File name: Pandora51s1_OldFieldNY_20191011_L1_smca1c4d20190912p1-8.txt
File generation date: 20251205T013043.4Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c4d20190912p1-8
Local principal investigator: Nader Abuhassan
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 51
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora51_OF_v1d20190801.txt
Instrument calibration file used: Pandora51s1_CF_v4d20190912.txt
Level 0 file used: Pandora51s1_OldFieldNY_20191011_L0.txt
Full location name: Flax Pond NYSDEC (USEPA AQS ID 36-103-0044)
Short location name: OldFieldNY
Country of location: USA
Location latitude [deg]: 40.9635
Location longitude [deg]: -73.1402
Location altitude [m]: 3
Local noon date: 20191011
Notes on s-number (L1 configuration): Corrections NOT applied although requested by the s-number are dark map for dark correction (replaced by immediate dark method), latency correction, matrix method stray light correction (replaced by simple method)
Data caveats: New VP for 2019-2020 from session 3
Nominal wavelengths [nm]: 268.7466 268.8901 269.0335 269.1769 269.3203 269.4637 269.6071 269.7504 269.8938 270.0371 270.1804 270.3237 270.4670 270.6103 270.7535 270.8968 271.0400 271.1833 271.3265 271.4697 271.6129 271.7561 271.8992 272.0424 272.1855 272.3287 272.4718 272.6149 272.7581 272.9012 273.0442 273.1873 273.3304 273.4735 273.6165 273.7596 273.9026 274.0456 274.1886 274.3316 274.4746 274.6176 274.7606 274.9035 275.0465 275.1894 275.3323 275.4753 275.6182 275.7611 275.9040 276.0469 276.1897 276.3326 276.4754 276.6183 276.7611 276.9039 277.0467 277.1895 277.3323 277.4751 277.6179 277.7607 277.9034 278.0461 278.1889 278.3316 278.4743 278.6170 278.7597 278.9024 279.0450 279.1877 279.3303 279.4730 279.6156 279.7582 279.9008 280.0434 280.1860 280.3286 280.4711 280.6137 280.7562 280.8987 281.0413 281.1838 281.3263 281.4687 281.6112 281.7537 281.8961 282.0386 282.1810 282.3234 282.4659 282.6083 282.7506 282.8930 283.0354 283.1778 283.3201 283.4624 283.6048 283.7471 283.8894 284.0317 284.1740 284.3162 284.4585 284.6007 284.7430 284.8852 285.0274 285.1696 285.3118 285.4540 285.5962 285.7384 285.8805 286.0227 286.1648 286.3069 286.4490 286.5911 286.7332 286.8753 287.0174 287.1594 287.3015 287.4435 287.5855 287.7276 287.8696 288.0116 288.1535 288.2955 288.4375 288.5794 288.7214 288.8633 289.0052 289.1471 289.2890 289.4309 289.5728 289.7147 289.8565 289.9984 290.1402 290.2820 290.4238 290.5656 290.7074 290.8492 290.9910 291.1327 291.2745 291.4162 291.5579 291.6997 291.8414 291.9831 292.1247 292.2664 292.4081 292.5497 292.6914 292.8330 292.9746 293.1162 293.2578 293.3994 293.5410 293.6826 293.8241 293.9657 294.1072 294.2487 294.3902 294.5317 294.6732 294.8147 294.9562 295.0976 295.2391 295.3805 295.5219 295.6634 295.8048 295.9462 296.0875 296.2289 296.3703 296.5116 296.6530 296.7943 296.9356 297.0769 297.2182 297.3595 297.5008 297.6420 297.7833 297.9245 298.0658 298.2070 298.3482 298.4894 298.6306 298.7717 298.9129 299.0541 299.1952 299.3363 299.4775 299.6186 299.7597 299.9008 300.0418 300.1829 300.3240 300.4650 300.6060 300.7471 300.8881 301.0291 301.1701 301.3110 301.4520 301.5929 301.7339 301.8748 302.0157 302.1567 302.2976 302.4384 302.5793 302.7202 302.8610 303.0019 303.1427 303.2835 303.4244 303.5651 303.7059 303.8467 303.9875 304.1282 304.2690 304.4097 304.5504 304.6911 304.8318 304.9725 305.1132 305.2539 305.3945 305.5352 305.6758 305.8164 305.9570 306.0976 306.2382 306.3788 306.5193 306.6599 306.8004 306.9410 307.0815 307.2220 307.3625 307.5030 307.6434 307.7839 307.9243 308.0648 308.2052 308.3456 308.4860 308.6264 308.7668 308.9072 309.0475 309.1879 309.3282 309.4686 309.6089 309.7492 309.8895 310.0297 310.1700 310.3103 310.4505 310.5907 310.7310 310.8712 311.0114 311.1516 311.2918 311.4319 311.5721 311.7122 311.8524 311.9925 312.1326 312.2727 312.4128 312.5528 312.6929 312.8330 312.9730 313.1130 313.2531 313.3931 313.5331 313.6730 313.8130 313.9530 314.0929 314.2329 314.3728 314.5127 314.6526 314.7925 314.9324 315.0723 315.2121 315.3520 315.4918 315.6316 315.7714 315.9112 316.0510 316.1908 316.3306 316.4703 316.6101 316.7498 316.8895 317.0292 317.1689 317.3086 317.4483 317.5880 317.7276 317.8673 318.0069 318.1465 318.2861 318.4257 318.5653 318.7049 318.8444 318.9840 319.1235 319.2630 319.4026 319.5421 319.6816 319.8210 319.9605 320.1000 320.2394 320.3788 320.5183 320.6577 320.7971 320.9365 321.0758 321.2152 321.3546 321.4939 321.6332 321.7726 321.9119 322.0512 322.1904 322.3297 322.4690 322.6082 322.7475 322.8867 323.0259 323.1651 323.3043 323.4435 323.5826 323.7218 323.8609 324.0001 324.1392 324.2783 324.4174 324.5565 324.6956 324.8346 324.9737 325.1127 325.2517 325.3908 325.5298 325.6688 325.8077 325.9467 326.0857 326.2246 326.3635 326.5025 326.6414 326.7803 326.9192 327.0580 327.1969 327.3358 327.4746 327.6134 327.7522 327.8910 328.0298 328.1686 328.3074 328.4461 328.5849 328.7236 328.8623 329.0010 329.1397 329.2784 329.4171 329.5558 329.6944 329.8331 329.9717 330.1103 330.2489 330.3875 330.5261 330.6646 330.8032 330.9417 331.0803 331.2188 331.3573 331.4958 331.6343 331.7727 331.9112 332.0496 332.1881 332.3265 332.4649 332.6033 332.7417 332.8801 333.0184 333.1568 333.2951 333.4335 333.5718 333.7101 333.8484 333.9866 334.1249 334.2632 334.4014 334.5396 334.6779 334.8161 334.9543 335.0924 335.2306 335.3688 335.5069 335.6450 335.7832 335.9213 336.0594 336.1975 336.3355 336.4736 336.6116 336.7497 336.8877 337.0257 337.1637 337.3017 337.4397 337.5776 337.7156 337.8535 337.9915 338.1294 338.2673 338.4052 338.5430 338.6809 338.8188 338.9566 339.0944 339.2323 339.3701 339.5078 339.6456 339.7834 339.9212 340.0589 340.1966 340.3343 340.4721 340.6098 340.7474 340.8851 341.0228 341.1604 341.2980 341.4357 341.5733 341.7109 341.8485 341.9860 342.1236 342.2611 342.3987 342.5362 342.6737 342.8112 342.9487 343.0862 343.2236 343.3611 343.4985 343.6359 343.7733 343.9107 344.0481 344.1855 344.3229 344.4602 344.5976 344.7349 344.8722 345.0095 345.1468 345.2841 345.4213 345.5586 345.6958 345.8331 345.9703 346.1075 346.2447 346.3818 346.5190 346.6562 346.7933 346.9304 347.0675 347.2047 347.3417 347.4788 347.6159 347.7529 347.8900 348.0270 348.1640 348.3010 348.4380 348.5750 348.7120 348.8489 348.9859 349.1228 349.2597 349.3966 349.5335 349.6704 349.8073 349.9441 350.0810 350.2178 350.3546 350.4914 350.6282 350.7650 350.9018 351.0385 351.1753 351.3120 351.4487 351.5854 351.7221 351.8588 351.9955 352.1321 352.2688 352.4054 352.5420 352.6786 352.8152 352.9518 353.0884 353.2250 353.3615 353.4980 353.6346 353.7711 353.9076 354.0440 354.1805 354.3170 354.4534 354.5898 354.7263 354.8627 354.9991 355.1354 355.2718 355.4082 355.5445 355.6809 355.8172 355.9535 356.0898 356.2261 356.3623 356.4986 356.6348 356.7711 356.9073 357.0435 357.1797 357.3159 357.4520 357.5882 357.7243 357.8605 357.9966 358.1327 358.2688 358.4049 358.5409 358.6770 358.8130 358.9490 359.0851 359.2211 359.3571 359.4930 359.6290 359.7650 359.9009 360.0368 360.1727 360.3086 360.4445 360.5804 360.7163 360.8521 360.9880 361.1238 361.2596 361.3954 361.5312 361.6670 361.8027 361.9385 362.0742 362.2099 362.3457 362.4813 362.6170 362.7527 362.8884 363.0240 363.1596 363.2953 363.4309 363.5665 363.7021 363.8376 363.9732 364.1087 364.2443 364.3798 364.5153 364.6508 364.7862 364.9217 365.0572 365.1926 365.3280 365.4634 365.5988 365.7342 365.8696 366.0050 366.1403 366.2757 366.4110 366.5463 366.6816 366.8169 366.9521 367.0874 367.2226 367.3579 367.4931 367.6283 367.7635 367.8987 368.0338 368.1690 368.3041 368.4392 368.5744 368.7095 368.8445 368.9796 369.1147 369.2497 369.3847 369.5198 369.6548 369.7898 369.9248 370.0597 370.1947 370.3296 370.4645 370.5995 370.7344 370.8692 371.0041 371.1390 371.2738 371.4087 371.5435 371.6783 371.8131 371.9479 372.0826 372.2174 372.3521 372.4868 372.6216 372.7563 372.8909 373.0256 373.1603 373.2949 373.4296 373.5642 373.6988 373.8334 373.9680 374.1025 374.2371 374.3716 374.5061 374.6406 374.7751 374.9096 375.0441 375.1786 375.3130 375.4474 375.5818 375.7162 375.8506 375.9850 376.1194 376.2537 376.3881 376.5224 376.6567 376.7910 376.9253 377.0595 377.1938 377.3280 377.4622 377.5964 377.7306 377.8648 377.9990 378.1332 378.2673 378.4014 378.5355 378.6696 378.8037 378.9378 379.0719 379.2059 379.3400 379.4740 379.6080 379.7420 379.8759 380.0099 380.1439 380.2778 380.4117 380.5456 380.6795 380.8134 380.9473 381.0811 381.2150 381.3488 381.4826 381.6164 381.7502 381.8840 382.0177 382.1515 382.2852 382.4189 382.5526 382.6863 382.8200 382.9536 383.0873 383.2209 383.3545 383.4881 383.6217 383.7553 383.8888 384.0224 384.1559 384.2894 384.4230 384.5564 384.6899 384.8234 384.9568 385.0903 385.2237 385.3571 385.4905 385.6239 385.7573 385.8906 386.0239 386.1573 386.2906 386.4239 386.5572 386.6904 386.8237 386.9569 387.0901 387.2234 387.3566 387.4897 387.6229 387.7561 387.8892 388.0223 388.1555 388.2886 388.4216 388.5547 388.6878 388.8208 388.9539 389.0869 389.2199 389.3529 389.4858 389.6188 389.7517 389.8847 390.0176 390.1505 390.2834 390.4163 390.5491 390.6820 390.8148 390.9476 391.0804 391.2132 391.3460 391.4788 391.6115 391.7442 391.8770 392.0097 392.1424 392.2750 392.4077 392.5404 392.6730 392.8056 392.9382 393.0708 393.2034 393.3360 393.4685 393.6011 393.7336 393.8661 393.9986 394.1311 394.2635 394.3960 394.5284 394.6609 394.7933 394.9257 395.0580 395.1904 395.3228 395.4551 395.5874 395.7197 395.8520 395.9843 396.1166 396.2489 396.3811 396.5133 396.6455 396.7777 396.9099 397.0421 397.1743 397.3064 397.4385 397.5706 397.7027 397.8348 397.9669 398.0990 398.2310 398.3630 398.4950 398.6270 398.7590 398.8910 399.0230 399.1549 399.2868 399.4188 399.5507 399.6825 399.8144 399.9463 400.0781 400.2100 400.3418 400.4736 400.6054 400.7371 400.8689 401.0006 401.1324 401.2641 401.3958 401.5275 401.6592 401.7908 401.9225 402.0541 402.1857 402.3173 402.4489 402.5805 402.7121 402.8436 402.9751 403.1067 403.2382 403.3696 403.5011 403.6326 403.7640 403.8955 404.0269 404.1583 404.2897 404.4211 404.5524 404.6838 404.8151 404.9464 405.0777 405.2090 405.3403 405.4716 405.6028 405.7340 405.8653 405.9965 406.1277 406.2588 406.3900 406.5211 406.6523 406.7834 406.9145 407.0456 407.1767 407.3077 407.4388 407.5698 407.7008 407.8318 407.9628 408.0938 408.2248 408.3557 408.4866 408.6176 408.7485 408.8794 409.0102 409.1411 409.2719 409.4028 409.5336 409.6644 409.7952 409.9260 410.0567 410.1875 410.3182 410.4489 410.5796 410.7103 410.8410 410.9716 411.1023 411.2329 411.3635 411.4941 411.6247 411.7553 411.8859 412.0164 412.1469 412.2775 412.4080 412.5384 412.6689 412.7994 412.9298 413.0602 413.1907 413.3211 413.4514 413.5818 413.7122 413.8425 413.9728 414.1031 414.2334 414.3637 414.4940 414.6242 414.7545 414.8847 415.0149 415.1451 415.2753 415.4055 415.5356 415.6658 415.7959 415.9260 416.0561 416.1862 416.3162 416.4463 416.5763 416.7063 416.8363 416.9663 417.0963 417.2263 417.3562 417.4861 417.6161 417.7460 417.8758 418.0057 418.1356 418.2654 418.3953 418.5251 418.6549 418.7847 418.9144 419.0442 419.1739 419.3036 419.4334 419.5631 419.6927 419.8224 419.9521 420.0817 420.2113 420.3409 420.4705 420.6001 420.7297 420.8592 420.9887 421.1183 421.2478 421.3773 421.5067 421.6362 421.7656 421.8951 422.0245 422.1539 422.2833 422.4126 422.5420 422.6713 422.8007 422.9300 423.0593 423.1886 423.3178 423.4471 423.5763 423.7055 423.8347 423.9639 424.0931 424.2223 424.3514 424.4806 424.6097 424.7388 424.8679 424.9969 425.1260 425.2550 425.3841 425.5131 425.6421 425.7711 425.9000 426.0290 426.1579 426.2868 426.4158 426.5446 426.6735 426.8024 426.9312 427.0601 427.1889 427.3177 427.4465 427.5753 427.7040 427.8328 427.9615 428.0902 428.2189 428.3476 428.4762 428.6049 428.7335 428.8622 428.9908 429.1194 429.2479 429.3765 429.5050 429.6336 429.7621 429.8906 430.0191 430.1476 430.2760 430.4044 430.5329 430.6613 430.7897 430.9181 431.0464 431.1748 431.3031 431.4314 431.5597 431.6880 431.8163 431.9446 432.0728 432.2010 432.3293 432.4574 432.5856 432.7138 432.8420 432.9701 433.0982 433.2263 433.3544 433.4825 433.6106 433.7386 433.8666 433.9946 434.1227 434.2506 434.3786 434.5066 434.6345 434.7624 434.8903 435.0182 435.1461 435.2740 435.4018 435.5297 435.6575 435.7853 435.9131 436.0408 436.1686 436.2963 436.4241 436.5518 436.6795 436.8071 436.9348 437.0625 437.1901 437.3177 437.4453 437.5729 437.7005 437.8280 437.9556 438.0831 438.2106 438.3381 438.4656 438.5931 438.7205 438.8480 438.9754 439.1028 439.2302 439.3575 439.4849 439.6122 439.7396 439.8669 439.9942 440.1215 440.2487 440.3760 440.5032 440.6304 440.7576 440.8848 441.0120 441.1392 441.2663 441.3934 441.5205 441.6476 441.7747 441.9018 442.0288 442.1559 442.2829 442.4099 442.5369 442.6639 442.7908 442.9178 443.0447 443.1716 443.2985 443.4254 443.5522 443.6791 443.8059 443.9327 444.0595 444.1863 444.3131 444.4399 444.5666 444.6933 444.8200 444.9467 445.0734 445.2001 445.3267 445.4534 445.5800 445.7066 445.8332 445.9597 446.0863 446.2128 446.3393 446.4659 446.5923 446.7188 446.8453 446.9717 447.0982 447.2246 447.3510 447.4774 447.6037 447.7301 447.8564 447.9827 448.1090 448.2353 448.3616 448.4879 448.6141 448.7403 448.8665 448.9927 449.1189 449.2451 449.3712 449.4974 449.6235 449.7496 449.8757 450.0017 450.1278 450.2538 450.3798 450.5059 450.6318 450.7578 450.8838 451.0097 451.1357 451.2616 451.3875 451.5133 451.6392 451.7651 451.8909 452.0167 452.1425 452.2683 452.3941 452.5198 452.6456 452.7713 452.8970 453.0227 453.1484 453.2740 453.3997 453.5253 453.6509 453.7765 453.9021 454.0277 454.1532 454.2788 454.4043 454.5298 454.6553 454.7807 454.9062 455.0316 455.1570 455.2825 455.4078 455.5332 455.6586 455.7839 455.9093 456.0346 456.1599 456.2851 456.4104 456.5357 456.6609 456.7861 456.9113 457.0365 457.1617 457.2868 457.4119 457.5371 457.6622 457.7873 457.9123 458.0374 458.1624 458.2874 458.4125 458.5375 458.6624 458.7874 458.9123 459.0373 459.1622 459.2871 459.4120 459.5368 459.6617 459.7865 459.9113 460.0361 460.1609 460.2857 460.4104 460.5352 460.6599 460.7846 460.9093 461.0339 461.1586 461.2832 461.4079 461.5325 461.6571 461.7816 461.9062 462.0307 462.1553 462.2798 462.4043 462.5287 462.6532 462.7777 462.9021 463.0265 463.1509 463.2753 463.3996 463.5240 463.6483 463.7726 463.8969 464.0212 464.1455 464.2697 464.3940 464.5182 464.6424 464.7666 464.8908 465.0149 465.1391 465.2632 465.3873 465.5114 465.6355 465.7595 465.8835 466.0076 466.1316 466.2556 466.3796 466.5035 466.6275 466.7514 466.8753 466.9992 467.1231 467.2469 467.3708 467.4946 467.6184 467.7422 467.8660 467.9898 468.1135 468.2372 468.3610 468.4847 468.6083 468.7320 468.8557 468.9793 469.1029 469.2265 469.3501 469.4737 469.5972 469.7208 469.8443 469.9678 470.0913 470.2147 470.3382 470.4616 470.5850 470.7085 470.8318 470.9552 471.0786 471.2019 471.3252 471.4485 471.5718 471.6951 471.8184 471.9416 472.0648 472.1880 472.3112 472.4344 472.5576 472.6807 472.8038 472.9269 473.0500 473.1731 473.2962 473.4192 473.5422 473.6652 473.7882 473.9112 474.0342 474.1571 474.2801 474.4030 474.5259 474.6487 474.7716 474.8944 475.0173 475.1401 475.2629 475.3857 475.5084 475.6312 475.7539 475.8766 475.9993 476.1220 476.2447 476.3673 476.4899 476.6126 476.7352 476.8577 476.9803 477.1028 477.2254 477.3479 477.4704 477.5929 477.7153 477.8378 477.9602 478.0826 478.2050 478.3274 478.4498 478.5721 478.6945 478.8168 478.9391 479.0614 479.1836 479.3059 479.4281 479.5503 479.6725 479.7947 479.9169 480.0390 480.1612 480.2833 480.4054 480.5275 480.6495 480.7716 480.8936 481.0156 481.1376 481.2596 481.3816 481.5035 481.6255 481.7474 481.8693 481.9912 482.1130 482.2349 482.3567 482.4785 482.6003 482.7221 482.8439 482.9656 483.0873 483.2091 483.3308 483.4524 483.5741 483.6957 483.8174 483.9390 484.0606 484.1822 484.3037 484.4253 484.5468 484.6683 484.7898 484.9113 485.0328 485.1542 485.2756 485.3971 485.5184 485.6398 485.7612 485.8825 486.0039 486.1252 486.2465 486.3677 486.4890 486.6102 486.7315 486.8527 486.9739 487.0951 487.2162 487.3374 487.4585 487.5796 487.7007 487.8218 487.9428 488.0638 488.1849 488.3059 488.4269 488.5478 488.6688 488.7897 488.9107 489.0316 489.1524 489.2733 489.3942 489.5150 489.6358 489.7566 489.8774 489.9982 490.1189 490.2397 490.3604 490.4811 490.6018 490.7224 490.8431 490.9637 491.0843 491.2049 491.3255 491.4461 491.5666 491.6871 491.8077 491.9282 492.0486 492.1691 492.2895 492.4100 492.5304 492.6508 492.7711 492.8915 493.0118 493.1322 493.2525 493.3728 493.4930 493.6133 493.7335 493.8537 493.9739 494.0941 494.2143 494.3345 494.4546 494.5747 494.6948 494.8149 494.9350 495.0550 495.1750 495.2951 495.4151 495.5350 495.6550 495.7749 495.8949 496.0148 496.1347 496.2545 496.3744 496.4943 496.6141 496.7339 496.8537 496.9734 497.0932 497.2129 497.3327 497.4524 497.5721 497.6917 497.8114 497.9310 498.0506 498.1702 498.2898 498.4094 498.5289 498.6485 498.7680 498.8875 499.0069 499.1264 499.2459 499.3653 499.4847 499.6041 499.7235 499.8428 499.9622 500.0815 500.2008 500.3201 500.4393 500.5586 500.6778 500.7971 500.9163 501.0354 501.1546 501.2738 501.3929 501.5120 501.6311 501.7502 501.8692 501.9883 502.1073 502.2263 502.3453 502.4643 502.5833 502.7022 502.8211 502.9400 503.0589 503.1778 503.2966 503.4155 503.5343 503.6531 503.7719 503.8906 504.0094 504.1281 504.2468 504.3655 504.4842 504.6029 504.7215 504.8401 504.9588 505.0773 505.1959 505.3145 505.4330 505.5515 505.6700 505.7885 505.9070 506.0255 506.1439 506.2623 506.3807 506.4991 506.6174 506.7358 506.8541 506.9724 507.0907 507.2090 507.3273 507.4455 507.5637 507.6819 507.8001 507.9183 508.0364 508.1546 508.2727 508.3908 508.5089 508.6269 508.7450 508.8630 508.9810 509.0990 509.2170 509.3350 509.4529 509.5708 509.6887 509.8066 509.9245 510.0424 510.1602 510.2780 510.3958 510.5136 510.6314 510.7491 510.8668 510.9845 511.1022 511.2199 511.3376 511.4552 511.5728 511.6904 511.8080 511.9256 512.0432 512.1607 512.2782 512.3957 512.5132 512.6306 512.7481 512.8655 512.9829 513.1003 513.2177 513.3351 513.4524 513.5697 513.6870 513.8043 513.9216 514.0388 514.1560 514.2733 514.3905 514.5076 514.6248 514.7419 514.8591 514.9762 515.0933 515.2103 515.3274 515.4444 515.5614 515.6784 515.7954 515.9124 516.0293 516.1462 516.2632 516.3800 516.4969 516.6138 516.7306 516.8474 516.9642 517.0810 517.1978 517.3145 517.4313 517.5480 517.6647 517.7813 517.8980 518.0146 518.1313 518.2479 518.3644 518.4810 518.5976 518.7141 518.8306 518.9471 519.0636 519.1800 519.2965 519.4129 519.5293 519.6457 519.7621 519.8784 519.9947 520.1111 520.2274 520.3436 520.4599 520.5761 520.6924 520.8086 520.9248 521.0409 521.1571 521.2732 521.3893 521.5054 521.6215 521.7376 521.8536 521.9697 522.0857 522.2017 522.3176 522.4336 522.5495 522.6654 522.7813 522.8972 523.0131 523.1289 523.2448 523.3606 523.4764 523.5921 523.7079 523.8236 523.9394 524.0551 524.1707 524.2864 524.4021 524.5177 524.6333 524.7489 524.8645 524.9800 525.0956 525.2111 525.3266 525.4421 525.5575 525.6730 525.7884 525.9038 526.0192 526.1346 526.2500 526.3653 526.4806 526.5959 526.7112 526.8265 526.9417 527.0569 527.1722 527.2874 527.4025 527.5177 527.6328 527.7479 527.8630 527.9781 528.0932 528.2082 528.3233 528.4383 528.5533 528.6683 528.7832 528.8981 529.0131 529.1280 529.2428 529.3577 529.4726 529.5874 529.7022 529.8170 529.9317 530.0465 530.1612 530.2759 530.3906 530.5053 530.6200 530.7346 530.8492 530.9638 531.0784 531.1930 531.3075 531.4221 531.5366 531.6511 531.7655 531.8800 531.9944 532.1088 532.2232 532.3376 532.4520 532.5663 532.6807 532.7950 532.9093 533.0235 533.1378 533.2520 533.3662 533.4804 533.5946 533.7088 533.8229 533.9371 534.0512 534.1653 534.2794 534.3934 534.5075 534.6215 534.7355 534.8495 534.9635 535.0775
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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: 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: Humidity in head sensor [%], -9=no humidity signal
Column 58: Pressure in head sensor [hPa], -9=no pressure signal
Column 59: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 60: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 61: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 62-2109: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2110-4157: 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 4158-6205: 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 20191011T045930.0Z 7223.207986 2 1 52.01 3 4000.000 13 2 0 1 1 0.00 2 0.00 2 -1.00 507 0 11 8 0 22.22 160 1 0 766 7.538e+02 3.999e+00 7.807e+02 6.060e+00 1 3.28 85.48 -1.00 -1.00 -1.00 30.28 8.50 3.06 0 1.231e-01 1594 -9 -9.00 -9.00 -9.00 -9.00 0.00155 1.83606e-01 -1.63218e-03 26.73 20.00 22.22 20.36 16.1 1022.56 5.397e+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 -8 3 -19 -36 -27 33 8 59 -30 20 12 -17 2 -12 65 -18 -14 -16 35 38 -13 6 -24 -16 -34 -29 -28 -17 -24 23 21 -21 32 -29 -23 -20 -29 -10 -19 -3 -35 44 49 -2 -13 -25 27 -697 69 -12 74 74 -9 27 -25 54 -10 -13 -22 -14 -18 -4 44 23 5 19 -14 -36 3 54 -17 -12 -13 40 -22 116 29 -19 28 -18 -16 -26 26 -44 34 -7 -2 -12 -3 -20 -17 -12 16 11 31 -32 24 16 64 -17 -10 33 -23 -20 -32 -16 -21 -1 -26 -24 -17 67 91 -27 48 -20 74 -5 -16 10 -20 88 14 27 -30 -15 -23 -14 8 -25 -17 -14 -13 -10 -16 -22 -15 -19 -18 22 -9 48 -12 11 -11 -21 58 -20 53 -37 93 29 -22 -8 -15 -2 -23 -18 74 -26 -19 -28 41 -12 -7 -6 -13 9 -21 29 -14 -5 5 -16 -20 -10 -21 -11 -7 -25 -20 -21 -17 -18 -23 66 -27 118 -11 -17 19 45 -17 -14 -11 -29 15 3 -20 -20 53 90 -2 6 -8 -20 -21 49 -13 -19 -15 -7 29 -27 -14 -10 29 -4 -1 -19 -29 41 -23 -5 38 7 36 -24 -14 -3 37 0 47 17 4 -13 -2 153 21 -16 30 14 -15 -8 74 -11 -16 -1 -5 58 -2 29 48 107 24 121 -3 5 31 -18 64 -25 2 40 37 68 -27 33 -18 54 -3 -23 71 17 10 -20 40 -15 118 -14 -20 64 11 50 -19 19 -25 0 60 67 100 21 96 21 2 -12 33 29 44 122 19 61 -30 56 -21 -8 -17 -9 66 1 57 -21 28 13 110 82 -17 43 42 38 -13 38 44 82 3 41 82 3 122 48 -3 82 6 120 76 98 161 24 52 87 87 36 29 65 -18 33 53 118 -23 174 79 122 59 151 11 171 150 29 82 122 135 97 81 58 54 50 2 156 9 142 73 72 168 102 89 113 48 18 31 108 123 162 13 92 52 192 15 92 140 78 149 83 147 -7 64 41 53 154 36 91 56 80 66 72 68 40 78 7 75 69 101 82 70 135 70 107 100 56 93 69 138 11 41 59 55 79 95 111 74 87 108 108 -7 141 142 117 101 144 98 96 84 -1 10 187 113 200 119 103 119 48 100 77 167 4 131 78 135 75 91 75 113 124 42 130 79 120 53 115 50 84 116 142 176 93 139 94 155 151 154 199 89 118 98 58 165 119 241 41 171 45 113 46 67 33 63 128 129 173 103 208 152 161 119 27 163 98 146 119 168 238 165 126 35 160 162 193 121 66 94 94 141 128 167 31 134 159 134 138 91 222 123 133 68 162 196 66 160 118 209 125 39 175 97 140 178 214 11 263 41 103 156 122 137 88 144 128 109 112 142 146 35 164 106 145 2 -17 153 93 150 67 162 90 81 143 152 239 92 190 65 282 75 78 77 92 192 89 168 100 95 85 118 78 168 163 151 259 93 216 146 129 135 107 220 143 171 152 159 174 232 231 85 156 4 139 78 159 281 116 219 235 227 199 158 172 114 215 108 255 215 177 190 162 248 162 232 231 159 230 237 267 191 206 177 246 116 97 164 134 222 179 255 199 254 34 170 129 122 109 183 157 268 218 217 209 221 124 212 35 252 81 205 204 141 206 89 217 31 189 166 161 149 180 142 36 228 83 61 170 127 1549 118 335 140 140 181 146 226 61 198 110 178 198 152 177 257 304 215 288 306 404 258 269 309 209 370 226 284 102 281 183 157 146 147 189 136 216 189 167 265 238 285 257 302 217 223 94 187 208 171 203 255 197 133 147 80 90 161 148 158 52 230 165 178 126 89 267 108 162 261 241 165 175 238 235 196 210 267 135 89 274 111 310 230 259 178 220 258 156 197 151 233 116 241 266 218 278 187 201 158 186 143 204 200 258 275 200 251 203 298 214 283 308 281 299 175 377 290 309 163 173 362 232 316 233 321 116 216 291 229 291 172 200 57 122 68 134 162 110 89 212 284 218 331 277 294 279 306 416 271 360 297 336 321 255 324 257 281 232 171 87 188 110 150 238 201 299 255 321 353 297 397 268 471 344 385 323 413 419 402 486 320 314 357 394 418 428 471 377 403 299 414 290 336 455 394 456 406 419 461 415 433 399 452 339 554 375 484 388 366 354 309 486 433 450 549 430 389 367 362 263 413 365 438 475 444 433 306 341 268 418 478 425 379 402 417 335 467 364 485 464 458 360 341 484 311 457 451 456 495 425 458 498 495 446 455 420 509 420 426 495 337 463 249 418 399 479 488 458 501 513 458 488 590 490 429 472 393 447 447 441 413 499 417 393 404 380 495 470 503 444 452 531 478 452 382 505 357 447 452 496 459 465 457 498 573 426 550 602 532 582 424 576 443 526 464 400 454 414 504 428 452 470 441 473 439 485 449 522 447 520 496 509 427 474 542 449 413 408 396 502 412 462 525 622 518 526 539 447 467 529 571 580 616 503 437 478 412 433 338 561 464 499 457 447 555 486 1255 445 498 479 517 455 523 468 503 537 399 491 460 512 561 365 586 403 480 448 413 507 557 524 459 571 369 436 318 533 445 426 521 509 576 452 538 489 462 623 491 588 403 510 480 510 387 393 474 337 418 269 446 288 363 294 263 393 331 482 447 528 665 530 551 486 609 410 544 379 426 466 450 596 492 615 494 495 463 424 472 385 492 544 497 508 522 525 498 535 519 619 593 569 515 527 653 555 618 528 574 676 615 502 592 616 538 613 477 542 600 604 537 379 590 389 410 419 423 508 509 623 549 602 572 611 487 589 575 499 526 460 583 436 627 512 672 616 624 612 434 671 596 642 619 617 710 648 623 632 728 609 608 672 524 635 582 717 584 651 569 637 609 613 618 557 611 693 672 591 534 556 527 574 577 540 463 620 681 708 628 551 659 632 646 684 613 742 653 785 576 635 514 614 712 618 796 699 636 632 746 656 643 637 725 729 694 771 748 750 778 583 808 585 753 728 629 777 649 736 653 742 633 729 679 626 823 591 680 615 692 634 615 537 668 725 749 810 651 717 747 761 691 718 662 632 751 675 668 581 581 723 629 859 711 816 771 632 627 714 743 705 783 596 745 766 693 740 577 696 634 682 619 684 611 810 672 672 758 618 778 780 615 739 645 827 634 707 671 736 637 735 810 727 761 736 748 756 776 742 743 796 743 773 792 736 704 736 704 751 833 832 739 671 814 757 674 721 674 822 722 816 682 657 740 581 765 678 752 694 722 715 742 830 681 721 657 745 713 783 623 656 717 683 820 703 754 773 761 733 721 750 635 752 712 742 777 768 758 668 806 709 757 697 748 705 752 694 591 737 682 718 747 722 739 698 812 715 799 701 687 703 705 860 705 770 723 835 829 707 757 723 799 830 713 760 732 770 765 716 732 886 785 724 763 874 817 743 792 713 878 701 763 761 675 771 736 682 682 751 664 740 784 669 904 724 799 771 804 873 750 733 715 866 789 745 781 756 810 738 776 734 837 785 755 834 772 735 846 756 809 815 690 828 747 798 870 844 841 805 773 809 794 849 815 889 815 761 725 764 883 888 913 726 811 706 734 802 721 828 765 827 715 811 717 801 790 772 874 708 840 771 737 697 703 663 570 612 453 603 606 720 670 608 760 652 799 757 753 744 832 762 671 828 743 913 771 766 643 678 728 690 772 615 729 771 841 875 752 933 771 758 765 821 753 727 806 687 863 749 787 765 784 747 730 804 634 714 673 759 729 801 820 804 927 754 859 738 729 684 747 721 759 752 711 901 791 863 848 834 913 685 724 824 809 801 701 762 595 849 764 892 800 934 783 805 733 734 918 681 840 941 775 837 797 862 892 804 730 705 737 659 860 700 920 818 789 731 820 933 746 899 707 672 648 751 731 620 761 697 805 757 701 670 680 812 745 848 694 646 716 715 764 791 919 697 811 723 867 748 825 813 797 830 726 684 678 665 660 707 838 683 832 803 848 674 798 851 809 856 851 840 772 802 829 837 896 775 861 852 797 734 753 799 737 849 624 784 782 810 802 697 801 671 855 695 759 783 864 791 853 836 795 863 759 856 839 762 810 731 918 706 932 758 757 760 784 798 867 930 790 875 915 896 875 822 826 777 936 747 775 800 859 831 693 819 762 870 733 724 717 730 908 791 787 702 820 720 725 833 755 817 797 956 692 728 903 695 953 708 799 665 849 669 693 830 597 645 551 657 564 649 668 671 836 781 804 628 637 534 666 723 513 807 844 773 677 672 781 714 705 829 775 752 812 804 865 706 732 797 776 921 671 874 728 768 717 814 808 764 809 787 849 793 814 898 583 860 813 773 902 676 682 741 837 704 834 740 881 786 840 959 799 862 778 782 901 826 762 803 812 761 772 874 927 815 757 837 695 813 575 659 705 606 708 621 753 646 844 670 840 914 815 869 719 809 475 863 836 818 744 842 818 816 844 773 779 711 772 883 822 929 762 751 853 788 807 949 705 751 911 805 885 790 742 926 791 932 874 886 728 839 797 717 752 750 826 727 826 835 923 764 824 741 730 827 764 803 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