File name: Pandora119s1_Athens-NOA_20210213_L1_smca1c3d20201216p1-8.txt
File generation date: 20250409T110451.4Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c3d20201216p1-8
Local principal investigator: Stelios Kazadsis
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 119
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora119_OF_v1d20201007.txt
Instrument calibration file used: Pandora119s1_CF_v3d20201216.txt
Level 0 file used: Pandora119s1_Athens-NOA_20210213_L0.txt
Full location name: National Observatory of Athens, Thiseio
Short location name: Athens-NOA
Country of location: Greece
Location latitude [deg]: 37.9878
Location longitude [deg]: 23.7750
Location altitude [m]: 130
Local noon date: 20210213
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: None
Nominal wavelengths [nm]: 273.0316 273.1807 273.3297 273.4785 273.6272 273.7757 273.9241 274.0724 274.2205 274.3685 274.5163 274.6641 274.8117 274.9592 275.1066 275.2539 275.4011 275.5481 275.6951 275.8420 275.9887 276.1354 276.2820 276.4285 276.5749 276.7212 276.8675 277.0136 277.1597 277.3057 277.4516 277.5974 277.7432 277.8889 278.0345 278.1800 278.3255 278.4709 278.6162 278.7615 278.9067 279.0518 279.1969 279.3419 279.4869 279.6318 279.7766 279.9214 280.0661 280.2108 280.3554 280.5000 280.6445 280.7890 280.9334 281.0777 281.2221 281.3663 281.5105 281.6547 281.7989 281.9430 282.0870 282.2310 282.3750 282.5189 282.6628 282.8067 282.9505 283.0943 283.2380 283.3817 283.5254 283.6690 283.8126 283.9562 284.0998 284.2433 284.3868 284.5302 284.6736 284.8170 284.9604 285.1037 285.2470 285.3903 285.5336 285.6768 285.8200 285.9632 286.1063 286.2495 286.3926 286.5356 286.6787 286.8217 286.9647 287.1077 287.2507 287.3936 287.5366 287.6795 287.8224 287.9652 288.1081 288.2509 288.3937 288.5365 288.6792 288.8220 288.9647 289.1074 289.2501 289.3928 289.5354 289.6781 289.8207 289.9633 290.1059 290.2484 290.3910 290.5335 290.6760 290.8185 290.9610 291.1035 291.2460 291.3884 291.5308 291.6732 291.8156 291.9580 292.1004 292.2427 292.3850 292.5274 292.6697 292.8120 292.9542 293.0965 293.2388 293.3810 293.5232 293.6654 293.8076 293.9498 294.0920 294.2341 294.3763 294.5184 294.6605 294.8026 294.9447 295.0868 295.2288 295.3709 295.5129 295.6549 295.7970 295.9390 296.0809 296.2229 296.3649 296.5068 296.6488 296.7907 296.9326 297.0745 297.2164 297.3583 297.5002 297.6420 297.7839 297.9257 298.0675 298.2094 298.3512 298.4930 298.6347 298.7765 298.9183 299.0600 299.2017 299.3435 299.4852 299.6269 299.7686 299.9102 300.0519 300.1936 300.3352 300.4768 300.6185 300.7601 300.9017 301.0433 301.1849 301.3264 301.4680 301.6095 301.7511 301.8926 302.0341 302.1756 302.3171 302.4586 302.6001 302.7415 302.8830 303.0244 303.1658 303.3073 303.4487 303.5901 303.7315 303.8728 304.0142 304.1555 304.2969 304.4382 304.5795 304.7208 304.8621 305.0034 305.1447 305.2860 305.4272 305.5685 305.7097 305.8509 305.9921 306.1334 306.2745 306.4157 306.5569 306.6980 306.8392 306.9803 307.1215 307.2626 307.4037 307.5448 307.6858 307.8269 307.9680 308.1090 308.2501 308.3911 308.5321 308.6731 308.8141 308.9551 309.0960 309.2370 309.3779 309.5189 309.6598 309.8007 309.9416 310.0825 310.2234 310.3643 310.5051 310.6460 310.7868 310.9276 311.0685 311.2093 311.3501 311.4908 311.6316 311.7724 311.9131 312.0538 312.1946 312.3353 312.4760 312.6167 312.7574 312.8980 313.0387 313.1793 313.3200 313.4606 313.6012 313.7418 313.8824 314.0230 314.1635 314.3041 314.4446 314.5852 314.7257 314.8662 315.0067 315.1472 315.2877 315.4281 315.5686 315.7090 315.8495 315.9899 316.1303 316.2707 316.4111 316.5515 316.6918 316.8322 316.9725 317.1129 317.2532 317.3935 317.5338 317.6741 317.8144 317.9546 318.0949 318.2351 318.3753 318.5156 318.6558 318.7960 318.9361 319.0763 319.2165 319.3566 319.4968 319.6369 319.7770 319.9171 320.0572 320.1973 320.3374 320.4774 320.6175 320.7575 320.8975 321.0376 321.1776 321.3176 321.4575 321.5975 321.7375 321.8774 322.0173 322.1573 322.2972 322.4371 322.5770 322.7169 322.8567 322.9966 323.1364 323.2763 323.4161 323.5559 323.6957 323.8355 323.9752 324.1150 324.2548 324.3945 324.5342 324.6739 324.8136 324.9533 325.0930 325.2327 325.3724 325.5120 325.6516 325.7913 325.9309 326.0705 326.2101 326.3496 326.4892 326.6288 326.7683 326.9078 327.0474 327.1869 327.3264 327.4658 327.6053 327.7448 327.8842 328.0237 328.1631 328.3025 328.4419 328.5813 328.7207 328.8600 328.9994 329.1387 329.2781 329.4174 329.5567 329.6960 329.8353 329.9745 330.1138 330.2530 330.3923 330.5315 330.6707 330.8099 330.9491 331.0883 331.2274 331.3666 331.5057 331.6449 331.7840 331.9231 332.0622 332.2012 332.3403 332.4794 332.6184 332.7574 332.8965 333.0355 333.1745 333.3135 333.4524 333.5914 333.7303 333.8693 334.0082 334.1471 334.2860 334.4249 334.5638 334.7026 334.8415 334.9803 335.1192 335.2580 335.3968 335.5356 335.6743 335.8131 335.9519 336.0906 336.2293 336.3681 336.5068 336.6455 336.7842 336.9228 337.0615 337.2001 337.3388 337.4774 337.6160 337.7546 337.8932 338.0318 338.1703 338.3089 338.4474 338.5860 338.7245 338.8630 339.0015 339.1399 339.2784 339.4169 339.5553 339.6937 339.8322 339.9706 340.1090 340.2473 340.3857 340.5241 340.6624 340.8008 340.9391 341.0774 341.2157 341.3540 341.4922 341.6305 341.7688 341.9070 342.0452 342.1834 342.3216 342.4598 342.5980 342.7362 342.8743 343.0125 343.1506 343.2887 343.4268 343.5649 343.7030 343.8411 343.9791 344.1172 344.2552 344.3932 344.5312 344.6692 344.8072 344.9452 345.0832 345.2211 345.3590 345.4970 345.6349 345.7728 345.9107 346.0485 346.1864 346.3243 346.4621 346.5999 346.7377 346.8755 347.0133 347.1511 347.2889 347.4266 347.5644 347.7021 347.8398 347.9775 348.1152 348.2529 348.3906 348.5282 348.6659 348.8035 348.9411 349.0787 349.2163 349.3539 349.4915 349.6290 349.7666 349.9041 350.0416 350.1791 350.3166 350.4541 350.5916 350.7290 350.8665 351.0039 351.1413 351.2788 351.4162 351.5535 351.6909 351.8283 351.9656 352.1029 352.2403 352.3776 352.5149 352.6522 352.7894 352.9267 353.0639 353.2012 353.3384 353.4756 353.6128 353.7500 353.8871 354.0243 354.1615 354.2986 354.4357 354.5728 354.7099 354.8470 354.9841 355.1211 355.2582 355.3952 355.5322 355.6692 355.8062 355.9432 356.0802 356.2171 356.3541 356.4910 356.6279 356.7648 356.9017 357.0386 357.1755 357.3123 357.4492 357.5860 357.7228 357.8596 357.9964 358.1332 358.2699 358.4067 358.5434 358.6802 358.8169 358.9536 359.0903 359.2269 359.3636 359.5003 359.6369 359.7735 359.9101 360.0467 360.1833 360.3199 360.4565 360.5930 360.7295 360.8661 361.0026 361.1391 361.2756 361.4120 361.5485 361.6849 361.8214 361.9578 362.0942 362.2306 362.3670 362.5034 362.6397 362.7761 362.9124 363.0487 363.1850 363.3213 363.4576 363.5939 363.7301 363.8664 364.0026 364.1388 364.2750 364.4112 364.5474 364.6836 364.8197 364.9559 365.0920 365.2281 365.3642 365.5003 365.6364 365.7724 365.9085 366.0445 366.1806 366.3166 366.4526 366.5886 366.7245 366.8605 366.9964 367.1324 367.2683 367.4042 367.5401 367.6760 367.8119 367.9478 368.0836 368.2194 368.3553 368.4911 368.6269 368.7627 368.8984 369.0342 369.1699 369.3057 369.4414 369.5771 369.7128 369.8485 369.9842 370.1198 370.2555 370.3911 370.5267 370.6623 370.7979 370.9335 371.0691 371.2046 371.3402 371.4757 371.6112 371.7467 371.8822 372.0177 372.1532 372.2887 372.4241 372.5595 372.6949 372.8303 372.9657 373.1011 373.2365 373.3718 373.5072 373.6425 373.7778 373.9131 374.0484 374.1837 374.3190 374.4542 374.5895 374.7247 374.8599 374.9951 375.1303 375.2655 375.4006 375.5358 375.6709 375.8060 375.9411 376.0762 376.2113 376.3464 376.4815 376.6165 376.7515 376.8865 377.0216 377.1565 377.2915 377.4265 377.5615 377.6964 377.8313 377.9662 378.1011 378.2360 378.3709 378.5058 378.6406 378.7755 378.9103 379.0451 379.1799 379.3147 379.4494 379.5842 379.7189 379.8537 379.9884 380.1231 380.2578 380.3925 380.5271 380.6618 380.7964 380.9310 381.0656 381.2002 381.3348 381.4694 381.6040 381.7385 381.8730 382.0075 382.1420 382.2765 382.4110 382.5455 382.6799 382.8144 382.9488 383.0832 383.2176 383.3520 383.4863 383.6207 383.7550 383.8893 384.0237 384.1580 384.2922 384.4265 384.5608 384.6950 384.8292 384.9635 385.0977 385.2318 385.3660 385.5002 385.6343 385.7685 385.9026 386.0367 386.1708 386.3049 386.4389 386.5730 386.7070 386.8410 386.9750 387.1090 387.2430 387.3770 387.5109 387.6449 387.7788 387.9127 388.0466 388.1805 388.3143 388.4482 388.5820 388.7159 388.8497 388.9835 389.1172 389.2510 389.3848 389.5185 389.6522 389.7859 389.9196 390.0533 390.1870 390.3207 390.4543 390.5879 390.7215 390.8551 390.9887 391.1223 391.2558 391.3894 391.5229 391.6564 391.7899 391.9234 392.0569 392.1903 392.3238 392.4572 392.5906 392.7240 392.8574 392.9908 393.1241 393.2575 393.3908 393.5241 393.6574 393.7907 393.9240 394.0572 394.1905 394.3237 394.4569 394.5901 394.7233 394.8565 394.9896 395.1228 395.2559 395.3890 395.5221 395.6552 395.7883 395.9213 396.0544 396.1874 396.3204 396.4534 396.5864 396.7194 396.8523 396.9853 397.1182 397.2511 397.3840 397.5169 397.6498 397.7826 397.9155 398.0483 398.1811 398.3139 398.4467 398.5795 398.7122 398.8450 398.9777 399.1104 399.2431 399.3758 399.5085 399.6411 399.7738 399.9064 400.0390 400.1716 400.3042 400.4368 400.5694 400.7019 400.8344 400.9669 401.0994 401.2319 401.3644 401.4969 401.6293 401.7617 401.8942 402.0266 402.1590 402.2913 402.4237 402.5560 402.6884 402.8207 402.9530 403.0853 403.2176 403.3498 403.4821 403.6143 403.7465 403.8787 404.0109 404.1431 404.2753 404.4074 404.5395 404.6717 404.8038 404.9359 405.0679 405.2000 405.3320 405.4641 405.5961 405.7281 405.8601 405.9921 406.1240 406.2560 406.3879 406.5198 406.6518 406.7837 406.9155 407.0474 407.1792 407.3111 407.4429 407.5747 407.7065 407.8383 407.9701 408.1018 408.2335 408.3653 408.4970 408.6287 408.7604 408.8920 409.0237 409.1553 409.2869 409.4186 409.5502 409.6817 409.8133 409.9449 410.0764 410.2079 410.3394 410.4709 410.6024 410.7339 410.8653 410.9968 411.1282 411.2596 411.3910 411.5224 411.6538 411.7851 411.9165 412.0478 412.1791 412.3104 412.4417 412.5729 412.7042 412.8354 412.9667 413.0979 413.2291 413.3603 413.4914 413.6226 413.7537 413.8848 414.0160 414.1470 414.2781 414.4092 414.5403 414.6713 414.8023 414.9333 415.0643 415.1953 415.3263 415.4572 415.5882 415.7191 415.8500 415.9809 416.1118 416.2426 416.3735 416.5043 416.6352 416.7660 416.8968 417.0275 417.1583 417.2890 417.4198 417.5505 417.6812 417.8119 417.9426 418.0732 418.2039 418.3345 418.4651 418.5957 418.7263 418.8569 418.9875 419.1180 419.2486 419.3791 419.5096 419.6401 419.7705 419.9010 420.0314 420.1619 420.2923 420.4227 420.5531 420.6834 420.8138 420.9441 421.0745 421.2048 421.3351 421.4654 421.5956 421.7259 421.8561 421.9863 422.1166 422.2467 422.3769 422.5071 422.6372 422.7674 422.8975 423.0276 423.1577 423.2878 423.4178 423.5479 423.6779 423.8079 423.9379 424.0679 424.1979 424.3279 424.4578 424.5877 424.7177 424.8476 424.9774 425.1073 425.2372 425.3670 425.4968 425.6266 425.7564 425.8862 426.0160 426.1457 426.2755 426.4052 426.5349 426.6646 426.7943 426.9239 427.0536 427.1832 427.3128 427.4424 427.5720 427.7016 427.8312 427.9607 428.0902 428.2198 428.3493 428.4787 428.6082 428.7377 428.8671 428.9965 429.1259 429.2553 429.3847 429.5141 429.6434 429.7728 429.9021 430.0314 430.1607 430.2900 430.4192 430.5485 430.6777 430.8069 430.9361 431.0653 431.1945 431.3236 431.4528 431.5819 431.7110 431.8401 431.9692 432.0983 432.2273 432.3564 432.4854 432.6144 432.7434 432.8724 433.0013 433.1303 433.2592 433.3881 433.5170 433.6459 433.7748 433.9037 434.0325 434.1613 434.2902 434.4190 434.5477 434.6765 434.8053 434.9340 435.0627 435.1914 435.3201 435.4488 435.5775 435.7061 435.8348 435.9634 436.0920 436.2206 436.3492 436.4777 436.6063 436.7348 436.8633 436.9918 437.1203 437.2488 437.3772 437.5057 437.6341 437.7625 437.8909 438.0193 438.1476 438.2760 438.4043 438.5326 438.6609 438.7892 438.9175 439.0458 439.1740 439.3022 439.4304 439.5586 439.6868 439.8150 439.9431 440.0713 440.1994 440.3275 440.4556 440.5837 440.7117 440.8398 440.9678 441.0958 441.2238 441.3518 441.4798 441.6078 441.7357 441.8636 441.9915 442.1194 442.2473 442.3752 442.5030 442.6309 442.7587 442.8865 443.0143 443.1420 443.2698 443.3975 443.5253 443.6530 443.7807 443.9084 444.0360 444.1637 444.2913 444.4189 444.5465 444.6741 444.8017 444.9293 445.0568 445.1843 445.3119 445.4394 445.5668 445.6943 445.8218 445.9492 446.0766 446.2040 446.3314 446.4588 446.5862 446.7135 446.8408 446.9681 447.0954 447.2227 447.3500 447.4772 447.6045 447.7317 447.8589 447.9861 448.1133 448.2404 448.3676 448.4947 448.6218 448.7489 448.8760 449.0031 449.1301 449.2572 449.3842 449.5112 449.6382 449.7652 449.8921 450.0191 450.1460 450.2729 450.3998 450.5267 450.6535 450.7804 450.9072 451.0340 451.1609 451.2876 451.4144 451.5412 451.6679 451.7946 451.9214 452.0480 452.1747 452.3014 452.4280 452.5547 452.6813 452.8079 452.9345 453.0611 453.1876 453.3141 453.4407 453.5672 453.6937 453.8202 453.9466 454.0731 454.1995 454.3259 454.4523 454.5787 454.7051 454.8314 454.9577 455.0841 455.2104 455.3367 455.4629 455.5892 455.7154 455.8417 455.9679 456.0941 456.2203 456.3464 456.4726 456.5987 456.7248 456.8509 456.9770 457.1031 457.2292 457.3552 457.4812 457.6072 457.7332 457.8592 457.9852 458.1111 458.2370 458.3630 458.4889 458.6147 458.7406 458.8665 458.9923 459.1181 459.2439 459.3697 459.4955 459.6212 459.7470 459.8727 459.9984 460.1241 460.2498 460.3755 460.5011 460.6267 460.7524 460.8780 461.0035 461.1291 461.2547 461.3802 461.5057 461.6312 461.7567 461.8822 462.0077 462.1331 462.2585 462.3840 462.5093 462.6347 462.7601 462.8854 463.0108 463.1361 463.2614 463.3867 463.5119 463.6372 463.7624 463.8877 464.0129 464.1381 464.2632 464.3884 464.5135 464.6387 464.7638 464.8889 465.0140 465.1390 465.2641 465.3891 465.5141 465.6391 465.7641 465.8891 466.0140 466.1390 466.2639 466.3888 466.5137 466.6385 466.7634 466.8882 467.0131 467.1379 467.2627 467.3875 467.5122 467.6370 467.7617 467.8864 468.0111 468.1358 468.2604 468.3851 468.5097 468.6344 468.7590 468.8835 469.0081 469.1327 469.2572 469.3817 469.5062 469.6307 469.7552 469.8796 470.0041 470.1285 470.2529 470.3773 470.5017 470.6261 470.7504 470.8747 470.9990 471.1233 471.2476 471.3719 471.4961 471.6204 471.7446 471.8688 471.9930 472.1171 472.2413 472.3654 472.4895 472.6137 472.7377 472.8618 472.9859 473.1099 473.2339 473.3579 473.4819 473.6059 473.7299 473.8538 473.9777 474.1016 474.2255 474.3494 474.4733 474.5971 474.7209 474.8448 474.9686 475.0923 475.2161 475.3398 475.4636 475.5873 475.7110 475.8347 475.9583 476.0820 476.2056 476.3292 476.4528 476.5764 476.7000 476.8236 476.9471 477.0706 477.1941 477.3176 477.4411 477.5645 477.6880 477.8114 477.9348 478.0582 478.1816 478.3049 478.4283 478.5516 478.6749 478.7982 478.9215 479.0447 479.1680 479.2912 479.4144 479.5376 479.6608 479.7839 479.9071 480.0302 480.1533 480.2764 480.3995 480.5226 480.6456 480.7686 480.8917 481.0147 481.1376 481.2606 481.3836 481.5065 481.6294 481.7523 481.8752 481.9981 482.1209 482.2437 482.3666 482.4894 482.6122 482.7349 482.8577 482.9804 483.1031 483.2258 483.3485 483.4712 483.5939 483.7165 483.8391 483.9617 484.0843 484.2069 484.3294 484.4520 484.5745 484.6970 484.8195 484.9420 485.0644 485.1869 485.3093 485.4317 485.5541 485.6765 485.7988 485.9212 486.0435 486.1658 486.2881 486.4104 486.5326 486.6549 486.7771 486.8993 487.0215 487.1437 487.2658 487.3880 487.5101 487.6322 487.7543 487.8764 487.9985 488.1205 488.2425 488.3645 488.4865 488.6085 488.7305 488.8524 488.9743 489.0963 489.2182 489.3400 489.4619 489.5837 489.7056 489.8274 489.9492 490.0710 490.1927 490.3145 490.4362 490.5579 490.6796 490.8013 490.9229 491.0446 491.1662 491.2878 491.4094 491.5310 491.6526 491.7741 491.8956 492.0172 492.1387 492.2601 492.3816 492.5030 492.6245 492.7459 492.8673 492.9887 493.1100 493.2314 493.3527 493.4740 493.5953 493.7166 493.8378 493.9591 494.0803 494.2015 494.3227 494.4439 494.5650 494.6862 494.8073 494.9284 495.0495 495.1706 495.2917 495.4127 495.5337 495.6547 495.7757 495.8967 496.0177 496.1386 496.2595 496.3804 496.5013 496.6222 496.7431 496.8639 496.9847 497.1055 497.2263 497.3471 497.4679 497.5886 497.7093 497.8300 497.9507 498.0714 498.1920 498.3127 498.4333 498.5539 498.6745 498.7951 498.9156 499.0362 499.1567 499.2772 499.3977 499.5181 499.6386 499.7590 499.8794 499.9998 500.1202 500.2406 500.3610 500.4813 500.6016 500.7219 500.8422 500.9625 501.0827 501.2029 501.3232 501.4434 501.5635 501.6837 501.8039 501.9240 502.0441 502.1642 502.2843 502.4043 502.5244 502.6444 502.7644 502.8844 503.0044 503.1244 503.2443 503.3642 503.4842 503.6040 503.7239 503.8438 503.9636 504.0835 504.2033 504.3231 504.4428 504.5626 504.6823 504.8021 504.9218 505.0415 505.1611 505.2808 505.4004 505.5200 505.6397 505.7592 505.8788 505.9984 506.1179 506.2374 506.3569 506.4764 506.5959 506.7153 506.8348 506.9542 507.0736 507.1930 507.3123 507.4317 507.5510 507.6704 507.7897 507.9089 508.0282 508.1474 508.2667 508.3859 508.5051 508.6243 508.7434 508.8626 508.9817 509.1008 509.2199 509.3390 509.4581 509.5771 509.6961 509.8151 509.9341 510.0531 510.1721 510.2910 510.4099 510.5289 510.6477 510.7666 510.8855 511.0043 511.1231 511.2419 511.3607 511.4795 511.5983 511.7170 511.8357 511.9544 512.0731 512.1918 512.3104 512.4291 512.5477 512.6663 512.7849 512.9034 513.0220 513.1405 513.2590 513.3775 513.4960 513.6145 513.7329 513.8514 513.9698 514.0882 514.2066 514.3249 514.4433 514.5616 514.6799 514.7982 514.9165 515.0348 515.1530 515.2713 515.3895 515.5077 515.6258 515.7440 515.8621 515.9803 516.0984 516.2165 516.3346 516.4526 516.5707 516.6887 516.8067 516.9247 517.0427 517.1606 517.2786 517.3965 517.5144 517.6323 517.7502 517.8680 517.9859 518.1037 518.2215 518.3393 518.4571 518.5749 518.6926 518.8103 518.9280 519.0457 519.1634 519.2811 519.3987 519.5164 519.6340 519.7516 519.8691 519.9867 520.1042 520.2218 520.3393 520.4568 520.5743 520.6917 520.8092 520.9266 521.0440 521.1614 521.2788 521.3962 521.5135 521.6308 521.7481 521.8654 521.9827 522.1000 522.2172 522.3345 522.4517 522.5689 522.6861 522.8032 522.9204 523.0375 523.1547 523.2718 523.3888 523.5059 523.6230 523.7400 523.8570 523.9740 524.0910 524.2080 524.3249 524.4419 524.5588 524.6757 524.7926 524.9095 525.0263 525.1432 525.2600 525.3768 525.4936 525.6104 525.7272 525.8439 525.9606 526.0773 526.1940 526.3107 526.4274 526.5440 526.6606 526.7773 526.8939 527.0104 527.1270 527.2436 527.3601 527.4766 527.5931 527.7096 527.8260 527.9425 528.0589 528.1753 528.2917 528.4081 528.5245 528.6408 528.7572 528.8735 528.9898 529.1061 529.2223 529.3386 529.4548 529.5710 529.6872 529.8034 529.9196 530.0357 530.1518 530.2679 530.3840 530.5001 530.6162 530.7322 530.8482 530.9642 531.0802 531.1962 531.3121 531.4281 531.5440 531.6599 531.7757 531.8916 532.0074 532.1233 532.2391 532.3548 532.4706 532.5863 532.7021 532.8178 532.9334 533.0491 533.1647 533.2804 533.3960 533.5115 533.6271 533.7426 533.8581 533.9736 534.0891 534.2045 534.3200 534.4354 534.5507 534.6661 534.7814 534.8967 535.0120 535.1272 535.2425 535.3577 535.4729 535.5880 535.7031 535.8182 535.9333 536.0483 536.1633 536.2783 536.3933 536.5082 536.6231 536.7380 536.8528 536.9676 537.0824 537.1971 537.3118 537.4265 537.5411 537.6557 537.7703 537.8848 537.9993 538.1138 538.2282 538.3425 538.4569 538.5712 538.6854 538.7996 538.9138 539.0279 539.1420 539.2560 539.3700 539.4840 539.5979 539.7117 539.8255 539.9392 540.0529 540.1665
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Column 1: Two letter code of measurement routine
Column 2: UT date and time for beginning of measurement, yyyymmddThhmmssZ (ISO 8601)
Column 3: Fractional days since 1-Jan-2000 UT midnight for beginning of measurement
Column 4: Routine count (1 for the first routine of the day, 2 for the second, etc.)
Column 5: Repetition count (1 for the first set in the routine, 2 for the second, etc.)
Column 6: Total duration of measurement set in seconds
Column 7: Data processing type index
Column 8: Integration time [ms]
Column 9: Number of bright count cycles
Column 10: Number of dark count cycles
Column 11: Saturation index: positive integer is the number of saturated cycles included in the data, negative integer is the number of cycles skipped due to saturation
Column 12: Effective position of filterwheel #1, 0=filterwheel not used, 1-9 are valid positions
Column 13: Effective position of filterwheel #2, 0=filterwheel not used, 1-9 are valid positions
Column 14: Pointing zenith angle in degree, absolute or relative (see next column), 999=tracker not used
Column 15: Zenith pointing mode: zenith angle is... 0=absolute, 1=relative to sun, 2=relative to moon
Column 16: Pointing azimuth in degree, increases clockwise, absolute (0=north) or relative (see next column), 999=tracker not used
Column 17: Azimuth pointing mode: like zenith angle mode but also fixed scattering angles relative to sun (3) or moon (4)
Column 18: Target distance [m], -1=not pointed on target
Column 19: Sum over 2^i with i being a L0 to L1 conversion step, 0=dark correction, 1=non-linearity correction, 2=latency correction, 3=flat field correction, 4=conversion to count rates, 5=temperature correction, 6=stray light correction, 7=wavelength change determination, 8=sensitivity correction, 9=wavelength correction
Column 20: Dark correction method: -9=no dark correction done, since it was not requested, -2=no dark correction done, since there were no bright measurements, -1=no dark correction done, since there was no matching dark measurement, 0=dark correction done with measured dark count only, since input darkmeth was MEAS or no dark map parameters available, 1=dark correction done using dark fine structure map and measured dark count, >1=dark correction done with measured dark count only, since dark background fitting gave an error
Column 21: L1 data quality flag: 0=assured high quality, 1=assured medium quality, 2=assured low quality, 10=not-assured high quality, 11=not-assured medium quality, 12=not-assured low quality
Column 22: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ1 limit, 0=Saturated data, 1=Too few dark counts measurements, 2=No temperature given or effective temperature too different from the reference temperature, 3=Dark count too high, 4=Unsuccessful dark background fitting, 5=The dark count differs significantly from the dark map for too many pixels, 6=Absolute value of estimated average residual stray light level too high, 7=Although attempted, no wavelength change could be retrieved, 8=Absolute value of retrieved wavelength shift too large, 9=Retrieved wavelength shift differs too much from the shift predicted by the effective temperature
Column 23: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ2 limit (same parameters as for DQ1)
Column 24: Wavelength effective temperature [°C], 999=no effective temperature given
Column 25: Number of pixels, where dark count is higher than bright count, -9=no bright counts or dark counts measured
Column 26: Number of pixels, where DQ1 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 27: Number of pixels, where DQ2 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 28: Index of (not dead, blind, warm, or saturated) pixel with highest corrected counts
Column 29: Mean over blind and oversampled pixels in the bright counts, -9 if there is no bright count
Column 30: Standard error of blind and oversampled pixels in the bright counts, -9 if there is no bright count standard error
Column 31: Mean over blind and oversampled pixels in the dark counts, -9 if there is no dark count
Column 32: Standard error of blind and oversampled pixels in the dark counts, -9 if there is no dark count standard error
Column 33: Number of function evaluations used for dark background fitting, -9 if no background fitting was done
Column 34: rms of unweighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 35: Normalized rms of weighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 36: Mean difference dark map to measured dark count, -9 if no background fitting was done
Column 37: rms of difference dark map to measured dark count, -9 if no background fitting was done
Column 38: Mean absolute difference dark map to measured dark count expressed in number of standard deviations, -9 if no background fitting was done
Column 39: Number of regular pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 40: Number of warm pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 41: Number of hot pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 42: Index of regular pixel, where the dark map differed most from the measured dark count, -9 if no background fitting was done
Column 43: Number of sigmas the dark map differs from the measured dark for the pixel with the largest difference, -9 if no background fitting was done
Column 44: Retrieved value for dark background fitting parameter 1, -9 if no background fitting was done
Column 45: Uncertainty of retrieved value for dark background fitting parameter 1, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 46: Retrieved value for dark background fitting parameter 2, -9 if no background fitting was done
Column 47: Uncertainty of retrieved value for dark background fitting parameter 2, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 48: Retrieved value for dark background fitting parameter 3, -9 if no background fitting was done
Column 49: Uncertainty of retrieved value for dark background fitting parameter 3, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 50: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 51: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 52: Estimated stray light in the signal before correction at 300nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 53: Estimated stray light in the signal before correction at 302.5nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 54: Estimated stray light in the signal before correction at 305nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 55: Estimated stray light in the signal before correction at 310nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 56: Estimated stray light in the signal before correction at 320nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 57: Estimated stray light in the signal before correction at 350nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 58: Estimated stray light in the signal before correction at 400nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 59: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 60: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 61: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 62: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 63: Mean wavelength correction applied [%], -9=no wavelength correction
Column 64: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 65: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 66: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 67: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 68: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 69: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 70: Temperature at electronics board [°C], 999=no temperature signal
Column 71: Spectrometer control temperature [°C], 999=no temperature signal
Column 72: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 73: Temperature in head sensor [°C], 999=no temperature signal
Column 74: Humidity in head sensor [%], -9=no humidity signal
Column 75: Pressure in head sensor [hPa], -9=no pressure signal
Column 76: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 77: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 78: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 79-2126: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2127-4174: 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 4175-6222: 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 20210213T045028.0Z 7714.201713 1 1 32.01 4 4000.000 8 2 0 1 1 0.00 0 124.95 0 -1.00 507 0 10 0 0 19.60 83 0 0 1403 4.005e+02 6.696e+00 4.255e+02 5.273e+00 0 0.000e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 -9 -9 -9 -9 -9.00e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 1 9.09 -1.00 51.00 57.33 86.41 35.04 11.94 6.38 0 1.469e-01 1700 -9 -9.00 -9.00 -9.00 -9.00 0.00965 4.44900e-02 -5.30673e-04 25.07 20.00 19.60 14.97 33.5 924.70 4.211e+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 57 -57 35 31 151 -43 12 -54 -55 34 -32 -47 -43 -46 9 -48 -41 -4 -49 -44 -64 24 -35 -51 6 3 60 4 -41 51 -16 -14 21 -34 -11 -33 37 -35 56 12 35 -4 -18 128 -36 45 -45 66 1 46 43 -26 36 -33 21 -30 -33 42 8 54 -36 -40 -28 30 49 1 -11 -16 -34 4 2 15 -11 31 -35 -8 -1 -23 -35 -41 28 -13 12 53 41 -19 13 -29 10 -20 -18 -7 104 -18 -30 26 35 -19 -11 -6 -26 16 2 68 9 10 34 50 100 29 1 7 60 -21 -28 -17 -31 -30 82 -1 2 5 4 -1 -16 43 15 53 6 -24 20 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239 155 166 115 152 146 254 176 212 182 247 110 246 252 80 166 150 299 171 262 178 295 196 235 204 166 187 217 251 160 233 159 236 58 28 107 123 242 165 150 50 176 173 123 149 195 180 192 146 236 154 215 170 167 191 212 201 85 231 152 160 200 213 215 224 257 226 148 253 137 156 183 249 198 250 123 241 235 234 252 215 200 185 217 113 173 129 187 150 342 228 144 190 176 187 247 105 265 153 217 302 273 306 223 196 216 232 206 170 219 249 241 186 204 265 250 237 131 180 226 249 156 184 164 147 200 4 148 193 240 217 195 146 137 184 105 119 149 119 262 153 255 199 256 228 209 194 170 258 175 287 205 177 145 164 137 113 126 157 212 112 250 284 123 190 327 215 247 239 351 224 205 178 120 113 181 213 320 218 200 364 221 250 265 250 223 272 311 297 331 240 319 329 223 186 205 380 182 277 205 354 326 193 406 243 278 166 210 311 213 202 140 356 141 259 323 197 373 212 288 238 333 263 315 260 163 265 215 291 215 180 269 169 311 268 242 317 162 194 277 261 240 174 108 281 181 187 196 125 159 159 173 205 231 188 276 238 230 215 175 79 214 274 325 234 153 204 226 207 235 276 96 138 194 247 228 304 261 237 276 301 409 289 295 285 225 255 290 222 294 279 221 273 185 179 235 307 315 295 319 281 210 298 293 254 286 145 198 250 213 185 232 96 208 199 162 208 174 178 173 137 186 121 131 178 132 79 174 157 258 191 196 195 212 253 239 185 259 171 219 183 100 182 192 209 225 215 151 232 168 237 215 289 217 275 153 176 200 215 318 164 213 227 260 261 239 233 222 247 349 255 246 234 267 124 311 204 296 303 371 339 379 267 242 312 212 253 157 197 330 233 193 219 38 134 122 115 120 241 210 266 198 264 237 242 255 293 274 253 287 263 228 341 387 346 216 210 174 198 173 129 128 75 141 170 219 265 315 242 301 284 208 329 233 314 370 401 329 339 346 357 419 265 409 334 324 320 332 394 284 381 414 417 436 350 364 356 378 321 361 417 296 413 363 394 423 458 415 327 361 309 330 372 398 450 342 379 406 337 378 387 347 348 289 333 321 344 336 378 360 383 332 284 308 273 346 454 368 386 283 301 352 391 403 347 323 437 379 418 407 331 376 443 366 378 449 333 360 431 410 385 252 254 291 334 295 385 354 376 403 362 354 362 437 366 462 429 452 443 405 321 384 396 423 410 375 340 418 402 434 392 486 327 445 406 336 339 361 450 437 401 446 305 392 366 417 336 413 445 368 418 389 420 421 387 364 387 369 393 362 386 320 379 365 407 302 450 365 341 327 436 416 356 404 412 357 300 351 316 309 350 435 375 360 394 383 397 419 400 416 372 397 410 402 415 354 412 267 325 310 348 419 349 372 357 293 410 454 428 330 383 329 456 389 310 386 376 396 375 363 294 387 399 347 414 433 452 373 410 355 338 351 308 407 311 393 374 415 399 390 408 401 406 391 358 336 344 341 306 349 387 334 324 276 233 273 221 200 205 242 270 264 314 241 243 338 392 430 359 462 460 298 317 368 332 287 397 373 322 432 416 388 421 364 338 316 275 268 341 352 377 399 433 318 345 372 360 2 402 400 379 394 404 440 411 444 350 373 333 388 374 424 312 363 362 380 357 368 394 293 363 360 315 358 319 360 419 336 427 375 345 305 343 391 379 394 406 419 347 352 325 452 371 385 391 363 469 439 442 388 401 430 455 456 431 319 429 376 374 418 389 455 466 405 389 409 423 425 354 426 368 501 300 384 412 336 403 417 458 338 375 443 444 358 386 489 427 383 416 429 350 473 420 422 403 391 376 390 438 390 373 474 507 481 385 428 363 466 426 426 474 442 399 522 476 488 482 452 435 528 358 372 482 424 449 461 423 401 468 440 373 408 457 385 363 443 344 443 374 387 387 438 417 446 413 442 423 336 393 394 303 372 410 448 383 387 485 390 409 428 447 468 456 369 476 386 432 477 424 406 389 426 443 386 434 386 437 401 410 380 380 492 490 478 434 428 427 373 385 370 360 383 441 432 377 374 405 420 376 427 403 434 366 414 417 403 420 434 480 364 414 429 372 535 349 442 394 364 411 383 387 382 410 387 379 412 382 433 367 460 398 397 352 434 400 406 439 399 459 421 452 407 391 378 367 331 326 427 410 408 420 379 447 394 370 385 344 384 434 394 435 459 448 393 397 344 379 328 470 430 416 359 325 338 400 348 381 350 306 326 349 381 467 417 324 452 393 396 383 398 343 444 433 329 396 367 499 380 381 437 387 387 397 417 372 356 305 394 348 445 417 364 373 409 404 393 369 354 381 339 377 397 371 300 419 400 384 349 422 367 462 368 378 365 347 382 415 467 337 375 335 399 300 387 410 312 400 416 380 438 373 452 377 354 385 361 338 356 360 373 364 377 413 348 415 448 353 354 437 434 344 392 353 422 390 366 355 318 288 396 393 402 399 415 274 376 335 373 364 436 373 427 386 324 359 303 365 313 346 356 548 342 253 254 352 305 319 322 298 304 425 375 337 361 349 319 446 314 392 309 332 265 353 339 361 325 282 337 295 345 356 257 323 291 372 320 342 285 363 357 320 351 373 433 356 313 325 349 343 255 378 319 378 308 393 273 388 344 333 372 357 348 360 435 368 419 334 377 388 273 448 231 399 374 387 352 341 361 274 275 372 359 201 272 382 445 270 328 312 320 402 310 363 295 350 339 326 332 302 251 298 404 322 265 391 404 282 362 366 348 282 423 380 301 428 262 290 173 282 201 202 302 361 250 335 228 268 216 182 241 312 226 339 373 332 337 225 400 290 276 289 294 294 324 296 233 345 282 289 180 250 251 306 221 222 195 315 325 178 342 316 361 376 254 249 280 288 331 263 312 267 265 228 306 348 285 293 306 266 151 222 276 299 195 220 246 271 286 208 241 298 262 296 290 314 322 310 310 318 273 257 339 327 292 230 236 298 337 250 224 303 309 330 303 304 303 305 254 316 266 169 240 307 275 254 299 284 155 319 348 250 332 266 345 266 214 317 170 306 242 359 234 325 256 276 253 252 316 309 217 196 244 318 265 259 252 322 158 207 285 228 164 243 334 284 289 285 175 436 199 216 239 232 250 211 237 275 198 221 293 196 205 374 306 306 333 354 179 241 238 217 301 314 218 340 277 194 345 285 291 314 349 256 106 240 212 241 217 255 261 192 216 224 323 234 335 292 270 292 272 317 248 307 311 310 317 286 283 227 222 236 175 286 301 364 201 315 212 190 164 204 317 203 322 248 212 308 228 279 138 239 160 229 197 178 224 265 302 293 210 208 202 301 255 286 281 234 253 45 100 247 346 168 233 262 160 279 333 154 185 126 112 183 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