File name: Pandora91s1_Kigali_20260223_L1_smca1c2d20250101p1-8.txt
File generation date: 20260223T221706.8Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c2d20250101p1-8
Local principal investigator: Tador Tekeste
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 91
Spectrometer number: 1
Processing software version used: BlickP v1.8.88
Instrument operation file used: Pandora91_OF_v3d20241022.txt
Instrument calibration file used: Pandora91s1_CF_v2d20250101.txt
Level 0 file used: Pandora91s1_Kigali_20260223_L0.txt
Full location name: US Embassy of Rwanda
Short location name: Kigali
Country of location: Rwanda
Location latitude [deg]: -1.9363
Location longitude [deg]: 30.0779
Location altitude [m]: 1495
Local noon date: 20260223
Notes on s-number (L1 configuration): Corrections NOT applied although requested by the s-number are latency correction, matrix method stray light correction (replaced by simple method)
Data caveats: OOB session based on clearance session 1
Nominal wavelengths [nm]: 277.6831 277.8259 277.9688 278.1117 278.2545 278.3974 278.5402 278.6830 278.8258 278.9686 279.1114 279.2542 279.3969 279.5397 279.6825 279.8252 279.9679 280.1106 280.2534 280.3961 280.5387 280.6814 280.8241 280.9668 281.1094 281.2520 281.3947 281.5373 281.6799 281.8225 281.9651 282.1077 282.2502 282.3928 282.5353 282.6779 282.8204 282.9629 283.1054 283.2479 283.3904 283.5329 283.6754 283.8178 283.9603 284.1027 284.2451 284.3875 284.5299 284.6723 284.8147 284.9571 285.0995 285.2418 285.3842 285.5265 285.6688 285.8111 285.9534 286.0957 286.2380 286.3803 286.5225 286.6648 286.8070 286.9492 287.0914 287.2336 287.3758 287.5180 287.6602 287.8024 287.9445 288.0867 288.2288 288.3709 288.5130 288.6551 288.7972 288.9393 289.0814 289.2234 289.3655 289.5075 289.6495 289.7915 289.9335 290.0755 290.2175 290.3595 290.5015 290.6434 290.7853 290.9273 291.0692 291.2111 291.3530 291.4949 291.6368 291.7786 291.9205 292.0623 292.2042 292.3460 292.4878 292.6296 292.7714 292.9132 293.0549 293.1967 293.3384 293.4802 293.6219 293.7636 293.9053 294.0470 294.1887 294.3304 294.4720 294.6137 294.7553 294.8969 295.0385 295.1801 295.3217 295.4633 295.6049 295.7465 295.8880 296.0296 296.1711 296.3126 296.4541 296.5956 296.7371 296.8786 297.0200 297.1615 297.3029 297.4444 297.5858 297.7272 297.8686 298.0100 298.1513 298.2927 298.4341 298.5754 298.7167 298.8581 298.9994 299.1407 299.2820 299.4232 299.5645 299.7058 299.8470 299.9882 300.1295 300.2707 300.4119 300.5531 300.6942 300.8354 300.9766 301.1177 301.2588 301.4000 301.5411 301.6822 301.8233 301.9644 302.1054 302.2465 302.3875 302.5286 302.6696 302.8106 302.9516 303.0926 303.2336 303.3745 303.5155 303.6564 303.7974 303.9383 304.0792 304.2201 304.3610 304.5019 304.6428 304.7836 304.9245 305.0653 305.2061 305.3469 305.4877 305.6285 305.7693 305.9101 306.0508 306.1916 306.3323 306.4730 306.6138 306.7545 306.8951 307.0358 307.1765 307.3172 307.4578 307.5984 307.7391 307.8797 308.0203 308.1609 308.3014 308.4420 308.5826 308.7231 308.8636 309.0042 309.1447 309.2852 309.4257 309.5661 309.7066 309.8471 309.9875 310.1279 310.2684 310.4088 310.5492 310.6896 310.8299 310.9703 311.1107 311.2510 311.3913 311.5317 311.6720 311.8123 311.9526 312.0928 312.2331 312.3733 312.5136 312.6538 312.7940 312.9342 313.0744 313.2146 313.3548 313.4950 313.6351 313.7753 313.9154 314.0555 314.1956 314.3357 314.4758 314.6159 314.7559 314.8960 315.0360 315.1760 315.3160 315.4560 315.5960 315.7360 315.8760 316.0159 316.1559 316.2958 316.4358 316.5757 316.7156 316.8555 316.9953 317.1352 317.2751 317.4149 317.5547 317.6946 317.8344 317.9742 318.1140 318.2537 318.3935 318.5332 318.6730 318.8127 318.9524 319.0921 319.2318 319.3715 319.5112 319.6509 319.7905 319.9301 320.0698 320.2094 320.3490 320.4886 320.6282 320.7677 320.9073 321.0468 321.1864 321.3259 321.4654 321.6049 321.7444 321.8839 322.0233 322.1628 322.3022 322.4417 322.5811 322.7205 322.8599 322.9993 323.1387 323.2780 323.4174 323.5567 323.6960 323.8353 323.9747 324.1139 324.2532 324.3925 324.5318 324.6710 324.8102 324.9495 325.0887 325.2279 325.3671 325.5062 325.6454 325.7846 325.9237 326.0628 326.2019 326.3410 326.4801 326.6192 326.7583 326.8974 327.0364 327.1754 327.3145 327.4535 327.5925 327.7315 327.8705 328.0094 328.1484 328.2873 328.4263 328.5652 328.7041 328.8430 328.9819 329.1207 329.2596 329.3984 329.5373 329.6761 329.8149 329.9537 330.0925 330.2313 330.3701 330.5088 330.6476 330.7863 330.9250 331.0637 331.2024 331.3411 331.4798 331.6185 331.7571 331.8957 332.0344 332.1730 332.3116 332.4502 332.5888 332.7273 332.8659 333.0044 333.1430 333.2815 333.4200 333.5585 333.6970 333.8354 333.9739 334.1124 334.2508 334.3892 334.5276 334.6660 334.8044 334.9428 335.0812 335.2195 335.3579 335.4962 335.6345 335.7728 335.9111 336.0494 336.1877 336.3259 336.4642 336.6024 336.7406 336.8788 337.0170 337.1552 337.2934 337.4316 337.5697 337.7079 337.8460 337.9841 338.1222 338.2603 338.3984 338.5365 338.6745 338.8126 338.9506 339.0886 339.2266 339.3646 339.5026 339.6406 339.7785 339.9165 340.0544 340.1923 340.3303 340.4682 340.6060 340.7439 340.8818 341.0196 341.1575 341.2953 341.4331 341.5709 341.7087 341.8465 341.9843 342.1220 342.2598 342.3975 342.5352 342.6729 342.8106 342.9483 343.0860 343.2236 343.3613 343.4989 343.6365 343.7741 343.9117 344.0493 344.1869 344.3245 344.4620 344.5996 344.7371 344.8746 345.0121 345.1496 345.2871 345.4245 345.5620 345.6994 345.8368 345.9743 346.1117 346.2491 346.3864 346.5238 346.6612 346.7985 346.9358 347.0732 347.2105 347.3478 347.4850 347.6223 347.7596 347.8968 348.0340 348.1713 348.3085 348.4457 348.5828 348.7200 348.8572 348.9943 349.1315 349.2686 349.4057 349.5428 349.6799 349.8169 349.9540 350.0911 350.2281 350.3651 350.5021 350.6391 350.7761 350.9131 351.0501 351.1870 351.3239 351.4609 351.5978 351.7347 351.8716 352.0084 352.1453 352.2822 352.4190 352.5558 352.6926 352.8294 352.9662 353.1030 353.2398 353.3765 353.5132 353.6500 353.7867 353.9234 354.0601 354.1968 354.3334 354.4701 354.6067 354.7433 354.8800 355.0166 355.1531 355.2897 355.4263 355.5628 355.6994 355.8359 355.9724 356.1089 356.2454 356.3819 356.5184 356.6548 356.7912 356.9277 357.0641 357.2005 357.3369 357.4732 357.6096 357.7460 357.8823 358.0186 358.1549 358.2912 358.4275 358.5638 358.7001 358.8363 358.9726 359.1088 359.2450 359.3812 359.5174 359.6536 359.7897 359.9259 360.0620 360.1981 360.3342 360.4703 360.6064 360.7425 360.8786 361.0146 361.1506 361.2867 361.4227 361.5587 361.6947 361.8306 361.9666 362.1025 362.2385 362.3744 362.5103 362.6462 362.7821 362.9179 363.0538 363.1896 363.3255 363.4613 363.5971 363.7329 363.8687 364.0044 364.1402 364.2759 364.4117 364.5474 364.6831 364.8188 364.9545 365.0901 365.2258 365.3614 365.4970 365.6327 365.7683 365.9038 366.0394 366.1750 366.3105 366.4461 366.5816 366.7171 366.8526 366.9881 367.1236 367.2590 367.3945 367.5299 367.6653 367.8007 367.9361 368.0715 368.2069 368.3422 368.4776 368.6129 368.7482 368.8835 369.0188 369.1541 369.2893 369.4246 369.5598 369.6951 369.8303 369.9655 370.1007 370.2358 370.3710 370.5061 370.6413 370.7764 370.9115 371.0466 371.1817 371.3168 371.4518 371.5869 371.7219 371.8569 371.9919 372.1269 372.2619 372.3968 372.5318 372.6667 372.8017 372.9366 373.0715 373.2064 373.3412 373.4761 373.6109 373.7458 373.8806 374.0154 374.1502 374.2850 374.4197 374.5545 374.6892 374.8240 374.9587 375.0934 375.2281 375.3627 375.4974 375.6321 375.7667 375.9013 376.0359 376.1705 376.3051 376.4397 376.5742 376.7088 376.8433 376.9778 377.1123 377.2468 377.3813 377.5157 377.6502 377.7846 377.9191 378.0535 378.1879 378.3222 378.4566 378.5910 378.7253 378.8596 378.9940 379.1283 379.2626 379.3968 379.5311 379.6653 379.7996 379.9338 380.0680 380.2022 380.3364 380.4706 380.6047 380.7389 380.8730 381.0071 381.1412 381.2753 381.4094 381.5434 381.6775 381.8115 381.9455 382.0796 382.2136 382.3475 382.4815 382.6155 382.7494 382.8833 383.0172 383.1511 383.2850 383.4189 383.5528 383.6866 383.8204 383.9543 384.0881 384.2219 384.3556 384.4894 384.6232 384.7569 384.8906 385.0243 385.1580 385.2917 385.4254 385.5590 385.6927 385.8263 385.9599 386.0935 386.2271 386.3607 386.4943 386.6278 386.7613 386.8949 387.0284 387.1619 387.2953 387.4288 387.5623 387.6957 387.8291 387.9625 388.0959 388.2293 388.3627 388.4960 388.6294 388.7627 388.8960 389.0293 389.1626 389.2959 389.4292 389.5624 389.6956 389.8289 389.9621 390.0953 390.2284 390.3616 390.4948 390.6279 390.7610 390.8941 391.0272 391.1603 391.2934 391.4264 391.5595 391.6925 391.8255 391.9585 392.0915 392.2245 392.3574 392.4904 392.6233 392.7562 392.8891 393.0220 393.1549 393.2878 393.4206 393.5534 393.6863 393.8191 393.9519 394.0846 394.2174 394.3501 394.4829 394.6156 394.7483 394.8810 395.0137 395.1464 395.2790 395.4117 395.5443 395.6769 395.8095 395.9421 396.0746 396.2072 396.3397 396.4723 396.6048 396.7373 396.8698 397.0022 397.1347 397.2671 397.3996 397.5320 397.6644 397.7968 397.9292 398.0615 398.1939 398.3262 398.4585 398.5908 398.7231 398.8554 398.9876 399.1199 399.2521 399.3843 399.5166 399.6487 399.7809 399.9131 400.0452 400.1774 400.3095 400.4416 400.5737 400.7058 400.8378 400.9699 401.1019 401.2340 401.3660 401.4980 401.6299 401.7619 401.8939 402.0258 402.1577 402.2896 402.4215 402.5534 402.6853 402.8171 402.9490 403.0808 403.2126 403.3444 403.4762 403.6080 403.7397 403.8715 404.0032 404.1349 404.2666 404.3983 404.5299 404.6616 404.7932 404.9249 405.0565 405.1881 405.3197 405.4512 405.5828 405.7143 405.8459 405.9774 406.1089 406.2404 406.3718 406.5033 406.6347 406.7661 406.8976 407.0290 407.1603 407.2917 407.4231 407.5544 407.6857 407.8171 407.9484 408.0796 408.2109 408.3422 408.4734 408.6046 408.7358 408.8670 408.9982 409.1294 409.2606 409.3917 409.5228 409.6539 409.7850 409.9161 410.0472 410.1783 410.3093 410.4403 410.5713 410.7023 410.8333 410.9643 411.0952 411.2262 411.3571 411.4880 411.6189 411.7498 411.8807 412.0115 412.1424 412.2732 412.4040 412.5348 412.6656 412.7963 412.9271 413.0578 413.1886 413.3193 413.4500 413.5807 413.7113 413.8420 413.9726 414.1032 414.2338 414.3644 414.4950 414.6256 414.7561 414.8867 415.0172 415.1477 415.2782 415.4087 415.5391 415.6696 415.8000 415.9304 416.0608 416.1912 416.3216 416.4520 416.5823 416.7127 416.8430 416.9733 417.1036 417.2339 417.3641 417.4944 417.6246 417.7548 417.8850 418.0152 418.1454 418.2755 418.4057 418.5358 418.6659 418.7960 418.9261 419.0562 419.1862 419.3163 419.4463 419.5763 419.7063 419.8363 419.9663 420.0962 420.2262 420.3561 420.4860 420.6159 420.7458 420.8757 421.0055 421.1353 421.2652 421.3950 421.5248 421.6545 421.7843 421.9141 422.0438 422.1735 422.3032 422.4329 422.5626 422.6923 422.8219 422.9515 423.0811 423.2108 423.3403 423.4699 423.5995 423.7290 423.8585 423.9881 424.1176 424.2470 424.3765 424.5060 424.6354 424.7648 424.8943 425.0236 425.1530 425.2824 425.4118 425.5411 425.6704 425.7997 425.9290 426.0583 426.1876 426.3168 426.4460 426.5753 426.7045 426.8337 426.9628 427.0920 427.2211 427.3503 427.4794 427.6085 427.7376 427.8666 427.9957 428.1247 428.2538 428.3828 428.5118 428.6408 428.7697 428.8987 429.0276 429.1566 429.2855 429.4144 429.5432 429.6721 429.8009 429.9298 430.0586 430.1874 430.3162 430.4450 430.5737 430.7025 430.8312 430.9599 431.0886 431.2173 431.3460 431.4746 431.6033 431.7319 431.8605 431.9891 432.1177 432.2463 432.3748 432.5033 432.6319 432.7604 432.8889 433.0173 433.1458 433.2742 433.4027 433.5311 433.6595 433.7879 433.9163 434.0446 434.1730 434.3013 434.4296 434.5579 434.6862 434.8144 434.9427 435.0709 435.1992 435.3274 435.4556 435.5837 435.7119 435.8400 435.9682 436.0963 436.2244 436.3525 436.4805 436.6086 436.7366 436.8647 436.9927 437.1207 437.2487 437.3766 437.5046 437.6325 437.7604 437.8883 438.0162 438.1441 438.2720 438.3998 438.5276 438.6555 438.7833 438.9110 439.0388 439.1666 439.2943 439.4220 439.5497 439.6774 439.8051 439.9328 440.0604 440.1881 440.3157 440.4433 440.5709 440.6985 440.8260 440.9536 441.0811 441.2086 441.3361 441.4636 441.5910 441.7185 441.8459 441.9734 442.1008 442.2281 442.3555 442.4829 442.6102 442.7376 442.8649 442.9922 443.1195 443.2467 443.3740 443.5012 443.6284 443.7557 443.8829 444.0100 444.1372 444.2643 444.3915 444.5186 444.6457 444.7728 444.8998 445.0269 445.1539 445.2810 445.4080 445.5350 445.6620 445.7889 445.9159 446.0428 446.1697 446.2966 446.4235 446.5504 446.6772 446.8041 446.9309 447.0577 447.1845 447.3113 447.4381 447.5648 447.6915 447.8183 447.9450 448.0716 448.1983 448.3250 448.4516 448.5782 448.7049 448.8315 448.9580 449.0846 449.2111 449.3377 449.4642 449.5907 449.7172 449.8437 449.9701 450.0966 450.2230 450.3494 450.4758 450.6022 450.7285 450.8549 450.9812 451.1075 451.2338 451.3601 451.4864 451.6127 451.7389 451.8651 451.9913 452.1175 452.2437 452.3699 452.4960 452.6221 452.7483 452.8744 453.0004 453.1265 453.2526 453.3786 453.5046 453.6306 453.7566 453.8826 454.0086 454.1345 454.2604 454.3864 454.5123 454.6381 454.7640 454.8899 455.0157 455.1415 455.2673 455.3931 455.5189 455.6446 455.7704 455.8961 456.0218 456.1475 456.2732 456.3989 456.5245 456.6501 456.7758 456.9014 457.0270 457.1525 457.2781 457.4036 457.5291 457.6546 457.7801 457.9056 458.0311 458.1565 458.2820 458.4074 458.5328 458.6581 458.7835 458.9089 459.0342 459.1595 459.2848 459.4101 459.5354 459.6606 459.7859 459.9111 460.0363 460.1615 460.2867 460.4118 460.5370 460.6621 460.7872 460.9123 461.0374 461.1625 461.2875 461.4126 461.5376 461.6626 461.7876 461.9126 462.0375 462.1625 462.2874 462.4123 462.5372 462.6621 462.7869 462.9118 463.0366 463.1614 463.2862 463.4110 463.5358 463.6605 463.7853 463.9100 464.0347 464.1594 464.2840 464.4087 464.5333 464.6579 464.7826 464.9071 465.0317 465.1563 465.2808 465.4054 465.5299 465.6544 465.7788 465.9033 466.0278 466.1522 466.2766 466.4010 466.5254 466.6498 466.7741 466.8984 467.0228 467.1471 467.2714 467.3956 467.5199 467.6441 467.7684 467.8926 468.0168 468.1409 468.2651 468.3892 468.5134 468.6375 468.7616 468.8857 469.0097 469.1338 469.2578 469.3818 469.5058 469.6298 469.7538 469.8777 470.0017 470.1256 470.2495 470.3734 470.4972 470.6211 470.7449 470.8688 470.9926 471.1163 471.2401 471.3639 471.4876 471.6113 471.7351 471.8588 471.9824 472.1061 472.2297 472.3534 472.4770 472.6006 472.7242 472.8477 472.9713 473.0948 473.2183 473.3418 473.4653 473.5888 473.7122 473.8357 473.9591 474.0825 474.2059 474.3292 474.4526 474.5759 474.6992 474.8225 474.9458 475.0691 475.1924 475.3156 475.4388 475.5620 475.6852 475.8084 475.9316 476.0547 476.1778 476.3009 476.4240 476.5471 476.6702 476.7932 476.9162 477.0393 477.1623 477.2852 477.4082 477.5311 477.6541 477.7770 477.8999 478.0228 478.1456 478.2685 478.3913 478.5141 478.6369 478.7597 478.8825 479.0052 479.1280 479.2507 479.3734 479.4961 479.6187 479.7414 479.8640 479.9866 480.1092 480.2318 480.3544 480.4769 480.5995 480.7220 480.8445 480.9670 481.0895 481.2119 481.3344 481.4568 481.5792 481.7016 481.8239 481.9463 482.0686 482.1910 482.3133 482.4356 482.5578 482.6801 482.8023 482.9246 483.0468 483.1690 483.2911 483.4133 483.5354 483.6576 483.7797 483.9018 484.0238 484.1459 484.2679 484.3900 484.5120 484.6340 484.7559 484.8779 484.9998 485.1218 485.2437 485.3656 485.4874 485.6093 485.7311 485.8530 485.9748 486.0966 486.2183 486.3401 486.4618 486.5836 486.7053 486.8270 486.9487 487.0703 487.1920 487.3136 487.4352 487.5568 487.6784 487.7999 487.9215 488.0430 488.1645 488.2860 488.4075 488.5289 488.6504 488.7718 488.8932 489.0146 489.1360 489.2574 489.3787 489.5000 489.6213 489.7426 489.8639 489.9852 490.1064 490.2276 490.3488 490.4700 490.5912 490.7124 490.8335 490.9546 491.0757 491.1968 491.3179 491.4390 491.5600 491.6810 491.8020 491.9230 492.0440 492.1650 492.2859 492.4068 492.5277 492.6486 492.7695 492.8904 493.0112 493.1320 493.2528 493.3736 493.4944 493.6152 493.7359 493.8566 493.9773 494.0980 494.2187 494.3393 494.4600 494.5806 494.7012 494.8218 494.9424 495.0629 495.1835 495.3040 495.4245 495.5450 495.6654 495.7859 495.9063 496.0267 496.1471 496.2675 496.3879 496.5082 496.6286 496.7489 496.8692 496.9895 497.1097 497.2300 497.3502 497.4704 497.5906 497.7108 497.8310 497.9511 498.0713 498.1914 498.3115 498.4315 498.5516 498.6717 498.7917 498.9117 499.0317 499.1517 499.2716 499.3916 499.5115 499.6314 499.7513 499.8712 499.9910 500.1109 500.2307 500.3505 500.4703 500.5901 500.7098 500.8296 500.9493 501.0690 501.1887 501.3084 501.4280 501.5476 501.6673 501.7869 501.9065 502.0260 502.1456 502.2651 502.3846 502.5041 502.6236 502.7431 502.8625 502.9820 503.1014 503.2208 503.3401 503.4595 503.5789 503.6982 503.8175 503.9368 504.0561 504.1753 504.2946 504.4138 504.5330 504.6522 504.7714 504.8905 505.0097 505.1288 505.2479 505.3670 505.4861 505.6051 505.7241 505.8432 505.9622 506.0811 506.2001 506.3191 506.4380 506.5569 506.6758 506.7947 506.9136 507.0324 507.1512 507.2701 507.3888 507.5076 507.6264 507.7451 507.8639 507.9826 508.1013 508.2199 508.3386 508.4572 508.5759 508.6945 508.8131 508.9316 509.0502 509.1687 509.2872 509.4057 509.5242 509.6427 509.7611 509.8796 509.9980 510.1164 510.2348 510.3531 510.4715 510.5898 510.7081 510.8264 510.9447 511.0629 511.1812 511.2994 511.4176 511.5358 511.6540 511.7721 511.8903 512.0084 512.1265 512.2446 512.3626 512.4807 512.5987 512.7167 512.8347 512.9527 513.0707 513.1886 513.3066 513.4245 513.5424 513.6602 513.7781 513.8959 514.0138 514.1316 514.2494 514.3671 514.4849 514.6026 514.7203 514.8381 514.9557 515.0734 515.1911 515.3087 515.4263 515.5439 515.6615 515.7790 515.8966 516.0141 516.1316 516.2491 516.3666 516.4840 516.6015 516.7189 516.8363 516.9537 517.0711 517.1884 517.3058 517.4231 517.5404 517.6576 517.7749 517.8922 518.0094 518.1266 518.2438 518.3610 518.4781 518.5953 518.7124 518.8295 518.9466 519.0637 519.1807 519.2977 519.4148 519.5318 519.6487 519.7657 519.8827 519.9996 520.1165 520.2334 520.3503 520.4671 520.5840 520.7008 520.8176 520.9344 521.0512 521.1679 521.2847 521.4014 521.5181 521.6348 521.7514 521.8681 521.9847 522.1013 522.2179 522.3345 522.4510 522.5676 522.6841 522.8006 522.9171 523.0336 523.1500 523.2665 523.3829 523.4993 523.6157 523.7320 523.8484 523.9647 524.0810 524.1973 524.3136 524.4298 524.5461 524.6623 524.7785 524.8947 525.0109 525.1270 525.2431 525.3593 525.4753 525.5914 525.7075 525.8235 525.9396 526.0556 526.1716 526.2875 526.4035 526.5194 526.6353 526.7512 526.8671 526.9830 527.0988 527.2147 527.3305 527.4463 527.5620 527.6778 527.7935 527.9093 528.0250 528.1407 528.2563 528.3720 528.4876 528.6032 528.7188 528.8344 528.9500 529.0655 529.1810 529.2965 529.4120 529.5275 529.6429 529.7584 529.8738 529.9892 530.1046 530.2199 530.3353 530.4506 530.5659 530.6812 530.7965 530.9117 531.0270 531.1422 531.2574 531.3726 531.4877 531.6029 531.7180 531.8331 531.9482 532.0633 532.1783 532.2934 532.4084 532.5234 532.6384 532.7533 532.8683 532.9832 533.0981 533.2130 533.3279 533.4427 533.5576 533.6724 533.7872 533.9020 534.0167 534.1315 534.2462 534.3609 534.4756 534.5903 534.7049 534.8196 534.9342 535.0488 535.1634 535.2779 535.3925 535.5070 535.6215 535.7360 535.8505 535.9649 536.0794 536.1938 536.3082 536.4225 536.5369 536.6512 536.7656 536.8799 536.9942 537.1084 537.2227 537.3369 537.4511 537.5653 537.6795 537.7936 537.9078 538.0219 538.1360 538.2501 538.3641 538.4782 538.5922 538.7062 538.8202 538.9341 539.0481 539.1620 539.2759 539.3898 539.5037 539.6176 539.7314 539.8452 539.9590 540.0728 540.1865 540.3003 540.4140 540.5277 540.6414 540.7551 540.8687 540.9823 541.0959 541.2095 541.3231 541.4366 541.5502 541.6637 541.7772 541.8907 542.0041 542.1175 542.2310 542.3444 542.4577 542.5711 542.6844 542.7977
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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: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 43: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 44: 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 45: 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 46: 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 47: 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 48: 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 49: 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 50: 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 51: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 52: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 53: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 54: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 55: Mean wavelength correction applied [%], -9=no wavelength correction
Column 56: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 57: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 58: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 59: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 60: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 61: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 62: Temperature at electronics board [°C], 999=no temperature signal
Column 63: Spectrometer control temperature [°C], 999=no temperature signal
Column 64: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 65: Temperature in head sensor [°C], 999=no temperature signal
Column 66: Humidity in head sensor [%], -9=no humidity signal
Column 67: Pressure in head sensor [hPa], -9=no pressure signal
Column 68: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 69: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 70: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 71-2118: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2119-4166: 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 4167-6214: Independent instrumental uncertainty of L1 data for each pixel, -2=pixel is outside the range of the filter, -4=saturated data
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MO 20260223T170320.6Z 9550.710655 4 1 56.01 3 4000.000 14 1 0 1 1 0.00 2 0.00 2 -1.00 507 1 11 768 0 23.52 111 -9 -9 1539 6.837e+02 1.452e+00 6.780e+02 -9.000e+00 -1 1.497e+02 1.497e+02 5.718e-13 1.499e+02 9.730e-01 0 0 0 1 0.59 29.28 39.38 51.83 15.74 7.91 13.70 0.75 0 6.667e-01 1776 -9 -9.00 -9.00 -9.00 -9.00 0.01020 9.71741e-01 -5.35622e-03 31.50 20.02 23.52 24.84 0.0 965.10 1.999e+10 8 3 83 -75 40 131 -66 -18 -26 41 40 19 23 -9 -14 45 -75 -81 80 54 -14 -14 -18 -24 99 65 -39 35 4 -96 -28 42 6 -28 -52 31 30 17 23 23 2 30 7 8 8 -30 -35 36 6 -71 -11 29 -26 22 -62 10 -3 31 -2 -6 41 -12 33 6 15 8 -8 -41 4 -26 -25 -10 -17 -38 5 40 29 11 23 -46 7 6 -44 -64 13 -25 29 15 8 10 9 -19 -9 28 -2 24 -1 25 -4 17 -15 24 -27 -10 2 -4 13 22 43 -3 12 6 40 -36 -17 -37 -22 -16 8 -7 -35 -26 -20 12 34 -17 6 -44 33 13 22 4 50 9 29 28 11 30 -24 -14 10 -5 -6 -6 3 -18 17 19 -29 13 20 -10 11 41 -38 60 -18 -4 72 11 -25 -12 13 -48 -13 13 22 3 -25 -16 20 -22 8 -13 -4 -15 8 29 7 18 3 -4 22 -8 10 -41 -11 21 -45 26 57 10 -30 11 11 -8 9 -14 10 6 -33 19 18 26 -82 -13 -17 23 -2 -62 -12 7 -35 43 32 16 40 -4 0 5 -6 55 7 10 53 -27 -2 15 0 9 54 -10 24 -2 41 21 -25 16 1 27 3 21 10 34 29 44 31 24 31 32 28 51 49 16 4 25 -17 31 48 16 21 14 22 65 10 21 27 28 7 3 46 31 38 48 19 13 -21 46 66 47 2 31 34 31 16 17 12 45 -13 59 52 65 36 18 61 20 23 72 -1 53 37 27 34 -3 -32 67 16 54 0 30 77 40 -8 61 48 -1 38 31 -4 29 -21 9 35 58 25 57 56 14 0 4 41 21 32 42 54 37 20 13 43 55 76 47 74 79 88 54 -29 68 85 38 59 76 63 51 67 74 -14 50 77 66 48 76 25 20 69 -2 90 57 95 59 53 85 91 53 87 87 52 55 68 -21 20 68 67 84 72 42 17 86 203 17 85 64 49 4 19 58 -2 94 64 78 36 73 41 59 91 27 81 50 14 61 78 17 7 85 79 72 45 49 36 58 101 51 41 49 78 14 77 61 103 59 40 87 43 14 48 52 81 90 31 80 80 57 126 53 87 63 87 83 23 64 58 69 72 64 74 77 13 69 55 116 40 100 93 76 28 33 79 55 155 89 62 66 85 97 51 62 45 75 28 36 51 35 82 99 77 103 82 16 74 78 54 99 97 76 68 95 72 41 76 56 83 77 31 816 93 51 103 122 72 66 101 57 83 64 74 29 62 102 84 114 73 108 114 52 -842 72 67 55 86 72 81 102 93 127 97 94 70 76 80 89 75 110 82 68 81 126 94 127 51 89 137 136 129 161 136 147 42 79 69 78 113 88 121 90 123 65 83 75 106 71 72 53 109 58 124 127 126 59 98 41 88 72 60 49 103 119 139 125 139 148 145 143 109 114 102 162 85 112 106 59 85 105 73 95 45 117 89 72 111 160 131 113 98 96 41 83 64 89 78 107 132 125 93 130 120 71 133 128 17 73 113 138 161 175 75 86 147 110 105 134 177 176 178 154 163 198 135 142 149 116 96 125 121 162 154 133 60 186 170 182 136 143 143 138 143 179 175 150 143 162 267 68 143 154 164 230 206 211 108 129 135 76 93 87 89 183 115 94 122 144 107 72 126 115 151 110 177 149 121 128 119 71 218 136 184 151 191 147 191 128 181 144 169 119 170 92 135 153 192 21 178 180 203 171 169 225 193 190 169 193 174 198 190 123 141 149 58 169 -88 187 141 199 217 170 200 171 164 146 215 177 134 148 172 122 107 68 102 124 74 93 136 116 100 25 119 117 48 96 75 125 146 165 146 157 170 120 187 121 134 167 135 165 137 164 145 142 133 200 103 212 152 136 115 130 162 185 137 168 131 86 161 158 131 132 121 65 138 234 225 240 245 145 168 177 253 218 164 182 238 243 156 285 201 230 227 276 215 240 196 202 188 226 190 142 123 153 111 126 78 54 78 134 134 155 115 151 184 186 226 221 199 258 251 231 196 231 217 219 241 211 161 183 210 166 103 59 76 64 114 75 203 167 193 236 260 270 266 265 247 266 250 324 331 319 281 291 339 302 265 260 314 340 346 291 322 298 330 337 297 320 304 362 347 337 333 354 286 342 279 299 357 274 289 304 276 330 318 328 380 364 385 374 320 225 308 280 294 353 342 327 364 319 350 328 329 314 332 314 291 261 330 415 351 299 322 342 318 340 281 309 356 307 370 355 326 399 385 400 406 413 375 363 379 327 321 332 309 266 297 321 328 308 346 356 379 401 414 397 404 410 411 378 394 396 402 384 432 388 348 343 364 346 362 379 414 431 389 405 399 367 398 384 413 378 379 392 362 375 338 366 381 404 438 409 452 409 424 407 433 393 386 395 348 381 368 384 326 395 374 376 385 372 381 379 397 378 421 432 416 362 342 400 376 381 433 408 5416 430 423 501 445 431 419 438 395 376 429 446 435 451 423 381 312 301 358 418 433 409 441 383 389 404 390 379 423 412 436 452 428 448 390 399 422 419 444 463 451 399 428 432 403 435 438 430 446 426 391 360 353 318 350 434 460 434 393 443 409 385 420 411 385 371 362 399 398 385 422 378 335 304 322 313 289 307 252 287 304 273 243 353 398 443 475 498 525 486 528 452 350 364 383 424 517 464 503 488 461 474 467 424 382 338 289 389 458 383 502 505 489 457 434 473 493 430 484 449 507 525 513 511 522 526 534 482 540 458 477 470 472 479 474 511 482 449 402 423 406 447 588 471 490 465 458 484 506 515 546 469 550 512 422 436 477 462 503 497 523 561 528 553 546 557 465 605 559 563 571 523 546 555 586 556 508 490 538 576 553 591 571 581 564 541 583 509 577 563 578 633 602 565 518 501 502 517 492 511 513 531 547 567 570 525 545 576 558 613 606 662 555 616 598 589 575 600 616 624 584 538 627 595 544 573 607 580 609 645 630 622 658 629 645 679 700 628 671 652 680 608 594 617 593 649 622 660 639 599 613 507 562 593 549 586 590 562 602 620 633 623 627 642 653 642 644 623 577 606 588 601 586 613 614 670 647 613 673 683 650 654 612 663 554 549 651 695 655 676 679 689 680 665 662 632 632 642 637 649 641 638 671 663 651 646 639 602 684 662 613 645 662 641 655 693 709 695 740 727 699 667 728 700 672 690 749 689 680 728 738 733 717 690 712 734 733 716 705 697 707 684 730 693 699 711 713 655 690 655 667 687 717 702 703 718 699 716 691 693 724 730 677 206 662 649 679 667 718 684 724 752 710 797 700 690 699 697 724 693 719 726 712 720 690 746 739 741 666 689 710 649 655 692 705 677 682 660 707 666 712 694 697 736 713 767 815 727 774 758 730 744 739 709 655 717 719 710 727 720 716 763 733 724 756 781 763 795 741 770 775 774 748 788 707 690 738 791 780 756 743 734 729 734 731 747 759 727 769 800 786 779 779 790 797 776 736 769 768 739 741 776 790 767 779 762 800 815 783 759 802 753 770 807 817 727 764 785 810 808 903 784 819 830 818 822 807 810 797 779 739 788 788 793 782 6659 763 810 762 802 808 791 833 804 776 739 766 792 756 825 805 774 817 801 762 729 677 706 613 624 599 588 548 550 669 704 734 709 729 718 711 689 710 1361 782 760 776 798 780 773 783 771 773 694 738 726 742 759 817 771 844 855 818 786 783 811 804 857 839 795 844 802 761 754 795 819 839 786 755 716 735 728 738 762 778 820 772 886 863 784 801 784 743 866 771 822 803 786 831 845 825 841 865 833 860 821 861 815 818 771 782 815 805 817 824 843 883 787 848 856 855 809 854 780 837 872 881 837 816 826 739 798 757 778 793 818 821 855 854 775 822 858 869 838 863 887 855 842 922 810 759 819 807 825 828 775 831 814 806 801 804 772 807 827 810 769 789 813 828 811 780 832 866 863 869 814 788 769 810 827 788 773 867 772 849 860 850 826 862 804 845 878 899 887 920 918 935 886 876 880 821 879 887 848 830 822 871 873 868 856 867 834 805 818 741 830 856 829 872 845 813 907 885 880 901 903 864 892 864 851 878 823 843 861 887 870 879 854 862 949 905 849 877 897 886 914 914 914 897 915 878 841 847 854 865 823 874 903 866 855 804 870 924 853 768 854 858 889 885 867 841 874 861 892 768 918 833 879 836 929 929 857 858 898 816 805 760 778 705 691 731 733 733 767 856 865 918 830 863 772 792 775 705 733 804 873 856 829 854 803 861 822 856 906 947 919 925 953 895 886 861 842 846 886 856 977 964 928 906 946 901 912 889 936 932 889 922 868 816 840 850 833 920 905 930 915 922 937 970 992 990 962 950 957 956 988 946 919 905 941 970 939 961 945 973 974 951 962 979 889 837 806 833 813 849 842 863 885 839 1375 924 958 935 940 991 972 830 897 970 931 1004 981 1004 1005 981 1121 985 986 983 945 916 933 894 953 990 1029 1002 1007 961 971 981 1039 1049 973 985 1030 1026 994 964 1000 953 956 973 940 872 807 876 898 901 926 922 1006 839 978 950 1002 956 947 936 1019 961 939 1002 1020 1029 946 1005 969 1032 995 1011 1006 1077 1052 1006 951 1014 987 977 990 1020 941 953 941 984 1028 972 1027 1008 1055 974 1012 1035 1021 1018 1000 1031 1002 984 980 984 987 987 1011 1012 989 1016 955 1116 1007 1032 969 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