9376 373.0726 373.2075 373.3425 373.4774 373.6123 373.7472 373.8820 374.0169 374.1517 374.2866 374.4214 374.5562 374.6910 374.8258 374.9605 375.0953 375.2300 375.3648 375.4995 375.6342 375.7689 375.9035 376.0382 376.1729 376.3075 376.4421 376.5767 376.7113 376.8459 376.9805 377.1150 377.2496 377.3841 377.5186 377.6531 377.7876 377.9221 378.0565 378.1910 378.3254 378.4598 378.5942 378.7286 378.8630 378.9974 379.1317 379.2660 379.4004 379.5347 379.6690 379.8033 379.9375 380.0718 380.2060 380.3403 380.4745 380.6087 380.7429 380.8771 381.0112 381.1454 381.2795 381.4136 381.5478 381.6819 381.8159 381.9500 382.0841 382.2181 382.3521 382.4861 382.6201 382.7541 382.8881 383.0221 383.1560 383.2900 383.4239 383.5578 383.6917 383.8256 383.9594 384.0933 384.2271 384.3609 384.4947 384.6285 384.7623 384.8961 385.0299 385.1636 385.2973 385.4310 385.5648 385.6984 385.8321 385.9658 386.0994 386.2331 386.3667 386.5003 386.6339 386.7675 386.9010 387.0346 387.1681 387.3016 387.4352 387.5687 387.7021 387.8356 387.9691 388.1025 388.2359 388.3693 388.5028 388.6361 388.7695 388.9029 389.0362 389.1696 389.3029 389.4362 389.5695 389.7027 389.8360 389.9693 390.1025 390.2357 390.3689 390.5021 390.6353 390.7685 390.9016 391.0348 391.1679 391.3010 391.4341 391.5672 391.7003 391.8333 391.9664 392.0994 392.2324 392.3654 392.4984 392.6314 392.7643 392.8973 393.0302 393.1631 393.2960 393.4289 393.5618 393.6947 393.8275 393.9604 394.0932 394.2260 394.3588 394.4916 394.6243 394.7571 394.8898 395.0225 395.1552 395.2879 395.4206 395.5533 395.6859 395.8186 395.9512 396.0838 396.2164 396.3490 396.4816 396.6141 396.7467 396.8792 397.0117 397.1442 397.2767 397.4092 397.5416 397.6741 397.8065 397.9389 398.0713 398.2037 398.3361 398.4685 398.6008 398.7331 398.8655 398.9978 399.1301 399.2623 399.3946 399.5268 399.6591 399.7913 399.9235 400.0557 400.1879 400.3200 400.4522 400.5843 400.7164 400.8486 400.9807 401.1127 401.2448 401.3768 401.5089 401.6409 401.7729 401.9049 402.0369 402.1689 402.3008 402.4327 402.5647 402.6966 402.8285 402.9604 403.0922 403.2241 403.3559 403.4877 403.6196 403.7514 403.8831 404.0149 404.1467 404.2784 404.4101 404.5418 404.6735 404.8052 404.9369 405.0685 405.2002 405.3318 405.4634 405.5950 405.7266 405.8582 405.9897 406.1213 406.2528 406.3843 406.5158 406.6473 406.7787 406.9102 407.0416 407.1731 407.3045 407.4359 407.5673 407.6986 407.8300 407.9613 408.0927 408.2240 408.3553 408.4865 408.6178 408.7491 408.8803 409.0115 409.1428 409.2739 409.4051 409.5363 409.6675 409.7986 409.9297 410.0608 410.1919 410.3230 410.4541 410.5851 410.7162 410.8472 410.9782 411.1092 411.2402 411.3712 411.5021 411.6330 411.7640 411.8949 412.0258 412.1567 412.2875 412.4184 412.5492 412.6800 412.8108 412.9416 413.0724 413.2032 413.3339 413.4647 413.5954 413.7261 413.8568 413.9875 414.1181 414.2488 414.3794 414.5100 414.6406 414.7712 414.9018 415.0324 415.1629 415.2934 415.4240 415.5545 415.6850 415.8154 415.9459 416.0763 416.2068 416.3372 416.4676 416.5980 416.7284 416.8587 416.9891 417.1194 417.2497 417.3800 417.5103 417.6406 417.7708 417.9011 418.0313 418.1615 418.2917 418.4219 418.5520 418.6822 418.8123 418.9425 419.0726 419.2027 419.3328 419.4628 419.5929 419.7229 419.8529 419.9829 420.1129 420.2429 420.3729 420.5028 420.6328 420.7627 420.8926 421.0225 421.1523 421.2822 421.4121 421.5419 421.6717 421.8015 421.9313 422.0611 422.1908 422.3206 422.4503 422.5800 422.7097 422.8394 422.9691 423.0987 423.2284 423.3580 423.4876 423.6172 423.7468 423.8763 424.0059 424.1354 424.2649 424.3944 424.5239 424.6534 424.7829 424.9123 425.0418 425.1712 425.3006 425.4300 425.5593 425.6887 425.8180 425.9474 426.0767 426.2060 426.3353 426.4645 426.5938 426.7230 426.8523 426.9815 427.1107 427.2399 427.3690 427.4982 427.6273 427.7564 427.8855 428.0146 428.1437 428.2728 428.4018 428.5308 428.6599 428.7889 428.9178 429.0468 429.1758 429.3047 429.4336 429.5626 429.6915 429.8203 429.9492 430.0781 430.2069 430.3357 430.4645 430.5933 430.7221 430.8509 430.9796 431.1083 431.2371 431.3658 431.4944 431.6231 431.7518 431.8804 432.0090 432.1377 432.2663 432.3948 432.5234 432.6520 432.7805 432.9090 433.0375 433.1660 433.2945 433.4230 433.5514 433.6798 433.8083 433.9367 434.0650 434.1934 434.3218 434.4501 434.5784 434.7068 434.8351 434.9633 435.0916 435.2199 435.3481 435.4763 435.6045 435.7327 435.8609 435.9890 436.1172 436.2453 436.3734 436.5015 436.6296 436.7577 436.8857 437.0138 437.1418 437.2698 437.3978 437.5258 437.6538 437.7817 437.9096 438.0376 438.1655 438.2933 438.4212 438.5491 438.6769 438.8047 438.9326 439.0603 439.1881 439.3159 439.4436 439.5714 439.6991 439.8268 439.9545 440.0822 440.2098 440.3375 440.4651 440.5927 440.7203 440.8479 440.9755 441.1030 441.2306 441.3581 441.4856 441.6131 441.7406 441.8680 441.9955 442.1229 442.2503 442.3777 442.5051 442.6325 442.7598 442.8872 443.0145 443.1418 443.2691 443.3964 443.5236 443.6509 443.7781 443.9053 444.0325 444.1597 444.2869 444.4140 444.5412 444.6683 444.7954 444.9225 445.0496 445.1766 445.3037 445.4307 445.5577 445.6847 445.8117 445.9387 446.0656 446.1926 446.3195 446.4464 446.5733 446.7002 446.8270 446.9539 447.0807 447.2075 447.3343 447.4611 447.5879 447.7146 447.8414 447.9681 448.0948 448.2215 448.3482 448.4748 448.6015 448.7281 448.8547 448.9813 449.1079 449.2345 449.3610 449.4876 449.6141 449.7406 449.8671 449.9936 450.1200 450.2465 450.3729 450.4993 450.6257 450.7521 450.8784 451.0048 451.1311 451.2575 451.3838 451.5100 451.6363 451.7626 451.8888 452.0150 452.1413 452.2674 452.3936 452.5198 452.6459 452.7721 452.8982 453.0243 453.1504 453.2764 453.4025 453.5285 453.6546 453.7806 453.9066 454.0325 454.1585 454.2844 454.4104 454.5363 454.6622 454.7881 454.9139 455.0398 455.1656 455.2914 455.4172 455.5430 455.6688 455.7946 455.9203 456.0460 456.1717 456.2974 456.4231 456.5488 456.6744 456.8001 456.9257 457.0513 457.1768 457.3024 457.4280 457.5535 457.6790 457.8045 457.9300 458.0555 458.1810 458.3064 458.4318 458.5572 458.6826 458.8080 458.9334 459.0587 459.1841 459.3094 459.4347 459.5600 459.6852 459.8105 459.9357 460.0609 460.1861 460.3113 460.4365 460.5617 460.6868 460.8119 460.9370 461.0621 461.1872 461.3123 461.4373 461.5624 461.6874 461.8124 461.9374 462.0623 462.1873 462.3122 462.4371 462.5620 462.6869 462.8118 462.9366 463.0615 463.1863 463.3111 463.4359 463.5607 463.6855 463.8102 463.9349 464.0596 464.1843 464.3090 464.4337 464.5583 464.6830 464.8076 464.9322 465.0568 465.1813 465.3059 465.4304 465.5550 465.6795 465.8040 465.9284 466.0529 466.1773 466.3018 466.4262 466.5506 466.6749 466.7993 466.9236 467.0480 467.1723 467.2966 467.4209 467.5451 467.6694 467.7936 467.9178 468.0420 468.1662 468.2904 468.4145 468.5387 468.6628 468.7869 468.9110 469.0351 469.1591 469.2832 469.4072 469.5312 469.6552 469.7792 469.9031 470.0271 470.1510 470.2749 470.3988 470.5227 470.6465 470.7704 470.8942 471.0180 471.1418 471.2656 471.3894 471.5131 471.6369 471.7606 471.8843 472.0080 472.1316 472.2553 472.3789 472.5026 472.6262 472.7497 472.8733 472.9969 473.1204 473.2439 473.3674 473.4909 473.6144 473.7379 473.8613 473.9847 474.1082 474.2315 474.3549 474.4783 474.6016 474.7250 474.8483 474.9716 475.0948 475.2181 475.3414 475.4646 475.5878 475.7110 475.8342 475.9574 476.0805 476.2036 476.3268 476.4499 476.5729 476.6960 476.8191 476.9421 477.0651 477.1881 477.3111 477.4341 477.5570 477.6800 477.8029 477.9258 478.0487 478.1715 478.2944 478.4172 478.5401 478.6629 478.7857 478.9084 479.0312 479.1539 479.2767 479.3994 479.5221 479.6447 479.7674 479.8900 480.0127 480.1353 480.2579 480.3804 480.5030 480.6255 480.7481 480.8706 480.9931 481.1156 481.2380 481.3605 481.4829 481.6053 481.7277 481.8501 481.9724 482.0948 482.2171 482.3394 482.4617 482.5840 482.7063 482.8285 482.9507 483.0730 483.1952 483.3173 483.4395 483.5617 483.6838 483.8059 483.9280 484.0501 484.1721 484.2942 484.4162 484.5382 484.6602 484.7822 484.9042 485.0261 485.1481 485.2700 485.3919 485.5138 485.6356 485.7575 485.8793 486.0011 486.1229 486.2447 486.3665 486.4882 486.6100 486.7317 486.8534 486.9751 487.0967 487.2184 487.3400 487.4616 487.5832 487.7048 487.8264 487.9479 488.0695 488.1910 488.3125 488.4340 488.5554 488.6769 488.7983 488.9197 489.0411 489.1625 489.2839 489.4052 489.5266 489.6479 489.7692 489.8904 490.0117 490.1330 490.2542 490.3754 490.4966 490.6178 490.7390 490.8601 490.9812 491.1023 491.2234 491.3445 491.4656 491.5866 491.7077 491.8287 491.9497 492.0707 492.1916 492.3126 492.4335 492.5544 492.6753 492.7962 492.9170 493.0379 493.1587 493.2795 493.4003 493.5211 493.6419 493.7626 493.8833 494.0040 494.1247 494.2454 494.3661 494.4867 494.6073 494.7280 494.8485 494.9691 495.0897 495.2102 495.3307 495.4513 495.5717 495.6922 495.8127 495.9331 496.0535 496.1739 496.2943 496.4147 496.5351 496.6554 496.7757 496.8960 497.0163 497.1366 497.2568 497.3771 497.4973 497.6175 497.7377 497.8578 497.9780 498.0981 498.2182 498.3383 498.4584 498.5785 498.6985 498.8186 498.9386 499.0586 499.1786 499.2985 499.4185 499.5384 499.6583 499.7782 499.8981 500.0179 500.1378 500.2576 500.3774 500.4972 500.6170 500.7368 500.8565 500.9762 501.0959 501.2156 501.3353 501.4549 501.5746 501.6942 501.8138 501.9334 502.0530 502.1725 502.2921 502.4116 502.5311 502.6506 502.7700 502.8895 503.0089 503.1283 503.2477 503.3671 503.4865 503.6058 503.7251 503.8445 503.9637 504.0830 504.2023 504.3215 504.4408 504.5600 504.6792 504.7983 504.9175 505.0366 505.1557 505.2749 505.3939 505.5130 505.6321 505.7511 505.8701 505.9891 506.1081 506.2271 506.3460 506.4650 506.5839 506.7028 506.8216 506.9405 507.0594 507.1782 507.2970 507.4158 507.5346 507.6533 507.7721 507.8908 508.0095 508.1282 508.2469 508.3655 508.4842 508.6028 508.7214 508.8400 508.9585 509.0771 509.1956 509.3141 509.4326 509.5511 509.6696 509.7880 509.9064 510.0249 510.1433 510.2616 510.3800 510.4983 510.6167 510.7350 510.8533 510.9715 511.0898 511.2080 511.3262 511.4444 511.5626 511.6808 511.7989 511.9171 512.0352 512.1533 512.2714 512.3894 512.5075 512.6255 512.7435 512.8615 512.9795 513.0974 513.2154 513.3333 513.4512 513.5691 513.6870 513.8048 513.9227 514.0405 514.1583 514.2761 514.3938 514.5116 514.6293 514.7470 514.8647 514.9824 515.1000 515.2177 515.3353 515.4529 515.5705 515.6881 515.8056 515.9232 516.0407 516.1582 516.2757 516.3931 516.5106 516.6280 516.7454 516.8628 516.9802 517.0976 517.2149 517.3322 517.4495 517.5668 517.6841 517.8013 517.9186 518.0358 518.1530 518.2702 518.3874 518.5045 518.6216 518.7388 518.8558 518.9729 519.0900 519.2070 519.3241 519.4411 519.5581 519.6750 519.7920 519.9089 520.0258 520.1427 520.2596 520.3765 520.4933 520.6102 520.7270 520.8438 520.9605 521.0773 521.1940 521.3108 521.4275 521.5442 521.6608 521.7775 521.8941 522.0107 522.1273 522.2439 522.3605 522.4770 522.5936 522.7101 522.8266 522.9430 523.0595 523.1759 523.2924 523.4088 523.5252 523.6415 523.7579 523.8742 523.9905 524.1068 524.2231 524.3394 524.4556 524.5718 524.6880 524.8042 524.9204 525.0366 525.1527 525.2688 525.3849 525.5010 525.6171 525.7331 525.8491 525.9652 526.0812 526.1971 526.3131 526.4290 526.5450 526.6609 526.7768 526.8926 527.0085 527.1243 527.2401 527.3559 527.4717 527.5875 527.7032 527.8189 527.9346 528.0503 528.1660 528.2817 528.3973 528.5129 528.6285 528.7441 528.8597 528.9752 529.0908 529.2063 529.3218 529.4372 529.5527 529.6681 529.7836 529.8990 530.0144 530.1297 530.2451 530.3604 530.4757 530.5910 530.7063 530.8216 530.9368 531.0520 531.1673 531.2824 531.3976 531.5128 531.6279 531.7430 531.8581 531.9732 532.0883 532.2033 532.3184 532.4334 532.5484 532.6633 532.7783 532.8932 533.0082 533.1231 533.2379 533.3528 533.4677 533.5825 533.6973 533.8121 533.9269 534.0416 534.1564 534.2711 534.3858 534.5005 534.6152 534.7298 534.8445 534.9591 535.0737 535.1883 535.3028 535.4174
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Column 1: Two letter code of measurement routine
Column 2: UT date and time for beginning of measurement, yyyymmddThhmmssZ (ISO 8601)
Column 3: Fractional days since 1-Jan-2000 UT midnight for beginning of measurement
Column 4: Routine count (1 for the first routine of the day, 2 for the second, etc.)
Column 5: Repetition count (1 for the first set in the routine, 2 for the second, etc.)
Column 6: Total duration of measurement set in seconds
Column 7: Data processing type index
Column 8: Integration time [ms]
Column 9: Number of bright count cycles
Column 10: Number of dark count cycles
Column 11: Saturation index: positive integer is the number of saturated cycles included in the data, negative integer is the number of cycles skipped due to saturation
Column 12: Effective position of filterwheel #1, 0=filterwheel not used, 1-9 are valid positions
Column 13: Effective position of filterwheel #2, 0=filterwheel not used, 1-9 are valid positions
Column 14: Pointing zenith angle in degree, absolute or relative (see next column), 999=tracker not used
Column 15: Zenith pointing mode: zenith angle is... 0=absolute, 1=relative to sun, 2=relative to moon
Column 16: Pointing azimuth in degree, increases clockwise, absolute (0=north) or relative (see next column), 999=tracker not used
Column 17: Azimuth pointing mode: like zenith angle mode but also fixed scattering angles relative to sun (3) or moon (4)
Column 18: Target distance [m], -1=not pointed on target
Column 19: Sum over 2^i with i being a L0 to L1 conversion step, 0=dark correction, 1=non-linearity correction, 2=latency correction, 3=flat field correction, 4=conversion to count rates, 5=temperature correction, 6=stray light correction, 7=wavelength change determination, 8=sensitivity correction, 9=wavelength correction
Column 20: Dark correction method: -9=no dark correction done, since it was not requested, -2=no dark correction done, since there were no bright measurements, -1=no dark correction done, since there was no matching dark measurement, 0=dark correction done with measured dark count only, since input darkmeth was MEAS or no dark map parameters available, 1=dark correction done using dark fine structure map and measured dark count, >1=dark correction done with measured dark count only, since dark background fitting gave an error
Column 21: L1 data quality flag: 0=assured high quality, 1=assured medium quality, 2=assured low quality, 10=not-assured high quality, 11=not-assured medium quality, 12=not-assured low quality
Column 22: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ1 limit, 0=Saturated data, 1=Too few dark counts measurements, 2=No temperature given or effective temperature too different from the reference temperature, 3=Dark count too high, 4=Unsuccessful dark background fitting, 5=The dark count differs significantly from the dark map for too many pixels, 6=Absolute value of estimated average residual stray light level too high, 7=Although attempted, no wavelength change could be retrieved, 8=Absolute value of retrieved wavelength shift too large, 9=Retrieved wavelength shift differs too much from the shift predicted by the effective temperature
Column 23: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ2 limit (same parameters as for DQ1)
Column 24: Wavelength effective temperature [°C], 999=no effective temperature given
Column 25: Number of pixels, where dark count is higher than bright count, -9=no bright counts or dark counts measured
Column 26: Number of pixels, where DQ1 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 27: Number of pixels, where DQ2 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 28: Index of (not dead, blind, warm, or saturated) pixel with highest corrected counts
Column 29: Mean over blind and oversampled pixels in the bright counts, -9 if there is no bright count
Column 30: Standard error of blind and oversampled pixels in the bright counts, -9 if there is no bright count standard error
Column 31: Mean over blind and oversampled pixels in the dark counts, -9 if there is no dark count
Column 32: Standard error of blind and oversampled pixels in the dark counts, -9 if there is no dark count standard error
Column 33: Number of function evaluations used for dark background fitting, -9 if no background fitting was done
Column 34: rms of unweighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 35: Normalized rms of weighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 36: Mean difference dark map to measured dark count, -9 if no background fitting was done
Column 37: rms of difference dark map to measured dark count, -9 if no background fitting was done
Column 38: Mean absolute difference dark map to measured dark count expressed in number of standard deviations, -9 if no background fitting was done
Column 39: Number of regular pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 40: Number of warm pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 41: Number of hot pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 42: Index of regular pixel, where the dark map differed most from the measured dark count, -9 if no background fitting was done
Column 43: Number of sigmas the dark map differs from the measured dark for the pixel with the largest difference, -9 if no background fitting was done
Column 44: Retrieved value for dark background fitting parameter 1, -9 if no background fitting was done
Column 45: Uncertainty of retrieved value for dark background fitting parameter 1, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 46: Retrieved value for dark background fitting parameter 2, -9 if no background fitting was done
Column 47: Uncertainty of retrieved value for dark background fitting parameter 2, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 48: Retrieved value for dark background fitting parameter 3, -9 if no background fitting was done
Column 49: Uncertainty of retrieved value for dark background fitting parameter 3, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 50: Retrieved value for dark background fitting parameter 4, -9 if no background fitting was done
Column 51: Uncertainty of retrieved value for dark background fitting parameter 4, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 52: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 53: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 54: Estimated stray light in the signal before correction at 300nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 55: Estimated stray light in the signal before correction at 302.5nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 56: Estimated stray light in the signal before correction at 305nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 57: Estimated stray light in the signal before correction at 310nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 58: Estimated stray light in the signal before correction at 320nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 59: Estimated stray light in the signal before correction at 350nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 60: Estimated stray light in the signal before correction at 400nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 61: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 62: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 63: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 64: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 65: Mean wavelength correction applied [%], -9=no wavelength correction
Column 66: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 67: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 68: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 69: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 70: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 71: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 72: Temperature at electronics board [°C], 999=no temperature signal
Column 73: Spectrometer control temperature [°C], 999=no temperature signal
Column 74: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 75: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 76: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 77: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 78-2125: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2126-4173: 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 4174-6221: Independent instrumental uncertainty of L1 data for each pixel, -2=pixel is outside the range of the filter, -4=saturated data
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ZO 20210909T101439.4Z 7922.426845 1 1 32.01 4 4000.000 8 2 0 1 1 0.47 0 235.38 0 -1.00 507 1 10 0 0 21.68 129 0 0 1555 5.227e+02 5.939e+00 5.398e+02 1.301e+01 12 1.034e+02 1.034e+02 -1.900e-03 1.035e+02 1.132e+00 0 0 0 0 0.00e+00 6.539e-27 -9.000e+00 3.867e+01 -9.000e+00 3.762e+03 -9.000e+00 4.047e+01 -9.000e+00 1 9.67 12.04 12.24 11.85 14.56 16.47 11.83 7.69 0 1.032e+00 1732 -9 -9.00 -9.00 -9.00 -9.00 -0.00878 -2.44073e-01 2.75670e-02 26.00 20.00 21.68 2.087e+10 10 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -31 38 -2 16 7 -7 14 12 9 -94 19 27 -2 25 33 1 -6 -30 -1 2 7 -46 -11 2 43 13 78 4 -14 -10 18 28 1 5 7 20 7 99 -51 3 38 27 -12 0 6 -28 -1 6 24 2 21 42 33 23 10 1 -23 -27 13 -1 2 -3 2 0 -3 1 -4 3 28 -12 4 9 20 2 -1 -6 -2 10 29 20 6 18 -49 13 28 20 17 0 6 -41 -16 -11 117 22 36 3 3 7 62 35 16 28 26 14 8 43 -21 -17 37 21 18 17 -9 9 29 33 29 -2 -4 35 16 36 9 29 16 26 8 39 8 11 24 22 19 39 27 10 29 58 29 20 19 -1 10 17 20 18 30 29 7 8 16 -4 35 -1 38 -10 124 12 17 23 5 44 17 -10 -3 12 85 17 33 -1 65 23 25 24 3 44 0 16 35 10 37 13 17 16 23 18 19 25 17 19 30 39 -16 46 38 24 28 21 52 32 18 14 7 3 43 46 -15 9 19 12 31 45 27 24 14 16 -11 9 31 17 5 16 36 -14 24 55 -1 95 13 44 61 34 15 10 12 5 15 61 9 33 50 10 35 65 29 33 4 27 25 11 18 48 -4 8 60 11 0 24 50 22 64 -2 19 43 21 25 9 2 15 27 71 -5 20 30 23 -55 -11 30 -6 25 15 32 27 16 54 14 47 36 29 17 -19 40 -4 35 63 17 14 -4 16 66 42 36 37 8 31 11 17 23 108 11 -13 48 -6 29 9 19 29 5 -3 24 21 7 54 9 -3157 19 15 53 22 11 21 53 38 14 41 42 34 43 11 14 44 25 25 54 23 9 52 115 70 13 1 118 -60 10 43 25 0 12 34 5 25 31 20 11 24 60 21 35 16 -7 48 30 86 11 -2 15 54 27 15 73 -5 14 24 -5 67 6 52 42 47 71 -1 19 10 25 20 58 55 29 24 10 48 49 28 29 66 30 8 27 22 -33 22 24 47 26 53 23 10 16 0 58 14 48 12 9 55 35 28 33 17 58 30 26 -13 56 28 15 59 19 40 40 29 36 13 88 40 40 62 9 33 8 119 29 29 29 5 69 33 17 12 34 35 11 67 44 44 28 0 23 13 52 40 30 70 22 80 39 63 41 37 49 26 34 29 23 17 61 6 2 63 27 71 46 26 66 -4 43 62 11 35 40 31 23 13 -7 5 0 18 47 15 29 6 49 33 57 52 42 69 34 47 63 18 58 32 14 32 53 27 31 38 25 19 42 6 22 25 25 32 38 19 27 12 65 52 38 21 51 56 39 48 41 60 35 49 18 40 3 53 105 17 25 26 -8 26 35 30 29 86 94 77 56 41 70 56 46 57 72 28 45 35 9 33 12 26 51 60 24 78 10 47 52 36 53 7 46 37 74 13 32 45 49 24 11 66 26 99 43 53 31 22 78 52 23 60 0 32 45 11 41 31 40 59 55 61 45 36 46 2 62 41 38 123 79 30 5 10 63 23 15 66 22 5 63 57 30 -3 47 19 35 51 54 86 48 39 26 54 47 19 33 28 2 23 -6 20 9 0 38 26 55 15 16 -13 31 61 63 40 -8 31 6 52 -4 61 70 48 -2 34 13 37 24 83 91 39 41 45 42 28 6 44 14 73 53 71 20 52 220 24 45 69 43 -37 68 30 14 31 44 20 28 67 38 57 46 39 40 73 14 77 -3 17 -11 83 18 45 33 55 89 63 81 50 13 1 36 38 54 30 46 7 34 19 53 9 63 209 18 70 13 75 29 29 21 -11 38 18 24 41 39 17 103 37 19 3 96 56 29 39 -69 79 24 12 14 18 22 -20 13 41 85 55 103 -8 51 33 49 76 -5 50 92 39 14 -2 64 47 30 9 63 41 -24 18 41 80 23 57 80 22 69 50 -56 7 23 36 18 33 0 13 12 53 42 5 32 103 19 33 20 -45 8 72 12 30 87 16 30 33 36 5 31 66 42 -2 34 11 -4 -6 48 34 27 75 49 93 15 35 2 46 67 22 122 40 63 27 38 33 -1 64 18 49 48 123 59 31 66 53 44 30 -14 76 141 18 26 16 95 70 59 76 20 19 34 30 7 61 -3 30 41 50 76 57 38 49 19 31 7 -94 46 59 1 20 125 8 53 9 44 27 46 41 35 57 36 11 24 39 42 38 36 31 27 73 45 39 9 37 11 92 36 13 41 43 24 32 30 40 37 39 18 72 12 28 47 33 37 1 32 14 45 14 15 117 41 -21 29 24 39 13 73 63 52 47 39 70 53 76 32 58 13 45 41 24 21 41 51 61 23 30 27 -10 34 19 83 32 59 86 34 72 41 68 39 69 28 9 6 102 56 39 35 40 89 43 19 53 38 30 -8 70 64 12 36 51 23 -1 34 58 49 47 71 60 32 59 54 71 22 34 120 28 80 53 63 11 26 52 55 31 37 21 11 46 78 95 47 47 28 57 31 50 58 51 23 53 2 -3 31 50 10 58 11 45 37 89 50 -13 39 42 41 55 71 30 39 40 35 33 85 -74 42 5 63 41 70 43 22 62 17 3 71 45 15 -67 38 -17 30 40 64 86 1 97 16 30 29 8 98 85 50 68 51 43 30 42 42 47 38 31 36 36 21 17 38 29 56 44 25 84 56 59 22 59 50 21 49 -14 40 63 49 58 50 -32 3 21 136 90 64 5 59 61 60 28 32 53 47 49 65 64 76 50 56 14 27 31 85 60 38 42 22 65 48 -1 30 65 44 29 65 40 57 87 -3 93 34 38 30 41 91 41 77 66 28 72 40 -6 -13 15 -76 78 102 83 52 22 92 50 9 59 38 26 10 36 9 85 81 7 69 97 -3 -9 97 47 16 32 31 69 38 35 95 63 12 141 46 57 65 49 69 5 59 21 73 30 61 70 37 75 48 135 9 11 20 54 52 53 59 23 51 64 56 65 36 74 53 34 89 20 53 21 91 12 31 74 59 88 26 17 66 -5 38 25 88 49 5 17 18 69 19 34 45 43 54 55 76 70 24 72 38 74 2 44 34 95 44 44 31 48 65 2 28 91 23 79 44 56 -7 41 29 -1 79 -20 -3 32 13 63 45 46 45 25 58 1 63 34 72 -45 21 7 42 62 80 56 66 45 53 32 48 23 49 19 92 45 45 69 59 41 56 26 84 14 9 39 56 62 45 33 49 52 52 13 48 81 39 50 21 18 51 42 8 100 98 34 69 37 56 46 26 64 44 42 8 85 41 75 63 22 36 33 187 763 28 48 36 84 30 35 -14 46 46 40 78 -40 45 64 35 27 52 88 87 286 40 44 1 10 81 44 34 93 18 65 42 3 83 41 50 1 48 31 63 98 44 32 51 91 36 53 38 35 37 36 62 89 74 37 68 56 16 -11 37 27 78 29 29 10 43 53 51 52 18 25 2838 24 49 85 54 69 52 77 40 25 18 36 69 71 31 98 44 33 106 27 56 39 34 112 33 30 56 86 85 9 39 18 86 49 47 60 28 35 64 26 80 53 32 33 45 43 88 70 51 47 9 76 32 37 -21 53 67 -1 64 -93 96 26 29 2 56 47 39 13 19 40 24 2 68 22 38 -6 72 120 44 15 9 58 63 66 1 70 57 64 29 31 48 53 48 32 37 54 52 3 7 38 93 73 81 31 79 3 50 2 37 46 -8 63 15 53 88 56 68 0 51 27 46 14 -4 38 101 29 36 -6 69 -63 84 38 44 41 100 36 44 55 69 27 97 2 77 30 50 58 38 34 36 103 50 22 29 81 103 46 61 50 4 83 19 42 40 73 44 61 92 96 39 44 46 57 -17 35 27 48 56 7 78 25 184 25 31 55 4 45 76 51 66 8 31 101 89 -74 26 24 26 70 64 13 78 15 90 40 150 53 87 34 -8 59 67 42 13 93 60 19 22 30 60 -26 71 185 -15 78 105 -1 -6 34 48 28 67 -4 24 12 65 34 8 85 1 78 80 140 4 30 50 17 57 65 -15 26 11 100 78 37 70 34 25 50 34 74 56 22 84 61 31 3 130 -26 58 31 70 53 42 234 46 -6 39 71 67 59 76 11 9 51 84 78 -3 66 81 33 98 83 72 43 127 91 -6 96 63 74 -24 85 83 73 90 7 84 80 63 21 173 103 10 70 -1 68 -10 45 104 30 100 19 37 7 40 49 55 56 62 32 27 36 72 8 52 70 8 50 19 130 40 235 42 35 29 33 54 53 28 71 44 54 68 61 54 46 22 2 123 31 92 73 28 18 28 97 -4 41 18 61 78 24 210 59 20 32 11 118 92 38 55 2 45 43 22 136 29 59 58 37 25 159 140 91 61 43 43 -22 114 20 103 124 23 96 25 64 52 39 56 64 63 36 127 5 45 111 42 59 67 16 52 7 112 53 45 68 56 49 76 48 20 124 55 35 59 21 477 78 69 118 58 77 13 65 114 4 76 71 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 0 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 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75.08 72.93 74.74 74.30 74.13 72.96 72.16 76.64 76.91 74.85 74.14 75.48 69.31 75.65 77.43 78.30 73.64 77.16 76.35 77.32 79.06 77.08 75.52 77.85 73.38 76.99 77.53 79.44 74.30 74.10 77.03 76.09 75.66 76.63 78.79 75.94 79.45 77.81 77.24 78.69 75.64 78.38 78.80 77.08 81.26 74.33 80.87 77.27 76.64 78.59 77.56 80.77 78.94 79.34 80.45 79.65 80.99 75.86 79.43 83.15 80.50 80.93 81.67 81.04 80.86 81.30 81.86 81.96 82.73 77.90 83.57 80.76 83.94 84.36 83.89 82.40 82.60 83.93 81.37 84.52 83.63 83.75 83.92 80.47 82.95 81.72 85.16 86.95 85.90 87.16 86.37 88.31 84.89 89.29 85.92 87.87 87.64 86.04 88.30 88.29 88.54 88.01 87.17 89.35 89.88 89.22 91.23 90.42 90.25 88.77 89.07 89.77 90.77 90.11 90.12 90.32 90.52 91.44 91.60 93.04 92.33 92.82 92.84 92.58 93.36 92.77 92.53 92.45 92.60 93.44 93.45 93.49 92.93 92.94 93.27 92.59 93.48 92.74 93.59 92.59 93.16 93.08 94.28 95.13 95.63 95.81 96.03 95.74 95.96 95.84 95.97 95.60 95.92 95.66 95.54 95.79 95.97 96.34 96.16 96.55 96.57 96.41 96.58 96.22 96.49 96.50 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2085 2091 2072 2079 2180 2062 2153 2046 1969 1771 1733 1775 1796 1896 1844 1845 1774 1806 1927 1929 1948 1843 1860 1862 1867 1930 1834 1904 1897 1924 1830 1736 1731 1712 1780 1854 1916 2003 2006 2017 1903 1914 1912 2014 2086 2144 2095 1951 1702 1490 1497 1639 1766 1869 1737 1617 1524 1528 1568 1729 1925 2000 1911 1795 1764 1832 1897 2034 2019 2073 2057 1914 1904 1860 1915 2046 2209 2305 2282 2253 2206 2122 2090 1997 2011 1949 2035 1864 1895 1872 1979 2151 2208 2219 2148 2057 2050 2112 2196 2231 2254 2210 2145 2133 2087 2015 1805 1620 1470 1446 1555 1684 1884 2005 2089 2117 2134 2161 2079 2118 2012 1888 1859 1937 1989 2050 2152 2164 2191 2239 2138 2005 1849 1822 1845 1965 2094 2052 2029 2061 2109 2102 2051 1965 1848 1876 1930 1859 2026 2079 2239 2368 2527 2509 2429 2433 2340 2287 2180 2200 2051 2074 2200 2327 2406 2341 2238 2007 1852 1832 1905 2045 2245 2355 2348 2358 2405 2426 2533 2518 2537 2511 2541 2530 2593 2635 2573 2551 2521 2416 2393 2325 2320 2365 2445 2444 2425 2305 2099 1994 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2016 2075 1993 2040 1981 1830 1702 1674 1668 1713 1771 1798 1705 1729 1758 1806 1857 1825 1740 1734 1748 1801 1797 1801 1764 1799 1833 1725 1696 1629 1648 1716 1777 1854 1899 1952 1925 1847 1830 1833 1909 2011 2007 1960 1854 1596 1454 1394 1497 1742 1795 1699 1546 1455 1408 1491 1668 1827 1882 1797 1716 1644 1707 1830 1929 1949 1935 1956 1846 1766 1759 1842 1931 2062 2154 2217 2200 2128 2002 1997 1876 1886 1885 1951 1830 1757 1779 1887 2000 2127 2087 2051 1959 1968 1970 2059 2136 2112 2136 2041 2020 1976 1898 1724 1537 1396 1338 1473 1579 1739 1914 1993 2055 2050 2007 2052 1942 1859 1753 1753 1839 1861 1986 2017 2088 2092 2099 2054 1870 1757 1687 1755 1884 1970 1965 1929 1954 1993 2025 1939 1887 1784 1727 1837 1783 1828 1986 2088 2269 2383 2423 2345 2345 2218 2158 2115 2024 1955 1972 2079 2231 2268 2247 2111 1923 1698 1708 1807 1968 2129 2176 2251 2281 2266 2353 2396 2393 2405 2396 2393 2420 2466 2479 2471 2448 2402 2298 2238 2231 2161 2252 2311 2288 2304 2209 2025 1871 1721 1693 1710 1714 1856 1999 2011 1987 1808 1589 1511 1416 1409 1429 1470 1603 1823 2066 2205 2327 2482 2500 2587 2589 2569 2347 2232 2109 2011 1899 1898 1885 1964 2107 2168 2124 2052 1908 1864 1909 2166 2317 2495 2696 2728 2527 2243 2033 2028 2032 2210 2367 2549 2524 2587 2491 2344 2276 2123 2159 2205 2377 2596 2679 2842 2894 2947 2968 2967 2919 2798 2815 2815 2740 2734 2759 2821 2894 2932 2842 2750 2609 2530 2550 2579 2627 2611 2582 2521 2567 2774 2931 2877 2929 2864 3006 3054 3078 3128 2888 2735 2464 2313 2342 2433 2647 2945 3241 3177 3251 2970 2542 2163 2127 2134 2433 2683 2654 2721 2683 2628 2347 1983 1681 1659 1910 2303 2483 2549 2466 2340 2045 1910 1840 1906 2067 2506 2893 2919 2993 2566 2560 2667 2557 2493 2691 2620 2610 2588 2653 2885 3163 3212 3285 3213 3224 3848 3593 3516 3527 3573 2806 3013 2919 2831 2802 2522 2638 2525 2545 2472 2662 2767 2900 3031 3469 3058 3215 3123 3404 2920 2994 2976 2503 2262 2167 2633 1714 2612 2685 1955 1868 2207 1556 2414 1901 2517 2742 3005 1831 1293 1120 2387 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2.46 18.23 6.90 11.45 18.69 3.94 14.03 13.94 13.40 25.43 29.29 18.62 8.41 17.77 21.48 22.20 20.63 20.01 18.05 20.23 30.34 13.87 26.40 17.31 20.73 25.74 19.05 23.09 13.91 25.06 18.53 20.24 29.20 21.66 29.23 11.37 23.30 22.68 16.75 33.36 25.29 36.02 20.13 35.99 28.58 28.22 20.58 17.34 26.62 24.95 31.42 34.77 26.50 38.10 24.35 30.98 26.66 21.64 37.19 20.31 34.53 28.48 38.91 32.94 32.86 36.87 27.40 26.18 29.07 33.59 30.87 18.86 36.67 32.88 30.32 26.49 36.70 29.15 20.31 34.69 32.12 37.21 22.59 36.11 29.03 27.04 36.36 28.26 40.19 29.77 34.27 37.99 30.04 38.31 30.71 32.18 38.37 34.96 42.77 28.55 39.21 31.82 36.85 34.39 32.70 30.05 28.66 38.03 30.62 38.23 38.49 35.23 45.72 39.10 43.93 24.39 34.18 36.14 31.11 42.52 38.63 40.06 40.88 41.49 42.14 35.24 37.94 36.62 37.44 36.45 40.34 46.43 33.75 43.83 38.61 42.35 33.51 34.64 37.37 35.81 42.00 40.73 49.96 36.87 45.31 46.82 38.92 44.00 39.09 47.09 44.73 43.66 51.24 45.07 49.01 43.00 51.23 45.65 43.13 42.43 43.87 47.65 48.83 47.91 48.92 45.02 52.92 52.41 52.58 50.85 54.24 51.38 47.40 53.73 44.77 56.08 49.61 56.47 57.63 50.42 58.51 53.56 60.68 60.41 59.34 65.26 58.27 59.66 56.07 60.49 64.33 62.14 61.25 60.92 63.45 64.34 69.24 66.98 68.06 69.26 64.60 67.50 67.08 66.02 70.31 67.49 71.05 67.90 71.36 68.82 66.19 70.69 63.50 68.92 67.96 71.82 70.21 68.77 70.42 68.19 74.33 75.82 78.62 78.69 79.61 80.21 79.47 81.39 78.99 79.48 79.21 78.33 79.96 78.68 82.15 79.18 80.99 80.99 80.98 82.02 81.92 82.11 80.63 82.16 82.82 83.60 85.48 83.87 81.53 79.58 81.78 83.21 83.90 85.63 85.37 86.14 85.30 82.57 83.11 79.71 79.42 81.22 83.40 85.54 86.08 86.15 86.94 87.27 87.61 88.87 89.29 88.55 88.90 86.13 86.80 84.24 85.76 86.47 86.25 88.60 89.20 89.13 88.67 87.84 87.34 86.75 87.85 88.66 89.85 89.90 89.78 90.73 90.32 90.78 90.83 90.32 90.19 88.96 88.72 87.61 90.08 90.16 90.52 90.59 90.85 90.85 89.38 89.91 88.39 88.76 89.15 88.93 90.13 89.42 89.97 90.13 90.44 91.72 91.60 91.69 91.81 92.17 91.89 91.08 91.75 91.08 91.79 91.92 92.98 93.23 93.91 94.08 94.05 93.94 94.14 93.86 94.03 94.15 94.47 93.52 93.83 93.99 93.94 93.97 93.81 94.21 93.35 93.52 93.47 93.67 93.58 93.78 94.06 94.36 94.78 94.91 95.24 95.51 95.28 95.39 95.49 95.42 95.38 94.75 94.63 94.08 94.11 94.55 94.80 94.53 94.40 94.90 94.62 94.91 95.15 95.07 94.89 94.44 95.13 94.98 94.99 95.18 94.76 94.95 94.90 94.95 94.41 94.62 94.42 94.65 95.18 95.21 95.48 95.39 95.47 95.17 95.08 95.19 95.28 95.69 95.71 95.52 95.36 94.49 93.70 93.84 94.22 95.09 95.21 95.15 94.29 93.87 93.73 94.51 94.72 95.39 95.53 95.26 95.12 94.81 95.12 95.19 95.58 95.68 95.69 95.77 95.33 95.50 95.23 95.25 95.83 96.06 96.24 96.36 96.25 96.18 96.01 95.82 95.73 95.81 95.75 95.73 95.65 95.35 95.41 95.58 95.99 96.16 96.11 96.08 95.91 96.02 95.82 96.14 96.25 96.22 96.38 96.15 96.26 96.06 95.88 95.35 94.74 94.33 94.19 94.44 95.09 95.68 95.95 96.14 96.17 96.30 96.14 96.23 96.20 96.05 95.50 95.54 95.61 96.04 96.02 96.28 96.34 96.37 96.40 96.28 96.01 95.72 95.51 95.88 95.86 96.08 96.17 96.20 96.00 96.04 96.38 96.02 96.02 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655 655 636 697 668 710 690 748 724 675 724 725 763 792 779 807 774 788 743 766 742 765 758 752 812 739 785 771 757 781 736 779 772 808 788 799 800 800 843 801 868 859 801 821 830 847 817 818 814 770 842 805 808 780 783 766 685 716 718 749 751 717 743 738 796 808 844 800 798 822 772 777 770 758 711 754 805 773 808 803 842 863 824 833 757 812 812 838 831 812 862 814 870 861 823 850 796 837 784 831 762 771 788 752 826 835 825 812 807 786 776 820 780 805 842 828 818 824 835 845 865 882 821 901 841 877 835 831 861 826 870 860 875 854 876 870 843 875 854 862 875 845 851 798 881 848 885 862 839 861 778 829 830 825 865 821 882 806 866 839 860 901 871 878 830 852 794 768 823 777 837 824 870 888 810 907 837 856 852 853 852 822 899 842 878 839 844 862 855 865 846 883 860 841 812 815 803 805 850 837 803 839 842 871 854 890 867 846 943 871 942 910 940 933 879 887 831 917 838 835 866 863 921 852 874 882 903 904 870 937 905 949 912 900 935 864 890 872 879 911 867 925 877 942 880 839 851 818 843 836 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704 741 729 651 681 620 685 680 680 705 674 696 664 709 654 720 689 647 711 671 750 732 753 728 716 783 692 789 775 734 749 694 742 713 749 718 729 720 735 681 652 688 664 668 664 640 693 665 720 725 704 758 700 771 722 737 732 689 683 716 728 705 713 738 698 767 730 779 777 770 770 698 780 741 808 778 756 773 742 804 770 770 770 699 741 737 730 720 747 766 732 752 733 734 724 744 767 714 738 738 767 721 753 757 739 796 803 815 776 768 782 724 794 792 827 772 822 807 816 816 787 813 830 798 806 785 776 775 773 783 759 795 788 800 794 744 760 741 760 773 796 785 787 769 755 820 796 794 809 761 771 724 738 738 748 730 741 804 783 816 783 797 803 733 823 766 811 778 803 799 756 816 832 819 804 810 778 739 817 760 782 754 756 780 781 793 769 784 831 801 845 843 838 838 848 850 787 849 832 849 850 800 811 830 792 792 787 842 818 835 793 832 823 853 833 828 846 845 871 838 817 871 812 826 794 862 812 845 863 778 824 798 831 798 794 881 830 877 859 874 867 884 866 833 915 867 869 866 853 861 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955 1002 945 969 930 991 946 876 927 917 999 907 952 957 871 967 922 969 950 918 988 937 996 964 1008 990 965 992 913 962 956 911 962 891 971 883 960 903 948 974 901 933 898 919 910 904 926 903 959 885 938 929 887 930 871 980 930 972 959 922 923 905 927 861 829 815 762 771 716 817 810 829 846 840 938 907 973 910 856 805 763 816 837 876 898 919 929 891 898 884 929 935 893 967 915 980 894 938 934 838 966 925 970 1020 992 973 943 1028 932 985 1005 988 1021 927 1016 894 945 879 891 967 871 965 901 1022 943 938 949 967 1003 1000 1000 1008 971 1056 981 1011 945 974 1054 944 999 944 1016 1024 1010 1028 940 969 864 924 881 881 901 808 840 848 899 947 927 1001 922 1043 1006 998 992 924 998 968 1056 1042 1041 1059 1018 1032 1019 1035 971 940 1031 970 993 950 1038 1012 1010 1051 998 1095 1018 1030 1022 1022 1078 963 1044 985 990 1033 986 1045 958 1019 952 921 913 906 1002 923 1015 1009 1054 1037 966 997 1009 988 961 997 1006 969 1057 973 1052 1012 0 0 0 0 102.00 102.00 102.00 102.00 102.00 102.00 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