File name: Pandora212s1_Pontianak_20240514_L1_smca1c6d20240309p1-8.txt File generation date: 20241016T100354.3Z Data description: Level 1 file (corrected signals) Data file version: smca1c6d20240309p1-8 Local principal investigator: La Ode Muhammad Network principal investigator: Alexander Cede Instrument type: Pandora Instrument number: 212 Spectrometer number: 1 Processing software version used: BlickP v1.8.60 Instrument operation file used: Pandora212_OF_v2d20210908.txt Instrument calibration file used: Pandora212s1_CF_v6d20240309.txt Level 0 file used: Pandora212s1_Pontianak_20240514_L0.txt Full location name: Pontianak Space and Atmosphere Observatory (Balai Pengamatan Antariksa dan Atmos Short location name: Pontianak Country of location: Indonesia Location latitude [deg]: 0.0415 Location longitude [deg]: 109.3366 Location altitude [m]: 1 Local noon date: 20240514 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: same as 5 but HCHO decreased Nominal wavelengths [nm]: 269.3613 269.5056 269.6500 269.7943 269.9386 270.0830 270.2273 270.3716 270.5159 270.6601 270.8044 270.9486 271.0929 271.2371 271.3813 271.5255 271.6697 271.8139 271.9581 272.1023 272.2464 272.3906 272.5347 272.6788 272.8229 272.9670 273.1111 273.2552 273.3992 273.5433 273.6873 273.8313 273.9754 274.1194 274.2634 274.4073 274.5513 274.6953 274.8392 274.9831 275.1271 275.2710 275.4149 275.5588 275.7026 275.8465 275.9903 276.1342 276.2780 276.4218 276.5656 276.7094 276.8532 276.9970 277.1407 277.2845 277.4282 277.5719 277.7156 277.8593 278.0030 278.1467 278.2903 278.4340 278.5776 278.7213 278.8649 279.0085 279.1520 279.2956 279.4392 279.5827 279.7263 279.8698 280.0133 280.1568 280.3003 280.4438 280.5872 280.7307 280.8741 281.0176 281.1610 281.3044 281.4478 281.5912 281.7345 281.8779 282.0212 282.1646 282.3079 282.4512 282.5945 282.7377 282.8810 283.0243 283.1675 283.3107 283.4540 283.5972 283.7404 283.8835 284.0267 284.1699 284.3130 284.4561 284.5993 284.7424 284.8855 285.0285 285.1716 285.3147 285.4577 285.6007 285.7438 285.8868 286.0298 286.1727 286.3157 286.4587 286.6016 286.7445 286.8875 287.0304 287.1733 287.3161 287.4590 287.6019 287.7447 287.8875 288.0303 288.1732 288.3159 288.4587 288.6015 288.7442 288.8870 289.0297 289.1724 289.3151 289.4578 289.6005 289.7432 289.8858 290.0285 290.1711 290.3137 290.4563 290.5989 290.7415 290.8841 291.0266 291.1692 291.3117 291.4542 291.5967 291.7392 291.8817 292.0241 292.1666 292.3090 292.4514 292.5939 292.7363 292.8787 293.0210 293.1634 293.3057 293.4481 293.5904 293.7327 293.8750 294.0173 294.1596 294.3019 294.4441 294.5863 294.7286 294.8708 295.0130 295.1552 295.2973 295.4395 295.5817 295.7238 295.8659 296.0080 296.1501 296.2922 296.4343 296.5763 296.7184 296.8604 297.0025 297.1445 297.2865 297.4285 297.5704 297.7124 297.8543 297.9963 298.1382 298.2801 298.4220 298.5639 298.7058 298.8476 298.9895 299.1313 299.2731 299.4149 299.5567 299.6985 299.8403 299.9821 300.1238 300.2655 300.4073 300.5490 300.6907 300.8324 300.9740 301.1157 301.2573 301.3990 301.5406 301.6822 301.8238 301.9654 302.1069 302.2485 302.3901 302.5316 302.6731 302.8146 302.9561 303.0976 303.2391 303.3805 303.5220 303.6634 303.8048 303.9463 304.0876 304.2290 304.3704 304.5118 304.6531 304.7945 304.9358 305.0771 305.2184 305.3597 305.5009 305.6422 305.7834 305.9247 306.0659 306.2071 306.3483 306.4895 306.6307 306.7718 306.9130 307.0541 307.1953 307.3364 307.4775 307.6185 307.7596 307.9007 308.0417 308.1828 308.3238 308.4648 308.6058 308.7468 308.8878 309.0287 309.1697 309.3106 309.4516 309.5925 309.7334 309.8743 310.0151 310.1560 310.2969 310.4377 310.5785 310.7193 310.8601 311.0009 311.1417 311.2825 311.4232 311.5640 311.7047 311.8454 311.9861 312.1268 312.2675 312.4082 312.5488 312.6895 312.8301 312.9707 313.1113 313.2519 313.3925 313.5331 313.6736 313.8142 313.9547 314.0952 314.2357 314.3762 314.5167 314.6572 314.7977 314.9381 315.0785 315.2190 315.3594 315.4998 315.6402 315.7805 315.9209 316.0612 316.2016 316.3419 316.4822 316.6225 316.7628 316.9031 317.0434 317.1836 317.3239 317.4641 317.6043 317.7445 317.8847 318.0249 318.1650 318.3052 318.4453 318.5855 318.7256 318.8657 319.0058 319.1459 319.2859 319.4260 319.5660 319.7061 319.8461 319.9861 320.1261 320.2661 320.4061 320.5460 320.6860 320.8259 320.9658 321.1058 321.2457 321.3855 321.5254 321.6653 321.8051 321.9450 322.0848 322.2246 322.3644 322.5042 322.6440 322.7838 322.9235 323.0633 323.2030 323.3427 323.4824 323.6221 323.7618 323.9015 324.0411 324.1808 324.3204 324.4600 324.5996 324.7392 324.8788 325.0184 325.1580 325.2975 325.4370 325.5766 325.7161 325.8556 325.9951 326.1346 326.2740 326.4135 326.5529 326.6923 326.8318 326.9712 327.1106 327.2499 327.3893 327.5287 327.6680 327.8073 327.9467 328.0860 328.2253 328.3646 328.5038 328.6431 328.7823 328.9216 329.0608 329.2000 329.3392 329.4784 329.6176 329.7567 329.8959 330.0350 330.1742 330.3133 330.4524 330.5915 330.7305 330.8696 331.0087 331.1477 331.2867 331.4258 331.5648 331.7038 331.8427 331.9817 332.1207 332.2596 332.3985 332.5375 332.6764 332.8153 332.9542 333.0930 333.2319 333.3708 333.5096 333.6484 333.7872 333.9260 334.0648 334.2036 334.3424 334.4811 334.6199 334.7586 334.8973 335.0360 335.1747 335.3134 335.4520 335.5907 335.7293 335.8680 336.0066 336.1452 336.2838 336.4224 336.5610 336.6995 336.8381 336.9766 337.1151 337.2536 337.3921 337.5306 337.6691 337.8076 337.9460 338.0845 338.2229 338.3613 338.4997 338.6381 338.7765 338.9148 339.0532 339.1915 339.3299 339.4682 339.6065 339.7448 339.8831 340.0213 340.1596 340.2978 340.4361 340.5743 340.7125 340.8507 340.9889 341.1270 341.2652 341.4033 341.5415 341.6796 341.8177 341.9558 342.0939 342.2320 342.3700 342.5081 342.6461 342.7841 342.9222 343.0602 343.1981 343.3361 343.4741 343.6120 343.7500 343.8879 344.0258 344.1637 344.3016 344.4395 344.5774 344.7152 344.8531 344.9909 345.1287 345.2665 345.4043 345.5421 345.6799 345.8176 345.9554 346.0931 346.2308 346.3685 346.5062 346.6439 346.7816 346.9192 347.0569 347.1945 347.3321 347.4697 347.6073 347.7449 347.8825 348.0200 348.1576 348.2951 348.4326 348.5702 348.7077 348.8451 348.9826 349.1201 349.2575 349.3950 349.5324 349.6698 349.8072 349.9446 350.0820 350.2193 350.3567 350.4940 350.6313 350.7687 350.9060 351.0432 351.1805 351.3178 351.4550 351.5923 351.7295 351.8667 352.0039 352.1411 352.2783 352.4154 352.5526 352.6897 352.8269 352.9640 353.1011 353.2382 353.3752 353.5123 353.6494 353.7864 353.9234 354.0604 354.1974 354.3344 354.4714 354.6084 354.7453 354.8823 355.0192 355.1561 355.2930 355.4299 355.5668 355.7036 355.8405 355.9773 356.1142 356.2510 356.3878 356.5246 356.6613 356.7981 356.9349 357.0716 357.2083 357.3450 357.4817 357.6184 357.7551 357.8918 358.0284 358.1651 358.3017 358.4383 358.5749 358.7115 358.8481 358.9846 359.1212 359.2577 359.3942 359.5307 359.6672 359.8037 359.9402 360.0767 360.2131 360.3495 360.4860 360.6224 360.7588 360.8952 361.0315 361.1679 361.3042 361.4406 361.5769 361.7132 361.8495 361.9858 362.1220 362.2583 362.3945 362.5308 362.6670 362.8032 362.9394 363.0756 363.2117 363.3479 363.4840 363.6202 363.7563 363.8924 364.0285 364.1646 364.3006 364.4367 364.5727 364.7088 364.8448 364.9808 365.1168 365.2527 365.3887 365.5246 365.6606 365.7965 365.9324 366.0683 366.2042 366.3401 366.4759 366.6118 366.7476 366.8834 367.0192 367.1550 367.2908 367.4266 367.5623 367.6981 367.8338 367.9695 368.1052 368.2409 368.3766 368.5123 368.6479 368.7836 368.9192 369.0548 369.1904 369.3260 369.4616 369.5971 369.7327 369.8682 370.0037 370.1392 370.2747 370.4102 370.5457 370.6811 370.8166 370.9520 371.0874 371.2228 371.3582 371.4936 371.6290 371.7643 371.8997 372.0350 372.1703 372.3056 372.4409 372.5761 372.7114 372.8467 372.9819 373.1171 373.2523 373.3875 373.5227 373.6579 373.7930 373.9282 374.0633 374.1984 374.3335 374.4686 374.6037 374.7387 374.8738 375.0088 375.1438 375.2788 375.4138 375.5488 375.6838 375.8187 375.9537 376.0886 376.2235 376.3584 376.4933 376.6282 376.7631 376.8979 377.0327 377.1676 377.3024 377.4372 377.5719 377.7067 377.8415 377.9762 378.1109 378.2457 378.3804 378.5150 378.6497 378.7844 378.9190 379.0537 379.1883 379.3229 379.4575 379.5921 379.7266 379.8612 379.9957 380.1303 380.2648 380.3993 380.5338 380.6682 380.8027 380.9371 381.0716 381.2060 381.3404 381.4748 381.6092 381.7435 381.8779 382.0122 382.1466 382.2809 382.4152 382.5495 382.6837 382.8180 382.9522 383.0865 383.2207 383.3549 383.4891 383.6232 383.7574 383.8916 384.0257 384.1598 384.2939 384.4280 384.5621 384.6962 384.8302 384.9643 385.0983 385.2323 385.3663 385.5003 385.6343 385.7682 385.9022 386.0361 386.1700 386.3039 386.4378 386.5717 386.7055 386.8394 386.9732 387.1070 387.2408 387.3746 387.5084 387.6422 387.7759 387.9097 388.0434 388.1771 388.3108 388.4445 388.5782 388.7118 388.8455 388.9791 389.1127 389.2463 389.3799 389.5135 389.6470 389.7806 389.9141 390.0476 390.1811 390.3146 390.4481 390.5816 390.7150 390.8484 390.9819 391.1153 391.2487 391.3820 391.5154 391.6488 391.7821 391.9154 392.0487 392.1820 392.3153 392.4486 392.5818 392.7151 392.8483 392.9815 393.1147 393.2479 393.3811 393.5142 393.6474 393.7805 393.9136 394.0467 394.1798 394.3129 394.4459 394.5790 394.7120 394.8450 394.9780 395.1110 395.2440 395.3770 395.5099 395.6428 395.7758 395.9087 396.0416 396.1744 396.3073 396.4401 396.5730 396.7058 396.8386 396.9714 397.1042 397.2369 397.3697 397.5024 397.6351 397.7679 397.9005 398.0332 398.1659 398.2985 398.4312 398.5638 398.6964 398.8290 398.9616 399.0942 399.2267 399.3593 399.4918 399.6243 399.7568 399.8893 400.0217 400.1542 400.2866 400.4191 400.5515 400.6839 400.8162 400.9486 401.0810 401.2133 401.3456 401.4779 401.6102 401.7425 401.8748 402.0071 402.1393 402.2715 402.4037 402.5359 402.6681 402.8003 402.9324 403.0646 403.1967 403.3288 403.4609 403.5930 403.7251 403.8571 403.9892 404.1212 404.2532 404.3852 404.5172 404.6492 404.7811 404.9131 405.0450 405.1769 405.3088 405.4407 405.5725 405.7044 405.8362 405.9681 406.0999 406.2317 406.3635 406.4952 406.6270 406.7587 406.8904 407.0222 407.1538 407.2855 407.4172 407.5489 407.6805 407.8121 407.9437 408.0753 408.2069 408.3385 408.4700 408.6016 408.7331 408.8646 408.9961 409.1276 409.2590 409.3905 409.5219 409.6533 409.7848 409.9162 410.0475 410.1789 410.3102 410.4416 410.5729 410.7042 410.8355 410.9668 411.0980 411.2293 411.3605 411.4917 411.6229 411.7541 411.8853 412.0165 412.1476 412.2788 412.4099 412.5410 412.6721 412.8031 412.9342 413.0652 413.1963 413.3273 413.4583 413.5893 413.7203 413.8512 413.9822 414.1131 414.2440 414.3749 414.5058 414.6367 414.7675 414.8983 415.0292 415.1600 415.2908 415.4216 415.5523 415.6831 415.8138 415.9445 416.0753 416.2060 416.3366 416.4673 416.5979 416.7286 416.8592 416.9898 417.1204 417.2510 417.3815 417.5121 417.6426 417.7731 417.9036 418.0341 418.1646 418.2951 418.4255 418.5559 418.6864 418.8168 418.9472 419.0775 419.2079 419.3382 419.4685 419.5989 419.7292 419.8594 419.9897 420.1200 420.2502 420.3804 420.5106 420.6408 420.7710 420.9012 421.0313 421.1615 421.2916 421.4217 421.5518 421.6819 421.8119 421.9420 422.0720 422.2020 422.3320 422.4620 422.5920 422.7219 422.8519 422.9818 423.1117 423.2416 423.3715 423.5014 423.6312 423.7611 423.8909 424.0207 424.1505 424.2803 424.4100 424.5398 424.6695 424.7992 424.9289 425.0586 425.1883 425.3180 425.4476 425.5773 425.7069 425.8365 425.9661 426.0956 426.2252 426.3547 426.4843 426.6138 426.7433 426.8727 427.0022 427.1317 427.2611 427.3905 427.5199 427.6493 427.7787 427.9081 428.0374 428.1667 428.2961 428.4254 428.5546 428.6839 428.8132 428.9424 429.0716 429.2009 429.3301 429.4592 429.5884 429.7176 429.8467 429.9758 430.1049 430.2340 430.3631 430.4922 430.6212 430.7502 430.8793 431.0083 431.1372 431.2662 431.3952 431.5241 431.6530 431.7820 431.9109 432.0397 432.1686 432.2975 432.4263 432.5551 432.6839 432.8127 432.9415 433.0703 433.1990 433.3277 433.4564 433.5851 433.7138 433.8425 433.9712 434.0998 434.2284 434.3570 434.4856 434.6142 434.7428 434.8713 434.9999 435.1284 435.2569 435.3854 435.5138 435.6423 435.7708 435.8992 436.0276 436.1560 436.2844 436.4127 436.5411 436.6694 436.7978 436.9261 437.0544 437.1826 437.3109 437.4391 437.5674 437.6956 437.8238 437.9520 438.0801 438.2083 438.3364 438.4646 438.5927 438.7208 438.8489 438.9769 439.1050 439.2330 439.3610 439.4890 439.6170 439.7450 439.8729 440.0009 440.1288 440.2567 440.3846 440.5125 440.6404 440.7682 440.8960 441.0239 441.1517 441.2795 441.4072 441.5350 441.6627 441.7905 441.9182 442.0459 442.1736 442.3012 442.4289 442.5565 442.6841 442.8117 442.9393 443.0669 443.1945 443.3220 443.4495 443.5770 443.7045 443.8320 443.9595 444.0869 444.2144 444.3418 444.4692 444.5966 444.7240 444.8513 444.9787 445.1060 445.2333 445.3606 445.4879 445.6152 445.7424 445.8696 445.9969 446.1241 446.2513 446.3784 446.5056 446.6327 446.7599 446.8870 447.0141 447.1412 447.2682 447.3953 447.5223 447.6493 447.7763 447.9033 448.0303 448.1573 448.2842 448.4111 448.5380 448.6649 448.7918 448.9187 449.0455 449.1724 449.2992 449.4260 449.5528 449.6795 449.8063 449.9330 450.0598 450.1865 450.3132 450.4398 450.5665 450.6932 450.8198 450.9464 451.0730 451.1996 451.3262 451.4527 451.5793 451.7058 451.8323 451.9588 452.0852 452.2117 452.3382 452.4646 452.5910 452.7174 452.8438 452.9701 453.0965 453.2228 453.3492 453.4755 453.6017 453.7280 453.8543 453.9805 454.1067 454.2330 454.3591 454.4853 454.6115 454.7376 454.8638 454.9899 455.1160 455.2421 455.3681 455.4942 455.6202 455.7463 455.8723 455.9983 456.1242 456.2502 456.3761 456.5021 456.6280 456.7539 456.8797 457.0056 457.1315 457.2573 457.3831 457.5089 457.6347 457.7605 457.8862 458.0120 458.1377 458.2634 458.3891 458.5148 458.6404 458.7661 458.8917 459.0173 459.1429 459.2685 459.3941 459.5196 459.6451 459.7707 459.8962 460.0216 460.1471 460.2726 460.3980 460.5234 460.6488 460.7742 460.8996 461.0250 461.1503 461.2756 461.4009 461.5262 461.6515 461.7768 461.9020 462.0273 462.1525 462.2777 462.4029 462.5280 462.6532 462.7783 462.9035 463.0286 463.1536 463.2787 463.4038 463.5288 463.6538 463.7789 463.9039 464.0288 464.1538 464.2787 464.4037 464.5286 464.6535 464.7784 464.9032 465.0281 465.1529 465.2777 465.4025 465.5273 465.6521 465.7768 465.9016 466.0263 466.1510 466.2757 466.4004 466.5250 466.6497 466.7743 466.8989 467.0235 467.1481 467.2726 467.3972 467.5217 467.6462 467.7707 467.8952 468.0197 468.1441 468.2686 468.3930 468.5174 468.6418 468.7661 468.8905 469.0148 469.1392 469.2635 469.3877 469.5120 469.6363 469.7605 469.8847 470.0089 470.1331 470.2573 470.3815 470.5056 470.6297 470.7539 470.8780 471.0020 471.1261 471.2501 471.3742 471.4982 471.6222 471.7462 471.8701 471.9941 472.1180 472.2419 472.3658 472.4897 472.6136 472.7374 472.8613 472.9851 473.1089 473.2327 473.3565 473.4802 473.6040 473.7277 473.8514 473.9751 474.0987 474.2224 474.3460 474.4697 474.5933 474.7169 474.8405 474.9640 475.0876 475.2111 475.3346 475.4581 475.5816 475.7050 475.8285 475.9519 476.0753 476.1987 476.3221 476.4455 476.5688 476.6921 476.8155 476.9388 477.0620 477.1853 477.3086 477.4318 477.5550 477.6782 477.8014 477.9246 478.0477 478.1709 478.2940 478.4171 478.5402 478.6632 478.7863 478.9093 479.0324 479.1554 479.2783 479.4013 479.5243 479.6472 479.7701 479.8930 480.0159 480.1388 480.2617 480.3845 480.5073 480.6301 480.7529 480.8757 480.9985 481.1212 481.2439 481.3666 481.4893 481.6120 481.7347 481.8573 481.9799 482.1026 482.2252 482.3477 482.4703 482.5928 482.7154 482.8379 482.9604 483.0829 483.2053 483.3278 483.4502 483.5726 483.6950 483.8174 483.9397 484.0621 484.1844 484.3067 484.4290 484.5513 484.6736 484.7958 484.9181 485.0403 485.1625 485.2846 485.4068 485.5290 485.6511 485.7732 485.8953 486.0174 486.1395 486.2615 486.3835 486.5056 486.6276 486.7495 486.8715 486.9935 487.1154 487.2373 487.3592 487.4811 487.6030 487.7248 487.8466 487.9684 488.0902 488.2120 488.3338 488.4556 488.5773 488.6990 488.8207 488.9424 489.0641 489.1857 489.3073 489.4290 489.5506 489.6721 489.7937 489.9153 490.0368 490.1583 490.2798 490.4013 490.5228 490.6442 490.7656 490.8871 491.0085 491.1298 491.2512 491.3726 491.4939 491.6152 491.7365 491.8578 491.9791 492.1003 492.2215 492.3428 492.4640 492.5851 492.7063 492.8275 492.9486 493.0697 493.1908 493.3119 493.4330 493.5540 493.6750 493.7961 493.9171 494.0380 494.1590 494.2799 494.4009 494.5218 494.6427 494.7636 494.8844 495.0053 495.1261 495.2469 495.3677 495.4885 495.6093 495.7300 495.8508 495.9715 496.0922 496.2128 496.3335 496.4542 496.5748 496.6954 496.8160 496.9366 497.0571 497.1777 497.2982 497.4187 497.5392 497.6597 497.7802 497.9006 498.0210 498.1414 498.2618 498.3822 498.5026 498.6229 498.7433 498.8636 498.9839 499.1041 499.2244 499.3446 499.4649 499.5851 499.7053 499.8254 499.9456 500.0657 500.1859 500.3060 500.4261 500.5461 500.6662 500.7862 500.9063 501.0263 501.1462 501.2662 501.3862 501.5061 501.6260 501.7459 501.8658 501.9857 502.1056 502.2254 502.3452 502.4650 502.5848 502.7046 502.8243 502.9441 503.0638 503.1835 503.3032 503.4228 503.5425 503.6621 503.7817 503.9013 504.0209 504.1405 504.2600 504.3796 504.4991 504.6186 504.7381 504.8575 504.9770 505.0964 505.2158 505.3352 505.4546 505.5740 505.6933 505.8126 505.9320 506.0512 506.1705 506.2898 506.4090 506.5283 506.6475 506.7667 506.8858 507.0050 507.1241 507.2433 507.3624 507.4815 507.6005 507.7196 507.8386 507.9577 508.0767 508.1957 508.3146 508.4336 508.5525 508.6714 508.7903 508.9092 509.0281 509.1470 509.2658 509.3846 509.5034 509.6222 509.7410 509.8597 509.9784 510.0972 510.2159 510.3345 510.4532 510.5719 510.6905 510.8091 510.9277 511.0463 511.1648 511.2834 511.4019 511.5204 511.6389 511.7574 511.8759 511.9943 512.1127 512.2311 512.3495 512.4679 512.5863 512.7046 512.8229 512.9412 513.0595 513.1778 513.2960 513.4143 513.5325 513.6507 513.7689 513.8871 514.0052 514.1233 514.2415 514.3596 514.4776 514.5957 514.7138 514.8318 514.9498 515.0678 515.1858 515.3037 515.4217 515.5396 515.6575 515.7754 515.8933 516.0112 516.1290 516.2468 516.3646 516.4824 516.6002 516.7180 516.8357 516.9534 517.0711 517.1888 517.3065 517.4241 517.5418 517.6594 517.7770 517.8946 518.0121 518.1297 518.2472 518.3647 518.4822 518.5997 518.7172 518.8346 518.9521 519.0695 519.1869 519.3042 519.4216 519.5389 519.6563 519.7736 519.8909 520.0081 520.1254 520.2426 520.3598 520.4770 520.5942 520.7114 520.8286 520.9457 521.0628 521.1799 521.2970 521.4140 521.5311 521.6481 521.7651 521.8821 521.9991 522.1161 522.2330 522.3499 522.4668 522.5837 522.7006 522.8175 522.9343 523.0511 523.1679 523.2847 523.4015 523.5182 523.6349 523.7517 523.8684 523.9850 524.1017 524.2183 524.3350 524.4516 524.5682 524.6847 524.8013 524.9178 525.0344 525.1509 525.2674 525.3838 525.5003 525.6167 525.7331 525.8495 525.9659 526.0823 526.1986 526.3149 526.4312 526.5475 526.6638 526.7801 526.8963 527.0125 527.1287 527.2449 527.3611 527.4772 527.5934 527.7095 527.8256 527.9417 528.0577 528.1738 528.2898 528.4058 528.5218 528.6378 528.7537 528.8696 528.9856 529.1015 529.2173 529.3332 529.4491 529.5649 529.6807 529.7965 529.9123 530.0280 530.1438 530.2595 530.3752 530.4909 530.6065 530.7222 530.8378 530.9534 531.0690 531.1846 531.3002 531.4157 531.5312 531.6467 531.7622 531.8777 531.9931 532.1085 532.2240 532.3394 532.4547 532.5701 532.6854 532.8007 532.9160 533.0313 533.1466 533.2618 533.3771 533.4923 533.6075 533.7226 533.8378 533.9529 534.0681 534.1832 534.2982 534.4133 534.5283 534.6434 534.7584 534.8734 534.9883 535.1033 535.2182 535.3331 535.4480 535.5629 535.6778 535.7926 535.9074 536.0222 536.1370 536.2518 536.3665 536.4812 536.5959 536.7106 536.8253 --------------------------------------------------------------------------------------- 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 --------------------------------------------------------------------------------------- ZO 20240513T221406.1Z 8899.926459 1 1 32.00 4 4000.000 8 2 0 1 1 0.00 0 234.76 0 -1.00 507 1 10 0 0 19.26 152 0 0 301 6.271e+02 2.622e+00 6.430e+02 9.180e+00 10 2.050e+02 2.050e+02 -7.623e-01 2.052e+02 1.600e+00 0 0 0 0 0.00e+00 2.773e-09 -9.000e+00 1.497e+01 -9.000e+00 2.618e+03 -9.000e+00 1 5.46 -3.00 -3.00 -3.00 -3.00 -1.00 5.87 3.35 0 6.277e-01 1738 -9 -9.00 -9.00 -9.00 -9.00 -0.00461 1.80320e-01 -2.00593e-03 21.88 15.00 19.26 32.92 22.6 1001.27 3.168e+10 10 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 46 3 -16 74 -56 -8 -16 12 31 47 81 -30 16 5 26 39 22 57 8 29 27 55 -29 -11 -9 1 -48 -23 24 -7 22 6 25 -3 -4 -12 -21 3 -40 -32 -9 5 15 -22 -39 -23 0 25 -36 -9 -16 6 -25 49 -28 31 -1 -9 -16 -26 -2 38 -23 1 5 -6 -14 11 -12 18 12 -1 -15 16 -9 -24 -13 4 600 -18 12 -3 8 -44 13 -10 -9 18 15 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99 99 140 130 102 113 110 161 133 151 156 183 141 125 145 99 137 122 107 105 97 126 98 121 95 112 135 128 148 136 140 128 125 179 188 199 140 137 102 197 134 164 148 206 194 168 150 185 144 158 146 171 135 121 172 144 189 231 200 214 180 206 244 161 217 178 229 232 173 175 144 138 114 88 84 97 108 147 188 193 167 7140 192 177 173 154 190 144 192 140 202 226 184 218 167 155 154 153 129 126 156 213 152 132 260 183 203 176 164 187 192 166 121 161 161 209 231 271 268 243 142 236 241 234 195 128 239 181 108 205 204 201 168 134 182 149 185 200 185 191 271 252 263 198 247 253 258 205 271 302 231 224 275 194 225 248 232 232 197 270 223 204 252 179 175 166 166 150 150 144 176 165 183 189 146 123 112 118 138 165 171 159 211 217 209 278 229 227 243 221 200 203 1929 186 221 210 168 167 184 204 198 174 186 162 170 207 242 234 252 234 207 225 201 190 198 212 213 229 258 228 254 173 250 177 187 336 214 236 254 261 310 286 325 310 238 342 282 200 236 217 269 276 288 293 264 227 265 274 220 232 200 198 173 229 223 318 266 250 269 306 275 227 289 350 245 193 257 177 245 204 280 315 317 298 308 223 192 160 166 260 236 279 229 308 214 199 179 293 163 161 231 201 225 192 191 172 231 101 117 183 174 288 276 232 256 218 197 211 166 211 274 229 241 217 269 247 252 272 321 264 298 295 282 362 323 332 266 245 257 238 202 180 268 173 223 168 224 217 263 279 315 263 315 289 306 251 241 174 189 212 174 224 145 186 164 226 192 124 134 107 117 105 184 132 143 143 136 212 236 232 201 273 238 231 218 296 206 218 185 170 212 185 243 262 265 200 275 139 189 194 194 224 229 262 203 280 160 257 227 242 225 220 203 258 288 271 229 281 267 299 310 280 269 245 218 336 228 296 281 376 286 288 422 303 290 314 289 240 262 270 220 184 203 125 143 61 135 88 117 186 161 201 208 208 247 247 269 323 305 350 339 283 277 271 304 228 297 218 195 161 238 155 109 143 213 194 207 214 276 270 316 350 344 356 325 385 374 345 357 368 322 358 338 352 351 338 377 410 418 374 348 392 360 411 425 398 389 387 375 357 407 388 374 409 407 378 424 443 443 365 334 355 362 406 436 422 406 413 389 352 346 319 353 335 395 348 401 363 373 353 389 323 371 321 329 341 345 380 327 475 318 420 364 340 374 345 364 387 397 393 462 376 446 429 424 441 395 407 386 427 342 320 313 319 297 377 376 429 385 406 364 419 407 433 397 382 440 396 410 356 414 392 399 387 376 431 360 347 397 388 415 417 416 418 396 392 387 339 357 401 381 383 396 370 394 379 386 397 382 420 353 433 412 424 377 441 387 357 375 330 369 375 388 396 394 368 383 377 384 406 351 414 415 421 416 388 381 357 360 320 558 404 391 417 408 381 421 403 429 373 385 411 362 373 417 398 374 371 310 388 331 432 335 368 358 365 336 396 348 387 355 383 388 365 378 330 378 371 397 406 349 429 375 312 412 366 367 381 372 468 361 368 379 263 363 297 354 301 401 361 399 356 385 352 380 302 280 331 308 308 348 396 342 278 250 252 279 267 273 256 261 216 204 254 294 355 294 422 403 456 429 410 372 340 284 320 341 414 400 403 383 353 404 329 349 311 309 267 297 333 355 370 435 420 357 371 358 342 353 377 427 420 416 437 402 431 429 372 396 466 386 438 381 384 399 387 380 382 364 324 319 340 312 279 293 338 416 365 375 362 394 434 1141 426 388 326 355 389 348 338 438 452 407 415 428 409 378 367 397 437 439 397 423 451 427 396 387 407 427 447 393 401 386 427 415 420 397 415 434 405 366 372 421 394 402 418 310 381 390 348 418 340 346 410 409 418 409 472 429 413 429 390 407 423 477 390 391 373 412 441 468 429 396 430 429 356 404 372 419 400 421 435 219 483 438 436 412 448 455 453 464 424 408 474 473 420 405 397 444 443 376 399 443 417 373 445 367 385 403 406 410 433 280 416 360 451 448 390 432 400 355 396 377 418 423 348 380 426 388 417 438 436 435 455 407 431 440 444 407 453 448 430 421 380 368 444 417 394 364 443 378 391 419 348 370 1180 369 390 405 428 361 420 402 367 374 418 358 437 458 453 382 428 413 392 422 432 365 430 425 402 364 373 392 437 398 395 404 441 406 433 436 407 367 420 424 442 404 402 407 377 405 374 411 391 492 383 395 419 452 457 430 390 384 394 363 347 374 343 393 412 400 432 438 443 398 352 376 350 315 453 405 433 426 417 402 354 388 365 366 358 359 355 354 407 397 387 346 374 343 398 382 389 380 359 386 376 428 399 428 470 351 369 418 358 391 352 408 367 356 370 407 409 384 415 424 429 368 369 362 373 403 407 370 360 381 356 359 385 372 376 359 380 375 293 467 339 414 385 366 358 383 459 411 393 360 391 394 401 394 379 365 369 340 420 354 439 359 361 414 329 349 408 349 382 346 387 343 394 344 380 375 340 343 390 365 360 404 394 366 457 394 322 361 382 389 361 315 315 377 294 357 364 280 302 334 345 281 352 362 354 332 389 320 390 393 284 344 324 302 307 270 273 251 280 318 346 287 350 316 279 384 333 347 299 368 357 351 290 400 442 391 373 359 364 308 373 316 252 363 382 351 398 374 361 328 377 325 401 361 350 321 373 291 328 357 335 330 320 317 298 383 352 339 270 339 349 327 425 343 345 342 332 324 335 322 299 344 414 285 312 309 325 316 349 294 343 342 366 349 368 257 298 298 407 299 337 332 306 357 336 364 355 328 326 265 352 305 382 304 356 316 342 276 311 240 325 346 337 361 268 330 323 304 327 256 283 277 325 264 243 255 305 270 313 194 322 276 236 246 260 288 270 321 315 245 261 269 246 256 256 296 278 300 240 271 252 267 228 254 271 213 248 159 215 219 279 266 272 340 285 190 234 259 300 286 232 302 322 322 306 308 313 257 301 242 288 283 313 332 277 237 215 266 207 291 251 270 248 367 266 323 303 302 324 223 305 282 282 290 315 240 250 318 253 320 275 245 241 299 268 304 270 301 291 277 317 346 258 350 308 278 235 186 317 247 293 309 234 320 279 343 293 233 199 274 195 296 322 334 270 298 228 239 222 261 239 184 317 269 328 217 278 249 228 235 268 201 254 172 187 209 195 200 247 274 243 278 272 281 602 246 214 277 236 259 256 283 304 191 258 275 304 187 252 284 307 271 274 253 220 289 324 261 284 229 253 253 275 289 289 326 219 273 281 308 308 244 202 184 50 210 242 244 189 242 212 289 246 224 268 256 309 296 287 290 301 247 259 359 178 222 266 219 314 234 231 225 181 241 239 163 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90.07 90.03 87.85 89.22 88.50 89.50 84.17 90.50 91.05 90.10 87.17 87.02 90.70 90.71 88.91 90.16 87.23 90.15 89.51 90.82 90.28 90.39 89.03 87.14 88.68 86.60 89.75 87.48 88.71 89.96 87.88 90.52 89.95 89.62 90.37 90.66 84.15 86.81 89.04 89.19 88.87 90.70 91.40 84.74 89.03 88.02 87.79 88.73 89.38 90.34 89.77 87.24 88.30 89.02 88.15 90.39 84.98 91.11 88.22 89.43 88.61 86.72 90.35 89.95 87.32 88.85 87.72 86.44 89.89 89.55 89.00 90.26 87.89 89.07 86.04 86.30 87.99 91.10 89.03 89.73 87.93 89.65 88.56 89.74 87.39 88.44 88.58 88.88 86.46 87.39 88.07 89.52 85.15 89.46 89.92 84.44 90.37 90.08 90.14 87.70 88.06 87.97 87.15 85.47 85.97 89.57 88.68 88.05 87.81 87.68 84.29 87.18 88.70 89.63 87.49 87.44 88.58 86.55 88.71 88.08 86.51 90.25 85.71 88.12 87.18 83.57 89.39 89.32 87.69 89.96 86.89 87.57 84.72 84.90 87.07 86.86 85.84 88.82 89.63 88.93 87.83 89.67 84.16 88.87 90.11 85.10 85.65 88.89 84.07 89.29 88.80 86.46 87.83 84.96 86.40 86.93 83.57 90.23 85.86 88.71 87.49 86.22 89.34 87.95 89.87 88.95 89.23 85.33 86.15 87.75 86.96 86.71 86.70 85.19 88.60 87.96 85.78 86.52 83.70 87.38 83.82 88.52 85.91 89.08 88.43 87.97 88.25 88.32 85.81 85.74 78.62 86.16 90.01 85.86 86.42 86.78 87.50 90.29 85.24 83.86 90.11 87.49 78.39 84.97 87.44 86.57 85.29 87.27 87.10 88.00 87.62 87.80 88.04 85.78 88.25 86.27 88.58 84.57 80.96 89.15 87.39 88.70 90.24 87.56 86.25 89.77 83.56 85.08 85.58 88.07 88.23 85.31 88.44 83.47 89.64 87.68 86.13 86.42 85.81 82.41 86.87 83.96 83.23 87.57 87.48 81.31 82.54 86.03 84.53 88.48 85.52 89.46 86.73 83.78 87.83 81.92 82.77 82.25 88.20 88.61 88.18 84.32 87.10 86.03 86.69 85.51 86.63 84.06 84.50 86.84 88.21 80.39 88.60 88.07 86.32 82.32 86.38 87.57 84.79 87.18 82.65 87.99 88.38 85.85 86.47 86.20 86.89 85.85 86.80 86.53 83.83 87.12 87.04 85.25 82.71 88.04 81.95 87.20 88.58 88.05 86.88 84.46 83.84 84.15 85.03 86.77 79.40 84.70 83.74 82.83 86.55 87.00 84.90 87.48 88.31 85.05 86.90 84.87 87.28 84.05 84.40 87.21 83.50 84.14 81.19 85.10 85.80 84.76 86.79 81.78 84.34 84.48 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94.15 93.74 94.87 94.54 94.71 94.67 94.73 94.34 94.66 94.62 94.65 94.63 94.73 93.80 94.52 94.30 93.92 94.37 94.19 93.90 94.36 94.70 94.54 93.84 94.18 94.46 94.47 94.73 94.17 94.22 94.55 94.64 94.38 94.63 93.88 94.11 94.45 93.79 94.03 94.29 94.00 94.26 94.51 94.19 94.53 94.62 94.38 94.49 94.56 94.17 94.16 94.37 93.34 94.22 93.59 94.34 94.15 93.53 92.96 93.54 93.03 93.81 93.47 93.88 93.54 93.92 94.12 93.13 94.17 93.67 94.38 94.31 93.93 94.31 94.29 94.22 94.02 93.78 93.85 94.24 93.97 93.49 93.60 93.43 93.38 91.90 93.12 93.34 93.53 93.21 92.92 94.28 93.85 94.12 93.34 93.38 93.75 93.26 93.55 94.14 93.64 94.07 93.59 93.90 94.05 94.21 94.11 93.68 93.74 93.55 94.26 93.92 93.91 94.02 93.20 93.18 93.20 93.77 93.39 93.41 93.61 93.21 93.46 93.72 94.21 94.06 93.64 93.74 93.25 94.20 93.52 93.36 92.97 93.89 93.08 93.46 93.91 94.29 93.56 94.37 93.48 93.51 93.72 93.91 93.76 93.89 93.66 93.53 94.30 93.84 93.89 94.00 93.70 94.15 93.08 94.28 93.53 93.30 93.34 93.31 93.28 93.17 93.73 93.56 93.52 93.69 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