File name: Pandora2s1_GreenbeltMD_20201215_L1_smca1c1d20200926p1-8.txt File generation date: 20260107T172031.6Z Data description: Level 1 file (corrected signals) Data file version: smca1c1d20200926p1-8 Local principal investigator: Nader Abuhassan Network principal investigator: Alexander Cede Instrument type: Pandora Instrument number: 2 Spectrometer number: 1 Processing software version used: BlickP v1.8.75 Instrument operation file used: Pandora2_OF_v2d20190715.txt Instrument calibration file used: Pandora2s1_CF_v1d20200926.txt Level 0 file used: Pandora2s1_GreenbeltMD_20201215_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: 20201215 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]: 269.2616 269.4054 269.5491 269.6929 269.8366 269.9803 270.1240 270.2677 270.4114 270.5551 270.6988 270.8424 270.9861 271.1297 271.2733 271.4170 271.5606 271.7042 271.8477 271.9913 272.1349 272.2784 272.4220 272.5655 272.7090 272.8525 272.9960 273.1395 273.2830 273.4265 273.5699 273.7134 273.8568 274.0002 274.1437 274.2871 274.4305 274.5738 274.7172 274.8606 275.0039 275.1473 275.2906 275.4339 275.5772 275.7205 275.8638 276.0070 276.1503 276.2936 276.4368 276.5800 276.7232 276.8664 277.0096 277.1528 277.2960 277.4391 277.5823 277.7254 277.8685 278.0117 278.1548 278.2978 278.4409 278.5840 278.7270 278.8701 279.0131 279.1561 279.2991 279.4421 279.5851 279.7281 279.8711 280.0140 280.1569 280.2999 280.4428 280.5857 280.7286 280.8715 281.0143 281.1572 281.3000 281.4429 281.5857 281.7285 281.8713 282.0141 282.1568 282.2996 282.4423 282.5851 282.7278 282.8705 283.0132 283.1559 283.2986 283.4413 283.5839 283.7265 283.8692 284.0118 284.1544 284.2970 284.4396 284.5821 284.7247 284.8672 285.0098 285.1523 285.2948 285.4373 285.5798 285.7222 285.8647 286.0072 286.1496 286.2920 286.4344 286.5768 286.7192 286.8616 287.0039 287.1463 287.2886 287.4310 287.5733 287.7156 287.8579 288.0001 288.1424 288.2847 288.4269 288.5691 288.7113 288.8535 288.9957 289.1379 289.2801 289.4222 289.5644 289.7065 289.8486 289.9907 290.1328 290.2749 290.4170 290.5590 290.7011 290.8431 290.9851 291.1271 291.2691 291.4111 291.5531 291.6950 291.8370 291.9789 292.1208 292.2627 292.4046 292.5465 292.6884 292.8302 292.9721 293.1139 293.2557 293.3975 293.5393 293.6811 293.8229 293.9646 294.1064 294.2481 294.3898 294.5316 294.6732 294.8149 294.9566 295.0983 295.2399 295.3815 295.5232 295.6648 295.8064 295.9480 296.0895 296.2311 296.3726 296.5142 296.6557 296.7972 296.9387 297.0802 297.2217 297.3631 297.5046 297.6460 297.7874 297.9289 298.0703 298.2116 298.3530 298.4944 298.6357 298.7771 298.9184 299.0597 299.2010 299.3423 299.4836 299.6248 299.7661 299.9073 300.0486 300.1898 300.3310 300.4722 300.6133 300.7545 300.8956 301.0368 301.1779 301.3190 301.4601 301.6012 301.7423 301.8834 302.0244 302.1655 302.3065 302.4475 302.5885 302.7295 302.8705 303.0114 303.1524 303.2933 303.4343 303.5752 303.7161 303.8570 303.9979 304.1387 304.2796 304.4204 304.5613 304.7021 304.8429 304.9837 305.1245 305.2652 305.4060 305.5467 305.6875 305.8282 305.9689 306.1096 306.2503 306.3909 306.5316 306.6722 306.8129 306.9535 307.0941 307.2347 307.3753 307.5159 307.6564 307.7970 307.9375 308.0780 308.2185 308.3590 308.4995 308.6400 308.7805 308.9209 309.0613 309.2018 309.3422 309.4826 309.6230 309.7634 309.9037 310.0441 310.1844 310.3247 310.4650 310.6053 310.7456 310.8859 311.0262 311.1664 311.3067 311.4469 311.5871 311.7273 311.8675 312.0077 312.1479 312.2880 312.4282 312.5683 312.7084 312.8485 312.9886 313.1287 313.2688 313.4088 313.5489 313.6889 313.8289 313.9689 314.1089 314.2489 314.3889 314.5288 314.6688 314.8087 314.9487 315.0886 315.2285 315.3683 315.5082 315.6481 315.7879 315.9278 316.0676 316.2074 316.3472 316.4870 316.6268 316.7665 316.9063 317.0460 317.1858 317.3255 317.4652 317.6049 317.7446 317.8842 318.0239 318.1635 318.3032 318.4428 318.5824 318.7220 318.8616 319.0011 319.1407 319.2802 319.4198 319.5593 319.6988 319.8383 319.9778 320.1173 320.2567 320.3962 320.5356 320.6750 320.8144 320.9538 321.0932 321.2326 321.3720 321.5113 321.6507 321.7900 321.9293 322.0686 322.2079 322.3472 322.4864 322.6257 322.7649 322.9042 323.0434 323.1826 323.3218 323.4610 323.6001 323.7393 323.8784 324.0176 324.1567 324.2958 324.4349 324.5740 324.7130 324.8521 324.9912 325.1302 325.2692 325.4082 325.5472 325.6862 325.8252 325.9642 326.1031 326.2420 326.3810 326.5199 326.6588 326.7977 326.9366 327.0754 327.2143 327.3531 327.4919 327.6308 327.7696 327.9084 328.0471 328.1859 328.3247 328.4634 328.6021 328.7409 328.8796 329.0183 329.1569 329.2956 329.4343 329.5729 329.7116 329.8502 329.9888 330.1274 330.2660 330.4045 330.5431 330.6817 330.8202 330.9587 331.0972 331.2357 331.3742 331.5127 331.6512 331.7896 331.9281 332.0665 332.2049 332.3433 332.4817 332.6201 332.7584 332.8968 333.0351 333.1735 333.3118 333.4501 333.5884 333.7267 333.8649 334.0032 334.1414 334.2797 334.4179 334.5561 334.6943 334.8325 334.9706 335.1088 335.2470 335.3851 335.5232 335.6613 335.7994 335.9375 336.0756 336.2136 336.3517 336.4897 336.6278 336.7658 336.9038 337.0418 337.1797 337.3177 337.4556 337.5936 337.7315 337.8694 338.0073 338.1452 338.2831 338.4210 338.5588 338.6966 338.8345 338.9723 339.1101 339.2479 339.3857 339.5234 339.6612 339.7989 339.9367 340.0744 340.2121 340.3498 340.4875 340.6251 340.7628 340.9004 341.0381 341.1757 341.3133 341.4509 341.5885 341.7260 341.8636 342.0011 342.1387 342.2762 342.4137 342.5512 342.6887 342.8261 342.9636 343.1010 343.2385 343.3759 343.5133 343.6507 343.7881 343.9255 344.0628 344.2002 344.3375 344.4748 344.6121 344.7494 344.8867 345.0240 345.1612 345.2985 345.4357 345.5729 345.7101 345.8473 345.9845 346.1217 346.2589 346.3960 346.5331 346.6703 346.8074 346.9445 347.0816 347.2186 347.3557 347.4927 347.6298 347.7668 347.9038 348.0408 348.1778 348.3148 348.4517 348.5887 348.7256 348.8625 348.9994 349.1363 349.2732 349.4101 349.5469 349.6838 349.8206 349.9574 350.0942 350.2310 350.3678 350.5046 350.6414 350.7781 350.9148 351.0516 351.1883 351.3250 351.4616 351.5983 351.7350 351.8716 352.0082 352.1449 352.2815 352.4181 352.5546 352.6912 352.8278 352.9643 353.1008 353.2374 353.3739 353.5104 353.6468 353.7833 353.9198 354.0562 354.1926 354.3290 354.4655 354.6018 354.7382 354.8746 355.0109 355.1473 355.2836 355.4199 355.5562 355.6925 355.8288 355.9650 356.1013 356.2375 356.3738 356.5100 356.6462 356.7824 356.9185 357.0547 357.1908 357.3270 357.4631 357.5992 357.7353 357.8714 358.0075 358.1435 358.2796 358.4156 358.5516 358.6876 358.8236 358.9596 359.0956 359.2315 359.3674 359.5034 359.6393 359.7752 359.9111 360.0470 360.1828 360.3187 360.4545 360.5903 360.7262 360.8620 360.9977 361.1335 361.2693 361.4050 361.5408 361.6765 361.8122 361.9479 362.0836 362.2192 362.3549 362.4905 362.6262 362.7618 362.8974 363.0330 363.1685 363.3041 363.4397 363.5752 363.7107 363.8462 363.9817 364.1172 364.2527 364.3882 364.5236 364.6590 364.7945 364.9299 365.0653 365.2006 365.3360 365.4714 365.6067 365.7420 365.8774 366.0127 366.1479 366.2832 366.4185 366.5537 366.6890 366.8242 366.9594 367.0946 367.2298 367.3650 367.5001 367.6353 367.7704 367.9055 368.0406 368.1757 368.3108 368.4458 368.5809 368.7159 368.8510 368.9860 369.1210 369.2560 369.3909 369.5259 369.6608 369.7958 369.9307 370.0656 370.2005 370.3354 370.4702 370.6051 370.7399 370.8747 371.0095 371.1443 371.2791 371.4139 371.5487 371.6834 371.8181 371.9529 372.0876 372.2222 372.3569 372.4916 372.6262 372.7609 372.8955 373.0301 373.1647 373.2993 373.4339 373.5684 373.7030 373.8375 373.9720 374.1065 374.2410 374.3755 374.5099 374.6444 374.7788 374.9132 375.0477 375.1821 375.3164 375.4508 375.5852 375.7195 375.8538 375.9881 376.1224 376.2567 376.3910 376.5253 376.6595 376.7937 376.9280 377.0622 377.1964 377.3305 377.4647 377.5988 377.7330 377.8671 378.0012 378.1353 378.2694 378.4035 378.5375 378.6716 378.8056 378.9396 379.0736 379.2076 379.3416 379.4755 379.6095 379.7434 379.8773 380.0112 380.1451 380.2790 380.4129 380.5467 380.6806 380.8144 380.9482 381.0820 381.2158 381.3495 381.4833 381.6170 381.7508 381.8845 382.0182 382.1519 382.2855 382.4192 382.5528 382.6865 382.8201 382.9537 383.0873 383.2209 383.3544 383.4880 383.6215 383.7550 383.8885 384.0220 384.1555 384.2890 384.4224 384.5558 384.6893 384.8227 384.9561 385.0895 385.2228 385.3562 385.4895 385.6228 385.7562 385.8895 386.0227 386.1560 386.2893 386.4225 386.5557 386.6890 386.8222 386.9553 387.0885 387.2217 387.3548 387.4880 387.6211 387.7542 387.8873 388.0203 388.1534 388.2865 388.4195 388.5525 388.6855 388.8185 388.9515 389.0845 389.2174 389.3503 389.4833 389.6162 389.7491 389.8819 390.0148 390.1477 390.2805 390.4133 390.5461 390.6789 390.8117 390.9445 391.0772 391.2100 391.3427 391.4754 391.6081 391.7408 391.8735 392.0061 392.1388 392.2714 392.4040 392.5366 392.6692 392.8018 392.9343 393.0669 393.1994 393.3319 393.4644 393.5969 393.7294 393.8618 393.9943 394.1267 394.2591 394.3915 394.5239 394.6563 394.7886 394.9210 395.0533 395.1856 395.3179 395.4502 395.5825 395.7148 395.8470 395.9792 396.1115 396.2437 396.3758 396.5080 396.6402 396.7723 396.9045 397.0366 397.1687 397.3008 397.4328 397.5649 397.6970 397.8290 397.9610 398.0930 398.2250 398.3570 398.4889 398.6209 398.7528 398.8847 399.0166 399.1485 399.2804 399.4123 399.5441 399.6760 399.8078 399.9396 400.0714 400.2031 400.3349 400.4667 400.5984 400.7301 400.8618 400.9935 401.1252 401.2568 401.3885 401.5201 401.6517 401.7833 401.9149 402.0465 402.1781 402.3096 402.4412 402.5727 402.7042 402.8357 402.9671 403.0986 403.2301 403.3615 403.4929 403.6243 403.7557 403.8871 404.0184 404.1498 404.2811 404.4124 404.5437 404.6750 404.8063 404.9376 405.0688 405.2000 405.3312 405.4624 405.5936 405.7248 405.8560 405.9871 406.1182 406.2494 406.3805 406.5115 406.6426 406.7737 406.9047 407.0357 407.1668 407.2978 407.4287 407.5597 407.6907 407.8216 407.9525 408.0835 408.2144 408.3452 408.4761 408.6070 408.7378 408.8686 408.9994 409.1302 409.2610 409.3918 409.5225 409.6533 409.7840 409.9147 410.0454 410.1761 410.3068 410.4374 410.5681 410.6987 410.8293 410.9599 411.0905 411.2210 411.3516 411.4821 411.6126 411.7431 411.8736 412.0041 412.1346 412.2650 412.3955 412.5259 412.6563 412.7867 412.9171 413.0474 413.1778 413.3081 413.4384 413.5687 413.6990 413.8293 413.9595 414.0898 414.2200 414.3502 414.4804 414.6106 414.7408 414.8709 415.0011 415.1312 415.2613 415.3914 415.5215 415.6516 415.7816 415.9117 416.0417 416.1717 416.3017 416.4317 416.5616 416.6916 416.8215 416.9515 417.0814 417.2113 417.3411 417.4710 417.6009 417.7307 417.8605 417.9903 418.1201 418.2499 418.3796 418.5094 418.6391 418.7688 418.8985 419.0282 419.1579 419.2876 419.4172 419.5468 419.6765 419.8061 419.9356 420.0652 420.1948 420.3243 420.4538 420.5833 420.7128 420.8423 420.9718 421.1012 421.2307 421.3601 421.4895 421.6189 421.7483 421.8776 422.0070 422.1363 422.2656 422.3950 422.5242 422.6535 422.7828 422.9120 423.0413 423.1705 423.2997 423.4289 423.5580 423.6872 423.8163 423.9455 424.0746 424.2037 424.3328 424.4618 424.5909 424.7199 424.8489 424.9780 425.1069 425.2359 425.3649 425.4938 425.6228 425.7517 425.8806 426.0095 426.1384 426.2672 426.3961 426.5249 426.6537 426.7825 426.9113 427.0401 427.1688 427.2976 427.4263 427.5550 427.6837 427.8124 427.9411 428.0697 428.1984 428.3270 428.4556 428.5842 428.7128 428.8413 428.9699 429.0984 429.2269 429.3554 429.4839 429.6124 429.7409 429.8693 429.9977 430.1262 430.2546 430.3829 430.5113 430.6397 430.7680 430.8963 431.0246 431.1529 431.2812 431.4095 431.5377 431.6660 431.7942 431.9224 432.0506 432.1788 432.3069 432.4351 432.5632 432.6913 432.8194 432.9475 433.0756 433.2036 433.3317 433.4597 433.5877 433.7157 433.8437 433.9716 434.0996 434.2275 434.3555 434.4834 434.6113 434.7391 434.8670 434.9948 435.1227 435.2505 435.3783 435.5061 435.6338 435.7616 435.8893 436.0171 436.1448 436.2725 436.4001 436.5278 436.6555 436.7831 436.9107 437.0383 437.1659 437.2935 437.4211 437.5486 437.6761 437.8036 437.9311 438.0586 438.1861 438.3135 438.4410 438.5684 438.6958 438.8232 438.9506 439.0780 439.2053 439.3326 439.4600 439.5873 439.7146 439.8418 439.9691 440.0963 440.2236 440.3508 440.4780 440.6051 440.7323 440.8595 440.9866 441.1137 441.2408 441.3679 441.4950 441.6221 441.7491 441.8761 442.0031 442.1301 442.2571 442.3841 442.5111 442.6380 442.7649 442.8918 443.0187 443.1456 443.2725 443.3993 443.5261 443.6530 443.7798 443.9066 444.0333 444.1601 444.2868 444.4135 444.5403 444.6670 444.7936 444.9203 445.0470 445.1736 445.3002 445.4268 445.5534 445.6800 445.8065 445.9331 446.0596 446.1861 446.3126 446.4391 446.5656 446.6920 446.8184 446.9449 447.0713 447.1977 447.3240 447.4504 447.5767 447.7031 447.8294 447.9557 448.0820 448.2082 448.3345 448.4607 448.5869 448.7131 448.8393 448.9655 449.0917 449.2178 449.3439 449.4701 449.5962 449.7222 449.8483 449.9744 450.1004 450.2264 450.3524 450.4784 450.6044 450.7303 450.8563 450.9822 451.1081 451.2340 451.3599 451.4858 451.6116 451.7375 451.8633 451.9891 452.1149 452.2406 452.3664 452.4921 452.6179 452.7436 452.8693 452.9950 453.1206 453.2463 453.3719 453.4975 453.6231 453.7487 453.8743 453.9999 454.1254 454.2509 454.3764 454.5019 454.6274 454.7529 454.8783 455.0038 455.1292 455.2546 455.3800 455.5053 455.6307 455.7560 455.8813 456.0067 456.1320 456.2572 456.3825 456.5077 456.6330 456.7582 456.8834 457.0086 457.1337 457.2589 457.3840 457.5091 457.6342 457.7593 457.8844 458.0095 458.1345 458.2595 458.3845 458.5095 458.6345 458.7595 458.8844 459.0094 459.1343 459.2592 459.3841 459.5089 459.6338 459.7586 459.8835 460.0083 460.1331 460.2578 460.3826 460.5073 460.6321 460.7568 460.8815 461.0062 461.1308 461.2555 461.3801 461.5047 461.6293 461.7539 461.8785 462.0031 462.1276 462.2521 462.3766 462.5011 462.6256 462.7501 462.8745 462.9989 463.1233 463.2477 463.3721 463.4965 463.6208 463.7452 463.8695 463.9938 464.1181 464.2424 464.3666 464.4909 464.6151 464.7393 464.8635 464.9877 465.1118 465.2360 465.3601 465.4842 465.6083 465.7324 465.8564 465.9805 466.1045 466.2285 466.3525 466.4765 466.6005 466.7244 466.8484 466.9723 467.0962 467.2201 467.3440 467.4678 467.5917 467.7155 467.8393 467.9631 468.0869 468.2106 468.3344 468.4581 468.5818 468.7055 468.8292 468.9529 469.0765 469.2002 469.3238 469.4474 469.5710 469.6945 469.8181 469.9416 470.0652 470.1887 470.3121 470.4356 470.5591 470.6825 470.8059 470.9294 471.0527 471.1761 471.2995 471.4228 471.5462 471.6695 471.7928 471.9161 472.0393 472.1626 472.2858 472.4090 472.5322 472.6554 472.7786 472.9017 473.0249 473.1480 473.2711 473.3942 473.5172 473.6403 473.7633 473.8863 474.0094 474.1323 474.2553 474.3783 474.5012 474.6241 474.7471 474.8699 474.9928 475.1157 475.2385 475.3614 475.4842 475.6070 475.7297 475.8525 475.9753 476.0980 476.2207 476.3434 476.4661 476.5887 476.7114 476.8340 476.9566 477.0792 477.2018 477.3244 477.4470 477.5695 477.6920 477.8145 477.9370 478.0595 478.1819 478.3044 478.4268 478.5492 478.6716 478.7940 478.9163 479.0386 479.1610 479.2833 479.4056 479.5278 479.6501 479.7723 479.8946 480.0168 480.1390 480.2612 480.3833 480.5055 480.6276 480.7497 480.8718 480.9939 481.1159 481.2380 481.3600 481.4820 481.6040 481.7260 481.8480 481.9699 482.0918 482.2137 482.3356 482.4575 482.5794 482.7012 482.8231 482.9449 483.0667 483.1885 483.3102 483.4320 483.5537 483.6754 483.7971 483.9188 484.0405 484.1621 484.2838 484.4054 484.5270 484.6486 484.7702 484.8917 485.0132 485.1348 485.2563 485.3777 485.4992 485.6207 485.7421 485.8635 485.9849 486.1063 486.2277 486.3490 486.4704 486.5917 486.7130 486.8343 486.9556 487.0768 487.1981 487.3193 487.4405 487.5617 487.6828 487.8040 487.9251 488.0463 488.1674 488.2885 488.4095 488.5306 488.6516 488.7726 488.8936 489.0146 489.1356 489.2566 489.3775 489.4984 489.6193 489.7402 489.8611 489.9820 490.1028 490.2236 490.3444 490.4652 490.5860 490.7067 490.8275 490.9482 491.0689 491.1896 491.3103 491.4309 491.5516 491.6722 491.7928 491.9134 492.0340 492.1545 492.2751 492.3956 492.5161 492.6366 492.7571 492.8775 492.9980 493.1184 493.2388 493.3592 493.4795 493.5999 493.7202 493.8406 493.9609 494.0812 494.2014 494.3217 494.4419 494.5622 494.6824 494.8025 494.9227 495.0429 495.1630 495.2831 495.4032 495.5233 495.6434 495.7635 495.8835 496.0035 496.1235 496.2435 496.3635 496.4834 496.6034 496.7233 496.8432 496.9631 497.0830 497.2028 497.3227 497.4425 497.5623 497.6821 497.8018 497.9216 498.0413 498.1610 498.2807 498.4004 498.5201 498.6398 498.7594 498.8790 498.9986 499.1182 499.2378 499.3573 499.4768 499.5964 499.7159 499.8353 499.9548 500.0743 500.1937 500.3131 500.4325 500.5519 500.6713 500.7906 500.9099 501.0293 501.1486 501.2678 501.3871 501.5064 501.6256 501.7448 501.8640 501.9832 502.1023 502.2215 502.3406 502.4597 502.5788 502.6979 502.8170 502.9360 503.0551 503.1741 503.2931 503.4120 503.5310 503.6499 503.7689 503.8878 504.0067 504.1255 504.2444 504.3633 504.4821 504.6009 504.7197 504.8385 504.9572 505.0760 505.1947 505.3134 505.4321 505.5508 505.6694 505.7880 505.9067 506.0253 506.1439 506.2624 506.3810 506.4995 506.6181 506.7366 506.8550 506.9735 507.0920 507.2104 507.3288 507.4472 507.5656 507.6840 507.8023 507.9207 508.0390 508.1573 508.2756 508.3938 508.5121 508.6303 508.7485 508.8667 508.9849 509.1031 509.2212 509.3394 509.4575 509.5756 509.6936 509.8117 509.9298 510.0478 510.1658 510.2838 510.4018 510.5197 510.6377 510.7556 510.8735 510.9914 511.1093 511.2271 511.3450 511.4628 511.5806 511.6984 511.8162 511.9339 512.0517 512.1694 512.2871 512.4048 512.5224 512.6401 512.7577 512.8753 512.9929 513.1105 513.2281 513.3456 513.4632 513.5807 513.6982 513.8157 513.9331 514.0506 514.1680 514.2854 514.4028 514.5202 514.6376 514.7549 514.8722 514.9896 515.1068 515.2241 515.3414 515.4586 515.5758 515.6931 515.8102 515.9274 516.0446 516.1617 516.2788 516.3959 516.5130 516.6301 516.7471 516.8642 516.9812 517.0982 517.2152 517.3321 517.4491 517.5660 517.6829 517.7998 517.9167 518.0336 518.1504 518.2673 518.3841 518.5009 518.6176 518.7344 518.8511 518.9679 519.0846 519.2013 519.3179 519.4346 519.5512 519.6678 519.7844 519.9010 520.0176 520.1341 520.2507 520.3672 520.4837 520.6002 520.7166 520.8331 520.9495 521.0659 521.1823 521.2987 521.4150 521.5314 521.6477 521.7640 521.8803 521.9966 522.1128 522.2291 522.3453 522.4615 522.5777 522.6938 522.8100 522.9261 523.0422 523.1583 523.2744 523.3904 523.5065 523.6225 523.7385 523.8545 523.9705 524.0864 524.2024 524.3183 524.4342 524.5501 524.6659 524.7818 524.8976 525.0134 525.1292 525.2450 525.3608 525.4765 525.5922 525.7079 525.8236 525.9393 526.0549 526.1706 526.2862 526.4018 526.5174 526.6329 526.7485 526.8640 526.9795 527.0950 527.2105 527.3259 527.4414 527.5568 527.6722 527.7876 527.9029 528.0183 528.1336 528.2489 528.3642 528.4795 528.5947 528.7100 528.8252 528.9404 529.0556 529.1707 529.2859 529.4010 529.5161 529.6312 529.7463 529.8613 529.9764 530.0914 530.2064 530.3214 530.4363 530.5513 530.6662 530.7811 530.8960 531.0109 531.1257 531.2405 531.3554 531.4701 531.5849 531.6997 531.8144 531.9291 532.0438 532.1585 532.2732 532.3878 532.5025 532.6171 532.7317 532.8462 532.9608 533.0753 533.1898 533.3043 533.4188 533.5333 533.6477 533.7621 533.8765 533.9909 534.1053 534.2196 534.3339 534.4482 534.5625 534.6768 534.7910 534.9053 535.0195 535.1337 535.2478 535.3620 535.4761 535.5902 --------------------------------------------------------------------------------------- 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 --------------------------------------------------------------------------------------- ZO 20201215T114953.0Z 7654.492975 1 1 32.01 4 4000.000 8 2 0 1 1 0.24 0 188.18 0 -1.00 507 1 11 8 0 18.10 167 1 0 489 5.234e+02 4.395e+00 5.385e+02 1.313e+01 11 4.770e+01 4.770e+01 -2.548e-02 4.775e+01 1.021e+00 0 0 0 0 0.00e+00 3.556e-26 -9.000e+00 3.746e+01 -9.000e+00 2.966e+03 -9.000e+00 1 19.18 -1.00 -1.00 -1.00 77.93 69.43 17.70 15.71 0 3.258e-01 1738 -9 -9.00 -9.00 -9.00 -9.00 -0.00015 1.88608e-01 -1.31778e-03 24.35 19.18 18.10 5.38 999.00 6.6 1006.04 4.348e+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 -2 -55 -6 -19 -81 -18 21 -35 25 -48 38 68 -50 32 -65 34 4 -46 -95 -19 -25 -64 -47 87 -20 -44 39 7 -40 -39 -29 55 -43 -28 -34 -29 11 -53 78 39 -37 -39 -6 48 -4 48 50 49 -62 39 16 71 22 1 27 -25 -45 5 -34 -4 -33 21 17 -37 -38 59 -71 191 -36 37 -28 13 -61 -10 62 -31 -3 -20 -88 -21 14 -13 87 -50 -4 1 -6 -67 -34 -77 -39 -17 -10 -47 -30 -64 -70 66 -42 -23 6 -15 -22 -31 -20 -31 -46 -51 -3 20 -51 -56 -22 -77 -63 12 4 -57 -36 -88 -34 -49 -65 -76 -46 -73 66 -6 -71 -36 63 -52 103 72 -54 -79 -62 -49 -36 -7 -32 -38 -36 -69 -12 -51 -64 -12 -79 -34 29 111 -45 -63 -60 -63 -65 -49 -48 54 -42 31 -82 14 -8 5 8 -63 1 -51 -39 -20 29 -43 -65 196 -80 -61 -22 78 -71 13 -33 45 -56 11 -42 -49 13 33 -47 -41 -24 3 -37 -38 -57 -36 -24 -22 -20 52 -44 -40 -37 60 8 -66 177 -37 -51 3 -26 28 -23 67 84 -46 -9 94 24 -44 -40 117 -42 72 -57 -43 -10 -45 -49 -49 73 -60 -55 -27 36 -3 81 -44 -29 21 -70 -65 15 2 -35 -34 7 -61 28 -47 29 -10 -42 -73 -21 14 -51 -50 -29 -2 -78 95 -45 -58 -46 52 -41 -58 106 -46 -6 56 21 95 -55 -38 -18 -85 51 102 -12 -8 45 11 108 21 21 -8 -71 47 158 -49 -80 105 -19 7 -62 -60 -25 -39 58 48 4 146 16 52 28 114 121 -25 13 23 -134 25 130 42 -70 -58 31 136 15 -30 -22 -24 168 -40 145 29 122 34 -8 -46 -69 36 186 -66 74 -26 -45 156 114 -53 42 164 -45 104 233 120 49 5 127 148 85 25 57 24 155 -29 64 -7 202 90 81 202 246 104 102 125 99 91 132 65 -23 203 41 192 6 51 90 7 46 46 36 125 59 -37 1 220 116 74 127 127 57 150 43 187 79 196 74 235 134 104 -48 132 89 45 185 163 156 75 1257 20 30 139 253 68 235 98 111 175 207 238 112 168 193 91 103 9 41 55 55 148 194 169 -1 41 307 53 205 154 0 167 66 138 165 148 139 10 133 199 9 63 -73 179 -41 -54 75 86 220 165 28 200 132 90 197 116 58 237 203 167 157 128 177 141 191 118 122 186 30 45 129 115 144 47 361 182 157 143 157 2 225 84 169 97 110 113 264 166 213 269 129 302 183 151 118 90 64 96 227 190 150 155 200 135 171 113 195 90 175 202 147 269 244 191 267 90 213 95 306 162 163 90 239 306 203 296 169 35 100 160 249 281 102 137 198 124 52 224 190 39 146 -3 235 186 96 58 168 -30 96 -24 78 181 233 37 127 162 35 231 264 142 229 142 67 83 147 127 169 205 197 133 97 207 25 -44 55 0 106 192 108 318 109 213 11 225 70 217 186 144 147 280 110 200 51 37 14 229 15 183 111 220 345 268 84 274 147 290 103 239 265 237 236 166 107 204 223 75 280 211 130 94 222 422 201 147 126 122 301 205 79 364 249 121 199 185 351 202 56 141 127 223 120 175 141 27 278 231 353 278 96 95 270 317 248 170 177 250 118 174 76 189 81 -45 186 307 176 53 59 141 126 115 153 211 146 240 354 43 104 228 180 201 193 173 235 89 88 246 110 150 247 317 195 145 276 306 248 101 171 110 11 279 223 114 191 210 189 107 91 167 93 258 237 267 176 142 246 172 301 171 125 28 216 81 140 -62 67 128 140 22 33 79 141 114 -19 82 0 13 115 101 174 -14 210 173 255 119 161 84 56 109 54 169 236 132 217 190 66 271 172 130 203 83 254 198 24 -40 74 95 271 -9 179 149 110 218 161 136 205 9 285 251 257 153 131 263 199 180 299 193 140 207 181 312 276 150 267 315 226 160 166 105 197 48 83 40 179 249 154 239 46 13 -63 -60 189 52 70 106 174 160 157 274 96 -31 93 130 318 169 178 125 246 226 227 185 64 93 188 59 47 81 16 113 19 114 -2 281 288 116 190 219 230 180 218 247 218 276 181 147 67 194 327 216 301 393 420 323 234 245 136 214 175 367 257 108 294 385 347 507 404 213 357 291 257 294 345 244 252 207 289 309 170 361 467 296 298 242 113 214 225 503 220 291 168 325 416 338 86 308 324 276 402 177 287 126 274 203 194 193 184 311 243 296 301 280 216 354 271 249 296 367 416 425 323 315 256 223 301 319 268 184 289 128 379 287 381 360 314 247 325 409 424 312 338 425 293 156 275 304 322 303 340 225 309 246 242 315 295 190 397 280 270 226 306 434 284 257 323 177 210 241 434 255 177 256 316 270 187 374 395 405 260 207 385 213 270 355 387 290 111 310 234 458 230 454 252 214 342 300 394 308 274 362 356 418 393 223 148 352 319 269 323 403 288 311 227 458 234 450 454 445 431 333 332 276 407 285 212 227 264 314 375 218 207 283 284 351 170 219 40 246 256 326 340 273 208 299 370 253 216 308 170 314 229 249 356 230 219 400 315 289 291 346 256 336 235 272 357 277 330 346 257 321 174 290 315 245 173 386 279 246 232 241 149 310 318 95 387 205 215 226 157 236 151 370 223 307 450 458 436 335 393 285 268 194 405 307 417 46 292 454 527 199 228 394 87 99 214 265 351 435 302 261 375 363 329 256 261 181 302 423 289 127 340 73 376 378 376 323 389 329 138 316 534 392 423 344 287 217 256 504 130 376 398 216 329 -93 429 224 432 272 253 317 174 188 483 285 285 452 317 294 253 172 716 329 305 211 478 477 349 369 216 315 192 267 240 451 296 238 306 209 427 420 160 284 377 382 416 244 548 374 293 132 485 258 128 344 375 278 160 261 381 141 381 250 284 412 330 376 300 303 363 347 508 440 316 217 321 343 257 495 308 524 263 341 246 393 482 430 387 453 321 460 445 501 415 317 368 436 347 352 519 456 331 419 535 311 397 499 176 458 214 447 309 353 352 428 377 303 501 507 514 343 537 323 425 310 284 466 380 484 365 302 363 224 473 384 245 469 499 363 412 182 478 353 737 96 392 388 565 504 392 458 434 442 356 441 330 389 388 354 309 349 438 349 425 384 380 371 388 276 262 435 401 410 437 447 167 234 278 367 398 381 127 421 479 282 389 445 333 215 285 300 450 349 505 332 331 470 295 194 267 234 428 368 254 226 245 358 446 334 355 355 330 369 375 380 231 386 251 277 429 395 346 358 156 299 249 229 430 246 396 418 410 374 384 345 243 471 393 288 400 472 325 368 301 384 429 398 240 360 274 226 347 328 273 281 405 404 434 357 130 474 308 352 417 375 286 441 302 358 426 233 297 327 263 378 155 407 434 388 274 425 326 402 433 217 416 388 455 343 411 419 452 290 281 312 261 417 450 452 356 538 434 327 265 242 314 403 277 390 383 218 306 280 406 378 364 339 328 372 391 143 359 330 396 77 625 517 335 377 254 480 546 238 202 290 473 393 335 393 166 351 334 316 277 133 292 288 402 285 397 245 707 282 120 226 240 305 169 341 160 354 294 148 223 322 273 260 258 161 342 174 276 205 296 250 184 333 201 231 124 156 259 181 162 296 347 244 360 322 380 322 120 171 301 165 331 149 211 210 392 112 203 409 211 334 275 156 258 372 299 322 574 347 514 384 462 142 249 193 191 430 328 405 496 146 325 328 228 164 239 415 307 235 436 355 136 325 382 355 343 239 328 313 294 102 178 349 211 428 133 390 381 547 423 418 147 537 325 502 459 304 368 123 355 420 373 477 366 438 446 339 253 273 355 227 303 284 359 264 363 195 443 411 400 394 176 418 382 200 389 129 478 288 472 319 269 318 357 311 353 287 345 230 335 147 292 346 315 305 321 267 263 370 206 261 270 256 197 213 312 380 399 207 290 318 493 293 7 57 313 417 145 562 263 23 66 215 270 151 330 145 223 315 246 371 303 141 322 268 126 302 375 206 195 282 300 327 349 152 249 287 345 168 396 241 299 281 385 346 198 281 480 476 460 372 -79 202 370 387 368 316 186 261 231 304 230 269 135 408 398 249 415 372 503 366 308 290 447 469 276 238 254 408 144 320 381 603 363 189 233 248 612 214 445 382 258 172 252 418 370 258 221 276 145 262 175 150 278 277 144 326 364 311 412 155 371 249 175 219 306 409 291 505 201 255 208 225 247 292 251 297 128 315 190 159 310 276 128 129 239 463 7 315 294 384 110 358 292 150 251 118 234 333 213 319 150 129 -93 63 307 472 195 -23 210 -33 439 283 233 116 318 158 230 268 295 -74 173 15 222 339 214 347 170 201 311 285 -41 185 292 142 249 99 315 181 418 45 238 129 178 209 259 185 176 288 251 -43 138 286 188 165 74 286 170 -9 322 382 282 179 194 314 177 349 47 313 189 115 162 138 392 187 406 2 142 258 296 138 163 358 321 75 28 310 286 81 243 140 51 11 191 57 205 123 42 168 51 152 36 106 182 227 159 276 354 216 162 174 191 121 226 22 221 371 291 456 209 193 273 40 0 0 0 0 0 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 -163.29 -788.61 -630.08 -283.10 -140.09 14.66 -690.04 -125.20 -14.89 -226.24 -74.78 -255.13 -226.24 -306.40 -103.00 -54.00 -603.58 1.13 -87.60 -157.07 2.39 -95.07 -3.18 -60.07 -218.57 34.11 18.66 -48.51 -272.12 -252.70 -789.34 -164.24 -48.02 -64.70 -84.10 -151.16 -30.06 -282.45 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