File name: Pandora122s1_Downsview_20230103_L1_smca1c1d20220801p1-8.txt
File generation date: 20260318T010218.9Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c1d20220801p1-8
Local principal investigator: Vitali Fioletov
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 122
Spectrometer number: 1
Processing software version used: BlickP v1.8.88
Instrument operation file used: Pandora122_OF_v6d20161030.txt
Instrument calibration file used: Pandora122s1_CF_v1d20220801.txt
Level 0 file used: Pandora122s1_Downsview_20230103_L0.txt
Full location name: Environment Canada HQ - Downsview
Short location name: Downsview
Country of location: Canada
Location latitude [deg]: 43.7810
Location longitude [deg]: -79.4680
Location altitude [m]: 187
Local noon date: 20230103
Notes on s-number (L1 configuration): Corrections NOT applied although requested by the s-number are latency correction, radiometric temperature correction, matrix method stray light correction (replaced by simple method)
Data caveats: None
Nominal wavelengths [nm]: 271.9488 272.0925 272.2361 272.3798 272.5235 272.6671 272.8108 272.9544 273.0980 273.2417 273.3853 273.5289 273.6725 273.8160 273.9596 274.1032 274.2467 274.3902 274.5338 274.6773 274.8208 274.9643 275.1078 275.2513 275.3947 275.5382 275.6816 275.8251 275.9685 276.1119 276.2553 276.3987 276.5421 276.6855 276.8289 276.9722 277.1156 277.2589 277.4022 277.5455 277.6888 277.8321 277.9754 278.1187 278.2620 278.4052 278.5485 278.6917 278.8349 278.9781 279.1213 279.2645 279.4077 279.5509 279.6941 279.8372 279.9804 280.1235 280.2666 280.4097 280.5528 280.6959 280.8390 280.9821 281.1251 281.2682 281.4112 281.5542 281.6972 281.8402 281.9832 282.1262 282.2692 282.4122 282.5551 282.6981 282.8410 282.9839 283.1268 283.2697 283.4126 283.5555 283.6984 283.8412 283.9841 284.1269 284.2697 284.4126 284.5554 284.6982 284.8409 284.9837 285.1265 285.2692 285.4120 285.5547 285.6974 285.8401 285.9828 286.1255 286.2682 286.4109 286.5535 286.6962 286.8388 286.9814 287.1240 287.2666 287.4092 287.5518 287.6944 287.8370 287.9795 288.1220 288.2646 288.4071 288.5496 288.6921 288.8346 288.9770 289.1195 289.2619 289.4044 289.5468 289.6892 289.8316 289.9740 290.1164 290.2588 290.4012 290.5435 290.6859 290.8282 290.9705 291.1128 291.2551 291.3974 291.5397 291.6819 291.8242 291.9664 292.1087 292.2509 292.3931 292.5353 292.6775 292.8197 292.9618 293.1040 293.2461 293.3883 293.5304 293.6725 293.8146 293.9567 294.0988 294.2408 294.3829 294.5249 294.6670 294.8090 294.9510 295.0930 295.2350 295.3770 295.5189 295.6609 295.8028 295.9448 296.0867 296.2286 296.3705 296.5124 296.6543 296.7961 296.9380 297.0798 297.2217 297.3635 297.5053 297.6471 297.7889 297.9307 298.0724 298.2142 298.3559 298.4976 298.6394 298.7811 298.9228 299.0645 299.2061 299.3478 299.4895 299.6311 299.7727 299.9143 300.0560 300.1976 300.3391 300.4807 300.6223 300.7638 300.9054 301.0469 301.1884 301.3299 301.4714 301.6129 301.7544 301.8958 302.0373 302.1787 302.3201 302.4616 302.6030 302.7444 302.8857 303.0271 303.1685 303.3098 303.4511 303.5925 303.7338 303.8751 304.0164 304.1577 304.2989 304.4402 304.5814 304.7227 304.8639 305.0051 305.1463 305.2875 305.4287 305.5698 305.7110 305.8521 305.9932 306.1344 306.2755 306.4166 306.5577 306.6987 306.8398 306.9808 307.1219 307.2629 307.4039 307.5449 307.6859 307.8269 307.9679 308.1088 308.2498 308.3907 308.5316 308.6725 308.8134 308.9543 309.0952 309.2361 309.3769 309.5178 309.6586 309.7994 309.9402 310.0810 310.2218 310.3626 310.5034 310.6441 310.7848 310.9256 311.0663 311.2070 311.3477 311.4884 311.6290 311.7697 311.9103 312.0510 312.1916 312.3322 312.4728 312.6134 312.7540 312.8945 313.0351 313.1756 313.3162 313.4567 313.5972 313.7377 313.8782 314.0186 314.1591 314.2995 314.4400 314.5804 314.7208 314.8612 315.0016 315.1420 315.2824 315.4227 315.5631 315.7034 315.8437 315.9840 316.1243 316.2646 316.4049 316.5451 316.6854 316.8256 316.9658 317.1061 317.2463 317.3865 317.5266 317.6668 317.8070 317.9471 318.0872 318.2274 318.3675 318.5076 318.6477 318.7877 318.9278 319.0678 319.2079 319.3479 319.4879 319.6279 319.7679 319.9079 320.0479 320.1878 320.3278 320.4677 320.6076 320.7475 320.8874 321.0273 321.1672 321.3070 321.4469 321.5867 321.7266 321.8664 322.0062 322.1460 322.2857 322.4255 322.5653 322.7050 322.8447 322.9845 323.1242 323.2639 323.4035 323.5432 323.6829 323.8225 323.9622 324.1018 324.2414 324.3810 324.5206 324.6602 324.7997 324.9393 325.0788 325.2184 325.3579 325.4974 325.6369 325.7764 325.9158 326.0553 326.1947 326.3342 326.4736 326.6130 326.7524 326.8918 327.0312 327.1705 327.3099 327.4492 327.5885 327.7279 327.8672 328.0065 328.1457 328.2850 328.4243 328.5635 328.7027 328.8419 328.9812 329.1204 329.2595 329.3987 329.5379 329.6770 329.8161 329.9553 330.0944 330.2335 330.3726 330.5116 330.6507 330.7898 330.9288 331.0678 331.2068 331.3458 331.4848 331.6238 331.7628 331.9017 332.0407 332.1796 332.3185 332.4574 332.5963 332.7352 332.8741 333.0129 333.1518 333.2906 333.4294 333.5683 333.7071 333.8458 333.9846 334.1234 334.2621 334.4009 334.5396 334.6783 334.8170 334.9557 335.0944 335.2330 335.3717 335.5103 335.6490 335.7876 335.9262 336.0648 336.2033 336.3419 336.4805 336.6190 336.7575 336.8961 337.0346 337.1731 337.3115 337.4500 337.5885 337.7269 337.8654 338.0038 338.1422 338.2806 338.4190 338.5573 338.6957 338.8340 338.9724 339.1107 339.2490 339.3873 339.5256 339.6639 339.8021 339.9404 340.0786 340.2169 340.3551 340.4933 340.6315 340.7696 340.9078 341.0460 341.1841 341.3222 341.4603 341.5984 341.7365 341.8746 342.0127 342.1507 342.2888 342.4268 342.5648 342.7028 342.8408 342.9788 343.1168 343.2547 343.3927 343.5306 343.6685 343.8064 343.9443 344.0822 344.2201 344.3579 344.4958 344.6336 344.7714 344.9092 345.0470 345.1848 345.3226 345.4603 345.5981 345.7358 345.8735 346.0112 346.1489 346.2866 346.4243 346.5619 346.6996 346.8372 346.9748 347.1125 347.2501 347.3876 347.5252 347.6628 347.8003 347.9378 348.0754 348.2129 348.3504 348.4879 348.6253 348.7628 348.9002 349.0377 349.1751 349.3125 349.4499 349.5873 349.7247 349.8620 349.9994 350.1367 350.2740 350.4113 350.5486 350.6859 350.8232 350.9604 351.0977 351.2349 351.3721 351.5094 351.6466 351.7837 351.9209 352.0581 352.1952 352.3323 352.4695 352.6066 352.7437 352.8808 353.0178 353.1549 353.2919 353.4290 353.5660 353.7030 353.8400 353.9770 354.1139 354.2509 354.3878 354.5248 354.6617 354.7986 354.9355 355.0724 355.2092 355.3461 355.4830 355.6198 355.7566 355.8934 356.0302 356.1670 356.3037 356.4405 356.5772 356.7140 356.8507 356.9874 357.1241 357.2608 357.3974 357.5341 357.6707 357.8074 357.9440 358.0806 358.2172 358.3537 358.4903 358.6269 358.7634 358.8999 359.0364 359.1729 359.3094 359.4459 359.5824 359.7188 359.8552 359.9917 360.1281 360.2645 360.4009 360.5372 360.6736 360.8099 360.9463 361.0826 361.2189 361.3552 361.4915 361.6277 361.7640 361.9002 362.0365 362.1727 362.3089 362.4451 362.5813 362.7174 362.8536 362.9897 363.1259 363.2620 363.3981 363.5342 363.6703 363.8063 363.9424 364.0784 364.2144 364.3504 364.4864 364.6224 364.7584 364.8944 365.0303 365.1662 365.3022 365.4381 365.5740 365.7098 365.8457 365.9816 366.1174 366.2532 366.3891 366.5249 366.6607 366.7964 366.9322 367.0680 367.2037 367.3394 367.4751 367.6108 367.7465 367.8822 368.0179 368.1535 368.2891 368.4248 368.5604 368.6960 368.8316 368.9671 369.1027 369.2382 369.3738 369.5093 369.6448 369.7803 369.9157 370.0512 370.1867 370.3221 370.4575 370.5929 370.7283 370.8637 370.9991 371.1345 371.2698 371.4051 371.5405 371.6758 371.8111 371.9463 372.0816 372.2169 372.3521 372.4873 372.6226 372.7578 372.8929 373.0281 373.1633 373.2984 373.4336 373.5687 373.7038 373.8389 373.9740 374.1091 374.2441 374.3792 374.5142 374.6492 374.7842 374.9192 375.0542 375.1891 375.3241 375.4590 375.5939 375.7289 375.8638 375.9986 376.1335 376.2684 376.4032 376.5380 376.6729 376.8077 376.9425 377.0772 377.2120 377.3467 377.4815 377.6162 377.7509 377.8856 378.0203 378.1550 378.2896 378.4243 378.5589 378.6935 378.8281 378.9627 379.0973 379.2319 379.3664 379.5009 379.6355 379.7700 379.9045 380.0390 380.1734 380.3079 380.4423 380.5768 380.7112 380.8456 380.9800 381.1143 381.2487 381.3830 381.5174 381.6517 381.7860 381.9203 382.0546 382.1889 382.3231 382.4573 382.5916 382.7258 382.8600 382.9942 383.1283 383.2625 383.3967 383.5308 383.6649 383.7990 383.9331 384.0672 384.2012 384.3353 384.4693 384.6034 384.7374 384.8714 385.0053 385.1393 385.2733 385.4072 385.5411 385.6751 385.8090 385.9428 386.0767 386.2106 386.3444 386.4783 386.6121 386.7459 386.8797 387.0134 387.1472 387.2810 387.4147 387.5484 387.6821 387.8158 387.9495 388.0832 388.2168 388.3505 388.4841 388.6177 388.7513 388.8849 389.0185 389.1520 389.2856 389.4191 389.5526 389.6861 389.8196 389.9531 390.0866 390.2200 390.3535 390.4869 390.6203 390.7537 390.8871 391.0204 391.1538 391.2871 391.4204 391.5537 391.6870 391.8203 391.9536 392.0869 392.2201 392.3533 392.4865 392.6197 392.7529 392.8861 393.0193 393.1524 393.2855 393.4186 393.5518 393.6848 393.8179 393.9510 394.0840 394.2171 394.3501 394.4831 394.6161 394.7491 394.8820 395.0150 395.1479 395.2808 395.4137 395.5466 395.6795 395.8124 395.9452 396.0781 396.2109 396.3437 396.4765 396.6093 396.7421 396.8748 397.0075 397.1403 397.2730 397.4057 397.5384 397.6710 397.8037 397.9363 398.0690 398.2016 398.3342 398.4668 398.5993 398.7319 398.8644 398.9970 399.1295 399.2620 399.3945 399.5270 399.6594 399.7919 399.9243 400.0567 400.1891 400.3215 400.4539 400.5862 400.7186 400.8509 400.9832 401.1155 401.2478 401.3801 401.5124 401.6446 401.7769 401.9091 402.0413 402.1735 402.3057 402.4378 402.5700 402.7021 402.8342 402.9663 403.0984 403.2305 403.3626 403.4946 403.6266 403.7587 403.8907 404.0227 404.1546 404.2866 404.4186 404.5505 404.6824 404.8143 404.9462 405.0781 405.2100 405.3418 405.4737 405.6055 405.7373 405.8691 406.0009 406.1326 406.2644 406.3961 406.5278 406.6595 406.7912 406.9229 407.0546 407.1862 407.3179 407.4495 407.5811 407.7127 407.8443 407.9758 408.1074 408.2389 408.3704 408.5019 408.6334 408.7649 408.8964 409.0278 409.1593 409.2907 409.4221 409.5535 409.6849 409.8162 409.9476 410.0789 410.2102 410.3415 410.4728 410.6041 410.7354 410.8666 410.9978 411.1291 411.2603 411.3914 411.5226 411.6538 411.7849 411.9161 412.0472 412.1783 412.3094 412.4404 412.5715 412.7026 412.8336 412.9646 413.0956 413.2266 413.3576 413.4885 413.6195 413.7504 413.8813 414.0122 414.1431 414.2740 414.4048 414.5357 414.6665 414.7973 414.9281 415.0589 415.1897 415.3204 415.4511 415.5819 415.7126 415.8433 415.9740 416.1046 416.2353 416.3659 416.4965 416.6271 416.7577 416.8883 417.0189 417.1494 417.2800 417.4105 417.5410 417.6715 417.8020 417.9324 418.0629 418.1933 418.3237 418.4541 418.5845 418.7149 418.8453 418.9756 419.1059 419.2362 419.3665 419.4968 419.6271 419.7574 419.8876 420.0178 420.1480 420.2782 420.4084 420.5386 420.6687 420.7989 420.9290 421.0591 421.1892 421.3193 421.4494 421.5794 421.7094 421.8395 421.9695 422.0995 422.2294 422.3594 422.4894 422.6193 422.7492 422.8791 423.0090 423.1389 423.2687 423.3986 423.5284 423.6582 423.7880 423.9178 424.0476 424.1773 424.3071 424.4368 424.5665 424.6962 424.8259 424.9555 425.0852 425.2148 425.3444 425.4741 425.6036 425.7332 425.8628 425.9923 426.1219 426.2514 426.3809 426.5104 426.6398 426.7693 426.8987 427.0282 427.1576 427.2870 427.4164 427.5457 427.6751 427.8044 427.9337 428.0631 428.1923 428.3216 428.4509 428.5801 428.7094 428.8386 428.9678 429.0970 429.2262 429.3553 429.4845 429.6136 429.7427 429.8718 430.0009 430.1300 430.2590 430.3880 430.5171 430.6461 430.7751 430.9040 431.0330 431.1620 431.2909 431.4198 431.5487 431.6776 431.8065 431.9353 432.0642 432.1930 432.3218 432.4506 432.5794 432.7082 432.8369 432.9657 433.0944 433.2231 433.3518 433.4805 433.6091 433.7378 433.8664 433.9950 434.1236 434.2522 434.3808 434.5093 434.6379 434.7664 434.8949 435.0234 435.1519 435.2804 435.4088 435.5373 435.6657 435.7941 435.9225 436.0508 436.1792 436.3076 436.4359 436.5642 436.6925 436.8208 436.9490 437.0773 437.2055 437.3338 437.4620 437.5902 437.7183 437.8465 437.9747 438.1028 438.2309 438.3590 438.4871 438.6152 438.7432 438.8713 438.9993 439.1273 439.2553 439.3833 439.5112 439.6392 439.7671 439.8950 440.0229 440.1508 440.2787 440.4066 440.5344 440.6622 440.7900 440.9178 441.0456 441.1734 441.3011 441.4289 441.5566 441.6843 441.8120 441.9397 442.0673 442.1950 442.3226 442.4502 442.5778 442.7054 442.8330 442.9605 443.0881 443.2156 443.3431 443.4706 443.5980 443.7255 443.8529 443.9804 444.1078 444.2352 444.3626 444.4899 444.6173 444.7446 444.8719 444.9993 445.1265 445.2538 445.3811 445.5083 445.6356 445.7628 445.8900 446.0171 446.1443 446.2715 446.3986 446.5257 446.6528 446.7799 446.9070 447.0341 447.1611 447.2881 447.4151 447.5421 447.6691 447.7961 447.9230 448.0500 448.1769 448.3038 448.4307 448.5576 448.6844 448.8113 448.9381 449.0649 449.1917 449.3185 449.4452 449.5720 449.6987 449.8254 449.9522 450.0788 450.2055 450.3322 450.4588 450.5854 450.7120 450.8386 450.9652 451.0918 451.2183 451.3449 451.4714 451.5979 451.7244 451.8508 451.9773 452.1037 452.2302 452.3566 452.4830 452.6093 452.7357 452.8620 452.9884 453.1147 453.2410 453.3673 453.4935 453.6198 453.7460 453.8722 453.9984 454.1246 454.2508 454.3770 454.5031 454.6292 454.7553 454.8814 455.0075 455.1336 455.2596 455.3857 455.5117 455.6377 455.7637 455.8896 456.0156 456.1415 456.2675 456.3934 456.5193 456.6451 456.7710 456.8968 457.0227 457.1485 457.2743 457.4001 457.5258 457.6516 457.7773 457.9030 458.0287 458.1544 458.2801 458.4057 458.5314 458.6570 458.7826 458.9082 459.0338 459.1593 459.2849 459.4104 459.5359 459.6614 459.7869 459.9124 460.0378 460.1633 460.2887 460.4141 460.5395 460.6649 460.7902 460.9155 461.0409 461.1662 461.2915 461.4168 461.5420 461.6673 461.7925 461.9177 462.0429 462.1681 462.2932 462.4184 462.5435 462.6687 462.7938 462.9188 463.0439 463.1690 463.2940 463.4190 463.5440 463.6690 463.7940 463.9190 464.0439 464.1688 464.2937 464.4186 464.5435 464.6684 464.7932 464.9181 465.0429 465.1677 465.2925 465.4172 465.5420 465.6667 465.7915 465.9162 466.0408 466.1655 466.2902 466.4148 466.5394 466.6641 466.7886 466.9132 467.0378 467.1623 467.2869 467.4114 467.5359 467.6604 467.7848 467.9093 468.0337 468.1581 468.2825 468.4069 468.5313 468.6556 468.7800 468.9043 469.0286 469.1529 469.2772 469.4014 469.5257 469.6499 469.7741 469.8983 470.0225 470.1466 470.2708 470.3949 470.5190 470.6431 470.7672 470.8912 471.0153 471.1393 471.2633 471.3873 471.5113 471.6353 471.7592 471.8832 472.0071 472.1310 472.2549 472.3788 472.5026 472.6265 472.7503 472.8741 472.9979 473.1216 473.2454 473.3691 473.4929 473.6166 473.7403 473.8639 473.9876 474.1113 474.2349 474.3585 474.4821 474.6057 474.7292 474.8528 474.9763 475.0998 475.2233 475.3468 475.4703 475.5937 475.7172 475.8406 475.9640 476.0874 476.2107 476.3341 476.4574 476.5807 476.7040 476.8273 476.9506 477.0739 477.1971 477.3203 477.4435 477.5667 477.6899 477.8131 477.9362 478.0593 478.1824 478.3055 478.4286 478.5517 478.6747 478.7977 478.9207 479.0437 479.1667 479.2897 479.4126 479.5355 479.6585 479.7813 479.9042 480.0271 480.1499 480.2728 480.3956 480.5184 480.6412 480.7639 480.8867 481.0094 481.1321 481.2548 481.3775 481.5002 481.6228 481.7455 481.8681 481.9907 482.1133 482.2358 482.3584 482.4809 482.6034 482.7259 482.8484 482.9709 483.0933 483.2158 483.3382 483.4606 483.5830 483.7054 483.8277 483.9501 484.0724 484.1947 484.3170 484.4392 484.5615 484.6837 484.8060 484.9282 485.0504 485.1725 485.2947 485.4168 485.5389 485.6610 485.7831 485.9052 486.0273 486.1493 486.2713 486.3933 486.5153 486.6373 486.7593 486.8812 487.0031 487.1250 487.2469 487.3688 487.4907 487.6125 487.7343 487.8561 487.9779 488.0997 488.2215 488.3432 488.4649 488.5866 488.7083 488.8300 488.9516 489.0733 489.1949 489.3165 489.4381 489.5597 489.6812 489.8028 489.9243 490.0458 490.1673 490.2888 490.4102 490.5317 490.6531 490.7745 490.8959 491.0173 491.1386 491.2600 491.3813 491.5026 491.6239 491.7452 491.8664 491.9877 492.1089 492.2301 492.3513 492.4725 492.5936 492.7148 492.8359 492.9570 493.0781 493.1992 493.3202 493.4412 493.5623 493.6833 493.8043 493.9252 494.0462 494.1671 494.2880 494.4090 494.5298 494.6507 494.7716 494.8924 495.0132 495.1340 495.2548 495.3756 495.4963 495.6171 495.7378 495.8585 495.9792 496.0998 496.2205 496.3411 496.4617 496.5823 496.7029 496.8235 496.9440 497.0646 497.1851 497.3056 497.4261 497.5465 497.6670 497.7874 497.9078 498.0282 498.1486 498.2690 498.3893 498.5096 498.6300 498.7502 498.8705 498.9908 499.1110 499.2313 499.3515 499.4717 499.5918 499.7120 499.8321 499.9523 500.0724 500.1925 500.3125 500.4326 500.5526 500.6726 500.7927 500.9126 501.0326 501.1526 501.2725 501.3924 501.5123 501.6322 501.7521 501.8719 501.9918 502.1116 502.2314 502.3512 502.4709 502.5907 502.7104 502.8301 502.9498 503.0695 503.1892 503.3088 503.4284 503.5481 503.6677 503.7872 503.9068 504.0263 504.1459 504.2654 504.3849 504.5043 504.6238 504.7432 504.8627 504.9821 505.1014 505.2208 505.3402 505.4595 505.5788 505.6981 505.8174 505.9367 506.0559 506.1752 506.2944 506.4136 506.5328 506.6519 506.7711 506.8902 507.0093 507.1284 507.2475 507.3665 507.4856 507.6046 507.7236 507.8426 507.9616 508.0805 508.1995 508.3184 508.4373 508.5562 508.6751 508.7939 508.9128 509.0316 509.1504 509.2692 509.3879 509.5067 509.6254 509.7441 509.8628 509.9815 510.1001 510.2188 510.3374 510.4560 510.5746 510.6932 510.8118 510.9303 511.0488 511.1673 511.2858 511.4043 511.5227 511.6412 511.7596 511.8780 511.9964 512.1147 512.2331 512.3514 512.4697 512.5880 512.7063 512.8246 512.9428 513.0610 513.1792 513.2974 513.4156 513.5338 513.6519 513.7700 513.8881 514.0062 514.1243 514.2423 514.3604 514.4784 514.5964 514.7143 514.8323 514.9503 515.0682 515.1861 515.3040 515.4219 515.5397 515.6576 515.7754 515.8932 516.0110 516.1287 516.2465 516.3642 516.4820 516.5996 516.7173 516.8350 516.9526 517.0703 517.1879 517.3055 517.4231 517.5406 517.6582 517.7757 517.8932 518.0107 518.1281 518.2456 518.3630 518.4805 518.5979 518.7152 518.8326 518.9500 519.0673 519.1846 519.3019 519.4192 519.5364 519.6537 519.7709 519.8881 520.0053 520.1225 520.2396 520.3567 520.4739 520.5910 520.7080 520.8251 520.9422 521.0592 521.1762 521.2932 521.4102 521.5271 521.6441 521.7610 521.8779 521.9948 522.1117 522.2285 522.3453 522.4622 522.5790 522.6957 522.8125 522.9293 523.0460 523.1627 523.2794 523.3961 523.5127 523.6294 523.7460 523.8626 523.9792 524.0957 524.2123 524.3288 524.4453 524.5618 524.6783 524.7948 524.9112 525.0277 525.1441 525.2605 525.3768 525.4932 525.6095 525.7258 525.8422 525.9584 526.0747 526.1910 526.3072 526.4234 526.5396 526.6558 526.7719 526.8881 527.0042 527.1203 527.2364 527.3525 527.4685 527.5846 527.7006 527.8166 527.9326 528.0485 528.1645 528.2804 528.3963 528.5122 528.6281 528.7439 528.8598 528.9756 529.0914 529.2072 529.3230 529.4387 529.5545 529.6702 529.7859 529.9016 530.0172 530.1329 530.2485 530.3641 530.4797 530.5953 530.7108 530.8264 530.9419 531.0574 531.1729 531.2883 531.4038 531.5192 531.6346 531.7500 531.8654 531.9808 532.0961 532.2114 532.3267 532.4420 532.5573 532.6725 532.7878 532.9030 533.0182 533.1334 533.2485 533.3637 533.4788 533.5939 533.7090 533.8241 533.9392 534.0542 534.1692 534.2842 534.3992 534.5142 534.6291 534.7441 534.8590 534.9739 535.0888 535.2036 535.3185 535.4333 535.5481 535.6629 535.7777 535.8924 536.0072 536.1219 536.2366 536.3513 536.4659 536.5806 536.6952 536.8098 536.9244 537.0390 537.1536 537.2681 537.3826 537.4971 537.6116 537.7261 537.8406 537.9550 538.0694 538.1838 538.2982 538.4126 538.5269 538.6412 538.7556
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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: Retrieved value for dark background fitting parameter 4, -9 if no background fitting was done
Column 51: Uncertainty of retrieved value for dark background fitting parameter 4, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 52: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 53: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 54: 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 55: 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 56: 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 57: 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 58: 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 59: 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 60: 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 61: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 62: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 63: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 64: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 65: Mean wavelength correction applied [%], -9=no wavelength correction
Column 66: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 67: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 68: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 69: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 70: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 71: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 72: Temperature at electronics board [°C], 999=no temperature signal
Column 73: Spectrometer control temperature [°C], 999=no temperature signal
Column 74: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 75: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 76: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 77: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 78-2125: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2126-4173: 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 4174-6221: 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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11 11 11 284 11 405 360 389 10 10 10 10 388 400 300 10 400 10 385 370 371 10 326 10 382 327 10 354 361 10 10 385 10 10 10 352 325 325 348 10 10 147 327 10 351 10 374 10 362 10 363 10 10 10 348 10 10 341 10 388 373 274 338 340 347 379 10 10 330 250 372 389 10 338 275 10 10 378 373 340 10 10 374 10 10 10 333 190 346 349 324 346 374 10 373 368 206 330 10 380 10 10 10 347 364 10 10 273 10 10 369 10 306 374 378 347 10 10 328 366 384 362 296 10 10 367 10 382 373 10 10 10 10 10 304 342 262 10 10 10 301 340 268 10 358 10 351 364 246 10 10 10 10 10 10 356 10 10 347 329 349 10 10 10 10 10 371 10 10 10 10 10 385 344 331 10 377 10 382 10 10 10 10 10 370 10 10 10 10 319 10 10 10 339 346 358 11 11 362 386 390 348 340 404 390 11 285 364 11 11 11 385 11 11 350 381 387 393 11 11 11 331 11 418 362 394 408 309 11 11 11 411 11 399 11 11 346 415 11 11 237 402 11 406 389 205 12 441 12 413 423 439 12 12 388 424 12 453 12 419 12 432 12 415 12 437 12 12 12 12 12 416 450 13 389 13 456 13 411 13 13 13 13 409 448 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96.30 96.32 96.63 96.65 96.09 96.66 96.47 95.54 96.76 96.47 95.92 95.92 95.51 96.64 96.83 95.36 96.12 95.94 96.48 96.47 96.37 95.85 95.56 96.12 96.46 95.47 95.87 97.11 96.60 96.05 96.11 96.26 95.95 94.71 96.23 96.40 96.61 96.37 95.64 96.09 96.03 96.58 96.38 95.94 96.69 96.41 95.70 96.40 96.72 95.59 96.40 95.93 96.96 96.57 96.40 96.44 96.16 96.74 95.25 95.93 95.67 95.75 96.06 96.12 96.37 95.67 95.74 95.24 96.30 96.50 96.06 95.93 96.43 95.94 95.87 95.98 96.69 96.45 96.49 95.71 95.87 96.85 95.93 96.15 95.67 95.14 95.12 96.22 96.22 96.20 94.25 95.70 96.02 96.30 95.95 95.33 95.37 96.58 95.87 95.89 95.65 95.55 95.94 96.06 95.62 95.78 95.98 95.70 95.57 95.54 94.80 95.80 95.58 96.58 96.18 96.38 95.37 94.93 95.57 96.23 95.35 95.47 95.42 95.50 95.64 95.43 93.92 95.22 95.58 96.37 95.81 95.98 96.36 96.12 95.54 96.22 95.34 96.06 94.86 94.87 94.70 95.50 94.59 94.18 95.53 94.81 94.10 95.03 95.27 95.66 95.35 94.77 95.85 95.18 95.10 95.20 94.71 95.95 94.50 95.36 94.83 95.25 95.40 95.02 95.02 95.98 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81.71 84.30 81.67 84.43 74.15 72.32 85.71 73.36 79.57 75.55 84.58 82.03 77.54 74.38 83.92 83.79 78.07 79.96 80.50 78.94 83.07 81.86 86.03 82.39 77.49 83.37 77.67 72.53 73.39 72.04 80.80 86.67 77.88 74.46 79.24 82.30 82.98 85.38 80.77 78.36 73.23 80.95 81.65 84.55 63.82 71.33 86.55 74.10 73.32 62.67 81.22 82.15 84.56 82.03 79.72 69.76 84.61 71.45 69.75 73.68 86.56 74.08 67.67 79.46 66.24 61.48 81.64 73.95 76.67 77.94 76.90 77.38 68.31 69.21 68.10 78.11 82.78 75.57 77.09 82.08 86.40 77.84 74.17 70.65 71.28 78.93 84.80 82.99 81.11 79.90 81.54 79.45 63.33 79.24 77.10 81.19 72.59 85.47 83.25 81.19 65.64 79.28 70.07 85.33 38.39 71.09 82.82 78.59 80.93 72.19 83.92 79.64 81.86 81.55 65.95 80.24 79.37 77.71 71.65 81.69 73.62 76.97 84.61 80.21 79.13 80.98 76.26 64.59 81.75 79.35 70.60 51.98 73.87 79.67 85.67 78.27 73.77 82.60 74.97 77.27 72.29 77.41 77.10 64.55 75.29 67.92 79.45 79.88 78.27 71.66 83.39 72.60 77.83 77.09 77.40 71.23 79.72 55.36 82.64 77.57 69.35 78.54 76.62 74.86 71.96 62.21 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59.42 56.41 49.08 42.33 43.86 36.20 57.10 59.27 56.17 67.50 49.82 60.84 51.57 44.63 60.77 49.19 62.62 65.70 56.32 60.28 54.53 66.66 52.35 63.27 67.39 53.23 69.98 72.83 62.62 64.04 51.18 67.51 73.25 66.05 68.97 61.81 56.63 61.20 58.90 48.88 59.44 65.70 25.18 44.36 51.84 61.21 49.48 50.81 57.03 58.95 57.48 64.35 57.35 63.10 53.83 68.39 66.01 62.56 67.27 74.42 72.76 66.23 68.52 67.51 59.76 54.11 51.07 63.38 55.15 48.64 70.06 70.58 63.68 71.16 61.24 65.19 75.64 73.40 59.89 77.47 74.30 64.91 72.11 72.45 64.41 68.93 65.45 76.33 73.43 72.41 63.88 72.53 74.94 66.08 61.62 73.32 67.84 66.61 65.70 79.04 75.60 65.92 76.63 74.06 70.67 70.44 71.59 77.16 70.91 75.02 80.15 80.02 73.48 70.09 68.53 72.62 67.33 77.63 77.15 63.53 70.03 77.71 73.94 68.52 79.84 73.91 73.53 73.71 75.13 76.07 70.69 81.56 84.04 80.34 70.72 74.59 72.45 82.56 77.96 75.81 68.67 82.06 74.42 80.59 80.37 84.84 77.01 69.90 76.44 74.42 79.08 81.59 83.84 69.89 75.78 72.50 81.36 76.85 73.75 72.59 76.70 73.91 80.14 80.86 79.94 78.30 75.97 70.69 75.85 79.09 71.54 79.73 78.80 78.06 83.24 80.75 78.44 83.15 77.39 74.18 81.33 79.74 82.69 81.33 79.48 83.55 81.06 81.66 75.35 85.71 83.58 84.26 82.23 86.25 82.51 87.12 83.05 81.89 85.83 81.02 81.91 82.88 82.84 79.14 80.68 79.51 76.82 78.72 83.29 84.38 83.11 80.71 84.95 87.75 81.89 77.56 83.67 83.90 85.62 80.73 77.84 77.80 81.99 81.79 78.46 77.59 68.01 70.50 78.30 77.41 78.46 77.77 73.11 76.56 71.71 78.19 78.26 70.38 81.85 81.07 82.11 81.98 85.59 83.31 85.00 78.80 80.38 86.58 81.27 81.01 84.79 82.93 82.02 76.09 79.54 81.29 86.45 84.97 85.29 80.10 83.47 81.91 86.65 83.05 85.07 82.42 84.51 82.78 85.50 80.95 85.65 81.52 79.62 85.45 83.78 82.38 85.56 83.82 86.26 86.03 85.30 87.45 82.69 87.24 85.70 82.70 86.06 85.23 86.17 87.22 88.42 89.50 87.10 86.67 85.22 85.55 86.67 87.06 80.70 83.27 82.01 81.24 75.36 71.31 78.58 69.56 65.92 71.31 76.47 81.31 82.33 83.24 84.29 86.66 85.65 82.65 86.88 86.12 87.39 89.91 88.54 86.16 88.89 86.32 88.70 85.69 88.37 88.47 86.23 86.15 84.67 74.08 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753 746 747 742 736 744 741 738 743 746 744 749 740 746 744 739 738 739 743 735 727 732 733 737 734 726 720 716 714 710 708 713 712 715 714 710 709 706 707 704 704 705 698 699 692 694 697 698 703 703 706 741 697 699 697 699 695 695 695 691 688 693 695 694 693 692 689 690 689 684 689 682 683 680 680 682 679 682 681 674 671 671 669 677 679 683 684 689 676 679 687 688 687 683 675 669 664 664 661 669 672 665 678 675 677 673 671 673 671 674 677 679 680 678 676 679 675 679 680 683 678 681 678 671 667 668 669 668 672 675 676 676 672 680 682 685 686 689 687 698 696 699 692 695 697 685 685 688 677 693 687 682 691 691 691 690 695 698 699 694 698 696 701 702 697 701 696 692 699 700 703 698 701 700 696 695 686 693 698 703 704 703 709 698 715 709 711 718 714 715 706 705 709 710 708 711 709 704 713 715 718 723 717 715 714 714 715 720 720 719 718 717 727 721 724 725 721 733 723 729 729 727 726 720 722 725 729 732 728 729 1022 737 735 729 736 729 728 730 731 735 736 732 732 738 736 736 733 733 733 728 724 715 705 692 698 700 709 720 721 729 732 736 730 735 733 741 741 757 743 751 749 748 745 746 740 735 733 737 739 744 751 760 762 777 769 766 773 756 767 764 762 765 773 764 760 768 772 764 770 769 762 751 755 754 753 758 767 774 775 780 786 776 770 773 769 773 775 775 774 785 774 787 790 790 793 793 787 797 795 787 791 778 783 774 781 784 790 797 789 794 786 785 789 789 805 800 797 795 804 793 798 790 782 777 789 784 787 786 800 797 795 799 802 800 794 795 798 811 787 783 788 793 788 786 789 791 797 793 793 780 784 780 781 790 782 790 785 784 793 798 806 801 794 805 805 805 797 807 798 787 790 784 775 789 842 791 794 807 796 798 800 788 802 799 810 808 806 820 813 822 816 822 827 819 810 806 817 808 808 813 808 808 813 817 798 816 813 801 818 818 815 820 836 833 834 833 826 838 831 830 820 820 823 834 834 828 830 829 832 832 822 831 835 844 837 843 846 845 845 843 837 840 835 833 835 842 836 838 841 841 831 846 845 836 838 840 839 833 833 839 838 829 837 837 848 843 848 848 853 846 854 854 855 857 855 851 849 847 830 829 836 818 815 825 823 830 843 850 860 859 850 835 834 831 827 826 847 852 859 857 856 851 855 857 865 865 868 875 875 867 860 863 859 861 866 867 868 867 874 872 872 875 872 876 879 882 868 876 865 866 868 855 870 868 877 869 878 880 882 871 884 884 882 877 882 887 873 887 878 880 883 878 880 867 881 872 890 883 884 878 876 870 863 867 862 873 861 856 875 867 879 885 885 878 886 885 892 892 887 878 886 886 892 836 889 903 897 885 888 889 881 878 887 888 882 887 887 890 901 905 892 899 902 901 890 898 894 897 896 897 893 891 894 883 881 888 883 877 894 890 890 887 904 896 892 937 895 904 880 896 900 896 901 904 897 906 900 892 908 906 910 903 902 915 916 903 904 906 907 903 898 901 887 896 889 898 906 909 917 912 902 909 907 905 907 904 890 909 908 905
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