File name: Pandora108s1_Toronto-West_20221129_L1_smca1c6d20211104p1-8.txt
File generation date: 20240820T140546.9Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c6d20211104p1-8
Local principal investigator: Vitali Fioletov
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 108
Spectrometer number: 1
Processing software version used: BlickP v1.8.59
Instrument operation file used: Pandora108_OF_v3d20210713.txt
Instrument calibration file used: Pandora108s1_CF_v6d20211104.txt
Level 0 file used: Pandora108s1_Toronto-West_20221129_L0.txt
Full location name: Ontario Ministry of the Environment, Toronto West (Etobicoke)
Short location name: Toronto-West
Country of location: Canada
Location latitude [deg]: 43.7094
Location longitude [deg]: -79.5435
Location altitude [m]: 141
Local noon date: 20221129
Notes on s-number (L1 configuration): Corrections NOT applied although requested by the s-number are dark map for dark correction (replaced by immediate dark method), latency correction, matrix method stray light correction (replaced by simple method)
Data caveats: None
Nominal wavelengths [nm]: 272.6286 272.7691 272.9097 273.0502 273.1907 273.3313 273.4719 273.6125 273.7531 273.8937 274.0343 274.1749 274.3155 274.4562 274.5969 274.7375 274.8782 275.0189 275.1596 275.3003 275.4410 275.5818 275.7225 275.8632 276.0040 276.1448 276.2855 276.4263 276.5671 276.7079 276.8487 276.9895 277.1304 277.2712 277.4120 277.5529 277.6937 277.8346 277.9755 278.1163 278.2572 278.3981 278.5390 278.6799 278.8208 278.9617 279.1027 279.2436 279.3845 279.5255 279.6664 279.8074 279.9483 280.0893 280.2302 280.3712 280.5122 280.6532 280.7942 280.9352 281.0762 281.2172 281.3582 281.4992 281.6402 281.7812 281.9222 282.0633 282.2043 282.3453 282.4864 282.6274 282.7684 282.9095 283.0505 283.1916 283.3326 283.4737 283.6148 283.7558 283.8969 284.0380 284.1790 284.3201 284.4612 284.6023 284.7434 284.8844 285.0255 285.1666 285.3077 285.4488 285.5899 285.7310 285.8721 286.0132 286.1543 286.2954 286.4365 286.5776 286.7187 286.8598 287.0009 287.1420 287.2831 287.4242 287.5653 287.7064 287.8475 287.9886 288.1297 288.2708 288.4119 288.5530 288.6941 288.8352 288.9763 289.1174 289.2585 289.3996 289.5407 289.6818 289.8228 289.9639 290.1050 290.2461 290.3872 290.5283 290.6694 290.8105 290.9515 291.0926 291.2337 291.3748 291.5159 291.6569 291.7980 291.9391 292.0801 292.2212 292.3623 292.5033 292.6444 292.7854 292.9265 293.0675 293.2086 293.3496 293.4906 293.6317 293.7727 293.9137 294.0548 294.1958 294.3368 294.4778 294.6188 294.7598 294.9009 295.0419 295.1829 295.3238 295.4648 295.6058 295.7468 295.8878 296.0288 296.1697 296.3107 296.4517 296.5926 296.7336 296.8745 297.0155 297.1564 297.2973 297.4383 297.5792 297.7201 297.8610 298.0019 298.1428 298.2837 298.4246 298.5655 298.7064 298.8473 298.9882 299.1290 299.2699 299.4108 299.5516 299.6925 299.8333 299.9741 300.1150 300.2558 300.3966 300.5374 300.6782 300.8190 300.9598 301.1006 301.2414 301.3822 301.5230 301.6637 301.8045 301.9452 302.0860 302.2267 302.3675 302.5082 302.6489 302.7896 302.9303 303.0710 303.2117 303.3524 303.4931 303.6338 303.7744 303.9151 304.0557 304.1964 304.3370 304.4777 304.6183 304.7589 304.8995 305.0401 305.1807 305.3213 305.4619 305.6025 305.7430 305.8836 306.0241 306.1647 306.3052 306.4457 306.5863 306.7268 306.8673 307.0078 307.1483 307.2887 307.4292 307.5697 307.7101 307.8506 307.9910 308.1315 308.2719 308.4123 308.5527 308.6931 308.8335 308.9739 309.1143 309.2546 309.3950 309.5353 309.6757 309.8160 309.9564 310.0967 310.2370 310.3773 310.5176 310.6579 310.7981 310.9384 311.0787 311.2189 311.3591 311.4994 311.6396 311.7798 311.9200 312.0602 312.2004 312.3406 312.4807 312.6209 312.7610 312.9012 313.0413 313.1814 313.3215 313.4617 313.6017 313.7418 313.8819 314.0220 314.1620 314.3021 314.4421 314.5821 314.7222 314.8622 315.0022 315.1422 315.2822 315.4221 315.5621 315.7020 315.8420 315.9819 316.1218 316.2618 316.4017 316.5416 316.6814 316.8213 316.9612 317.1010 317.2409 317.3807 317.5205 317.6604 317.8002 317.9400 318.0797 318.2195 318.3593 318.4990 318.6388 318.7785 318.9182 319.0580 319.1977 319.3374 319.4770 319.6167 319.7564 319.8960 320.0357 320.1753 320.3149 320.4545 320.5941 320.7337 320.8733 321.0129 321.1525 321.2920 321.4315 321.5711 321.7106 321.8501 321.9896 322.1291 322.2686 322.4080 322.5475 322.6869 322.8264 322.9658 323.1052 323.2446 323.3840 323.5234 323.6627 323.8021 323.9414 324.0808 324.2201 324.3594 324.4987 324.6380 324.7773 324.9166 325.0558 325.1951 325.3343 325.4735 325.6128 325.7520 325.8912 326.0303 326.1695 326.3087 326.4478 326.5870 326.7261 326.8652 327.0043 327.1434 327.2825 327.4216 327.5606 327.6997 327.8387 327.9778 328.1168 328.2558 328.3948 328.5338 328.6727 328.8117 328.9506 329.0896 329.2285 329.3674 329.5063 329.6452 329.7841 329.9230 330.0618 330.2007 330.3395 330.4783 330.6172 330.7560 330.8947 331.0335 331.1723 331.3111 331.4498 331.5885 331.7272 331.8660 332.0047 332.1433 332.2820 332.4207 332.5593 332.6980 332.8366 332.9752 333.1138 333.2524 333.3910 333.5296 333.6681 333.8067 333.9452 334.0837 334.2222 334.3607 334.4992 334.6377 334.7762 334.9146 335.0531 335.1915 335.3299 335.4683 335.6067 335.7451 335.8835 336.0218 336.1602 336.2985 336.4368 336.5751 336.7134 336.8517 336.9900 337.1283 337.2665 337.4048 337.5430 337.6812 337.8194 337.9576 338.0958 338.2340 338.3721 338.5103 338.6484 338.7865 338.9246 339.0627 339.2008 339.3389 339.4769 339.6150 339.7530 339.8910 340.0291 340.1671 340.3050 340.4430 340.5810 340.7189 340.8569 340.9948 341.1327 341.2706 341.4085 341.5464 341.6843 341.8221 341.9599 342.0978 342.2356 342.3734 342.5112 342.6490 342.7867 342.9245 343.0622 343.2000 343.3377 343.4754 343.6131 343.7508 343.8885 344.0261 344.1638 344.3014 344.4390 344.5766 344.7142 344.8518 344.9894 345.1269 345.2645 345.4020 345.5395 345.6771 345.8146 345.9520 346.0895 346.2270 346.3644 346.5019 346.6393 346.7767 346.9141 347.0515 347.1889 347.3262 347.4636 347.6009 347.7382 347.8755 348.0129 348.1501 348.2874 348.4247 348.5619 348.6992 348.8364 348.9736 349.1108 349.2480 349.3852 349.5223 349.6595 349.7966 349.9337 350.0709 350.2080 350.3450 350.4821 350.6192 350.7562 350.8933 351.0303 351.1673 351.3043 351.4413 351.5783 351.7152 351.8522 351.9891 352.1260 352.2629 352.3998 352.5367 352.6736 352.8105 352.9473 353.0842 353.2210 353.3578 353.4946 353.6314 353.7681 353.9049 354.0416 354.1784 354.3151 354.4518 354.5885 354.7252 354.8619 354.9985 355.1352 355.2718 355.4084 355.5450 355.6816 355.8182 355.9548 356.0913 356.2279 356.3644 356.5009 356.6374 356.7739 356.9104 357.0469 357.1833 357.3198 357.4562 357.5926 357.7290 357.8654 358.0018 358.1381 358.2745 358.4108 358.5472 358.6835 358.8198 358.9561 359.0923 359.2286 359.3648 359.5011 359.6373 359.7735 359.9097 360.0459 360.1821 360.3182 360.4544 360.5905 360.7266 360.8627 360.9988 361.1349 361.2710 361.4070 361.5431 361.6791 361.8151 361.9511 362.0871 362.2231 362.3590 362.4950 362.6309 362.7669 362.9028 363.0387 363.1746 363.3104 363.4463 363.5821 363.7180 363.8538 363.9896 364.1254 364.2612 364.3969 364.5327 364.6684 364.8042 364.9399 365.0756 365.2113 365.3470 365.4826 365.6183 365.7539 365.8896 366.0252 366.1608 366.2964 366.4319 366.5675 366.7030 366.8386 366.9741 367.1096 367.2451 367.3806 367.5160 367.6515 367.7869 367.9224 368.0578 368.1932 368.3286 368.4640 368.5993 368.7347 368.8700 369.0053 369.1406 369.2759 369.4112 369.5465 369.6817 369.8170 369.9522 370.0874 370.2226 370.3578 370.4930 370.6282 370.7633 370.8985 371.0336 371.1687 371.3038 371.4389 371.5740 371.7090 371.8441 371.9791 372.1141 372.2491 372.3841 372.5191 372.6541 372.7890 372.9240 373.0589 373.1938 373.3287 373.4636 373.5985 373.7333 373.8682 374.0030 374.1378 374.2726 374.4074 374.5422 374.6770 374.8117 374.9465 375.0812 375.2159 375.3506 375.4853 375.6199 375.7546 375.8893 376.0239 376.1585 376.2931 376.4277 376.5623 376.6968 376.8314 376.9659 377.1005 377.2350 377.3695 377.5040 377.6384 377.7729 377.9073 378.0418 378.1762 378.3106 378.4450 378.5793 378.7137 378.8481 378.9824 379.1167 379.2510 379.3853 379.5196 379.6539 379.7881 379.9224 380.0566 380.1908 380.3250 380.4592 380.5934 380.7275 380.8617 380.9958 381.1299 381.2640 381.3981 381.5322 381.6663 381.8003 381.9344 382.0684 382.2024 382.3364 382.4704 382.6043 382.7383 382.8722 383.0062 383.1401 383.2740 383.4079 383.5417 383.6756 383.8095 383.9433 384.0771 384.2109 384.3447 384.4785 384.6122 384.7460 384.8797 385.0135 385.1472 385.2809 385.4145 385.5482 385.6819 385.8155 385.9491 386.0828 386.2164 386.3499 386.4835 386.6171 386.7506 386.8841 387.0177 387.1512 387.2847 387.4181 387.5516 387.6850 387.8185 387.9519 388.0853 388.2187 388.3521 388.4854 388.6188 388.7521 388.8855 389.0188 389.1521 389.2853 389.4186 389.5519 389.6851 389.8183 389.9515 390.0847 390.2179 390.3511 390.4843 390.6174 390.7505 390.8836 391.0168 391.1498 391.2829 391.4160 391.5490 391.6821 391.8151 391.9481 392.0811 392.2140 392.3470 392.4800 392.6129 392.7458 392.8787 393.0116 393.1445 393.2773 393.4102 393.5430 393.6759 393.8087 393.9415 394.0742 394.2070 394.3398 394.4725 394.6052 394.7379 394.8706 395.0033 395.1360 395.2686 395.4013 395.5339 395.6665 395.7991 395.9317 396.0643 396.1968 396.3294 396.4619 396.5944 396.7269 396.8594 396.9919 397.1243 397.2568 397.3892 397.5216 397.6540 397.7864 397.9188 398.0511 398.1835 398.3158 398.4481 398.5804 398.7127 398.8450 398.9772 399.1095 399.2417 399.3739 399.5061 399.6383 399.7705 399.9026 400.0348 400.1669 400.2990 400.4311 400.5632 400.6953 400.8273 400.9594 401.0914 401.2234 401.3554 401.4874 401.6194 401.7514 401.8833 402.0152 402.1472 402.2791 402.4109 402.5428 402.6747 402.8065 402.9384 403.0702 403.2020 403.3338 403.4655 403.5973 403.7290 403.8608 403.9925 404.1242 404.2559 404.3875 404.5192 404.6509 404.7825 404.9141 405.0457 405.1773 405.3089 405.4404 405.5720 405.7035 405.8350 405.9665 406.0980 406.2295 406.3609 406.4924 406.6238 406.7552 406.8866 407.0180 407.1494 407.2807 407.4121 407.5434 407.6747 407.8060 407.9373 408.0685 408.1998 408.3310 408.4623 408.5935 408.7247 408.8559 408.9870 409.1182 409.2493 409.3804 409.5115 409.6426 409.7737 409.9048 410.0358 410.1669 410.2979 410.4289 410.5599 410.6909 410.8218 410.9528 411.0837 411.2146 411.3456 411.4764 411.6073 411.7382 411.8690 411.9999 412.1307 412.2615 412.3923 412.5230 412.6538 412.7846 412.9153 413.0460 413.1767 413.3074 413.4381 413.5687 413.6994 413.8300 413.9606 414.0912 414.2218 414.3523 414.4829 414.6134 414.7440 414.8745 415.0050 415.1355 415.2659 415.3964 415.5268 415.6572 415.7876 415.9180 416.0484 416.1788 416.3091 416.4395 416.5698 416.7001 416.8304 416.9606 417.0909 417.2211 417.3514 417.4816 417.6118 417.7420 417.8722 418.0023 418.1325 418.2626 418.3927 418.5228 418.6529 418.7829 418.9130 419.0430 419.1731 419.3031 419.4331 419.5630 419.6930 419.8229 419.9529 420.0828 420.2127 420.3426 420.4725 420.6023 420.7322 420.8620 420.9918 421.1216 421.2514 421.3812 421.5109 421.6407 421.7704 421.9001 422.0298 422.1595 422.2892 422.4188 422.5484 422.6781 422.8077 422.9373 423.0668 423.1964 423.3260 423.4555 423.5850 423.7145 423.8440 423.9735 424.1029 424.2324 424.3618 424.4912 424.6206 424.7500 424.8794 425.0087 425.1380 425.2674 425.3967 425.5260 425.6552 425.7845 425.9138 426.0430 426.1722 426.3014 426.4306 426.5598 426.6889 426.8181 426.9472 427.0763 427.2054 427.3345 427.4636 427.5926 427.7217 427.8507 427.9797 428.1087 428.2377 428.3666 428.4956 428.6245 428.7534 428.8823 429.0112 429.1401 429.2689 429.3978 429.5266 429.6554 429.7842 429.9130 430.0418 430.1705 430.2992 430.4280 430.5567 430.6854 430.8140 430.9427 431.0713 431.2000 431.3286 431.4572 431.5858 431.7143 431.8429 431.9714 432.1000 432.2285 432.3570 432.4854 432.6139 432.7423 432.8708 432.9992 433.1276 433.2560 433.3844 433.5127 433.6411 433.7694 433.8977 434.0260 434.1543 434.2825 434.4108 434.5390 434.6673 434.7955 434.9236 435.0518 435.1800 435.3081 435.4363 435.5644 435.6925 435.8206 435.9486 436.0767 436.2047 436.3327 436.4607 436.5887 436.7167 436.8447 436.9726 437.1006 437.2285 437.3564 437.4843 437.6121 437.7400 437.8678 437.9956 438.1234 438.2512 438.3790 438.5068 438.6345 438.7623 438.8900 439.0177 439.1454 439.2730 439.4007 439.5283 439.6560 439.7836 439.9112 440.0387 440.1663 440.2939 440.4214 440.5489 440.6764 440.8039 440.9314 441.0588 441.1863 441.3137 441.4411 441.5685 441.6959 441.8232 441.9506 442.0779 442.2052 442.3326 442.4598 442.5871 442.7144 442.8416 442.9688 443.0960 443.2232 443.3504 443.4776 443.6047 443.7319 443.8590 443.9861 444.1132 444.2403 444.3673 444.4944 444.6214 444.7484 444.8754 445.0024 445.1293 445.2563 445.3832 445.5101 445.6370 445.7639 445.8908 446.0176 446.1445 446.2713 446.3981 446.5249 446.6517 446.7785 446.9052 447.0319 447.1587 447.2854 447.4120 447.5387 447.6654 447.7920 447.9186 448.0452 448.1718 448.2984 448.4250 448.5515 448.6781 448.8046 448.9311 449.0576 449.1840 449.3105 449.4369 449.5633 449.6897 449.8161 449.9425 450.0689 450.1952 450.3215 450.4479 450.5742 450.7004 450.8267 450.9530 451.0792 451.2054 451.3316 451.4578 451.5840 451.7101 451.8363 451.9624 452.0885 452.2146 452.3407 452.4668 452.5928 452.7189 452.8449 452.9709 453.0969 453.2228 453.3488 453.4747 453.6007 453.7266 453.8525 453.9783 454.1042 454.2301 454.3559 454.4817 454.6075 454.7333 454.8591 454.9848 455.1105 455.2363 455.3620 455.4877 455.6133 455.7390 455.8646 455.9903 456.1159 456.2415 456.3671 456.4926 456.6182 456.7437 456.8692 456.9947 457.1202 457.2457 457.3712 457.4966 457.6220 457.7474 457.8728 457.9982 458.1236 458.2489 458.3742 458.4996 458.6249 458.7501 458.8754 459.0007 459.1259 459.2511 459.3763 459.5015 459.6267 459.7518 459.8770 460.0021 460.1272 460.2523 460.3774 460.5025 460.6275 460.7525 460.8776 461.0026 461.1275 461.2525 461.3775 461.5024 461.6273 461.7522 461.8771 462.0020 462.1269 462.2517 462.3765 462.5013 462.6261 462.7509 462.8757 463.0004 463.1252 463.2499 463.3746 463.4993 463.6239 463.7486 463.8732 463.9979 464.1225 464.2471 464.3716 464.4962 464.6207 464.7453 464.8698 464.9943 465.1187 465.2432 465.3677 465.4921 465.6165 465.7409 465.8653 465.9897 466.1140 466.2384 466.3627 466.4870 466.6113 466.7356 466.8598 466.9841 467.1083 467.2325 467.3567 467.4809 467.6050 467.7292 467.8533 467.9774 468.1015 468.2256 468.3497 468.4737 468.5978 468.7218 468.8458 468.9698 469.0937 469.2177 469.3416 469.4656 469.5895 469.7134 469.8372 469.9611 470.0850 470.2088 470.3326 470.4564 470.5802 470.7039 470.8277 470.9514 471.0751 471.1988 471.3225 471.4462 471.5698 471.6935 471.8171 471.9407 472.0643 472.1879 472.3114 472.4350 472.5585 472.6820 472.8055 472.9290 473.0524 473.1759 473.2993 473.4227 473.5461 473.6695 473.7929 473.9162 474.0396 474.1629 474.2862 474.4095 474.5327 474.6560 474.7792 474.9024 475.0257 475.1488 475.2720 475.3952 475.5183 475.6414 475.7645 475.8876 476.0107 476.1338 476.2568 476.3798 476.5029 476.6259 476.7488 476.8718 476.9947 477.1177 477.2406 477.3635 477.4864 477.6092 477.7321 477.8549 477.9777 478.1005 478.2233 478.3461 478.4689 478.5916 478.7143 478.8370 478.9597 479.0824 479.2050 479.3277 479.4503 479.5729 479.6955 479.8181 479.9406 480.0632 480.1857 480.3082 480.4307 480.5532 480.6757 480.7981 480.9205 481.0430 481.1653 481.2877 481.4101 481.5324 481.6548 481.7771 481.8994 482.0217 482.1439 482.2662 482.3884 482.5106 482.6329 482.7550 482.8772 482.9994 483.1215 483.2436 483.3657 483.4878 483.6099 483.7319 483.8540 483.9760 484.0980 484.2200 484.3420 484.4639 484.5859 484.7078 484.8297 484.9516 485.0735 485.1953 485.3172 485.4390 485.5608 485.6826 485.8044 485.9261 486.0479 486.1696 486.2913 486.4130 486.5347 486.6564 486.7780 486.8996 487.0213 487.1429 487.2644 487.3860 487.5075 487.6291 487.7506 487.8721 487.9936 488.1150 488.2365 488.3579 488.4793 488.6007 488.7221 488.8435 488.9648 489.0862 489.2075 489.3288 489.4501 489.5713 489.6926 489.8138 489.9350 490.0562 490.1774 490.2986 490.4197 490.5409 490.6620 490.7831 490.9042 491.0252 491.1463 491.2673 491.3884 491.5094 491.6303 491.7513 491.8723 491.9932 492.1141 492.2350 492.3559 492.4768 492.5976 492.7185 492.8393 492.9601 493.0809 493.2016 493.3224 493.4431 493.5638 493.6845 493.8052 493.9259 494.0466 494.1672 494.2878 494.4084 494.5290 494.6496 494.7701 494.8907 495.0112 495.1317 495.2522 495.3726 495.4931 495.6135 495.7339 495.8543 495.9747 496.0951 496.2154 496.3358 496.4561 496.5764 496.6967 496.8169 496.9372 497.0574 497.1776 497.2978 497.4180 497.5382 497.6583 497.7785 497.8986 498.0187 498.1388 498.2588 498.3789 498.4989 498.6189 498.7389 498.8589 498.9789 499.0988 499.2187 499.3387 499.4585 499.5784 499.6983 499.8181 499.9380 500.0578 500.1776 500.2973 500.4171 500.5368 500.6566 500.7763 500.8960 501.0156 501.1353 501.2549 501.3746 501.4942 501.6138 501.7333 501.8529 501.9724 502.0920 502.2115 502.3310 502.4504 502.5699 502.6893 502.8087 502.9281 503.0475 503.1669 503.2862 503.4056 503.5249 503.6442 503.7635 503.8827 504.0020 504.1212 504.2404 504.3596 504.4788 504.5980 504.7171 504.8363 504.9554 505.0745 505.1935 505.3126 505.4316 505.5507 505.6697 505.7887 505.9076 506.0266 506.1455 506.2645 506.3834 506.5023 506.6211 506.7400 506.8588 506.9776 507.0964 507.2152 507.3340 507.4527 507.5715 507.6902 507.8089 507.9276 508.0462 508.1649 508.2835 508.4021 508.5207 508.6393 508.7578 508.8764 508.9949 509.1134 509.2319 509.3504 509.4688 509.5873 509.7057 509.8241 509.9425 510.0609 510.1792 510.2975 510.4159 510.5342 510.6524 510.7707 510.8889 511.0072 511.1254 511.2436 511.3618 511.4799 511.5981 511.7162 511.8343 511.9524 512.0705 512.1885 512.3066 512.4246 512.5426 512.6606 512.7785 512.8965 513.0144 513.1323 513.2502 513.3681 513.4860 513.6038 513.7216 513.8394 513.9572 514.0750 514.1928 514.3105 514.4282 514.5459 514.6636 514.7813 514.8989 515.0166 515.1342 515.2518 515.3694 515.4869 515.6045 515.7220 515.8395 515.9570 516.0745 516.1920 516.3094 516.4268 516.5442 516.6616 516.7790 516.8963 517.0137 517.1310 517.2483 517.3656 517.4828 517.6001 517.7173 517.8345 517.9517 518.0689 518.1861 518.3032 518.4203 518.5374 518.6545 518.7716 518.8886 519.0057 519.1227 519.2397 519.3567 519.4736 519.5906 519.7075 519.8244 519.9413 520.0582 520.1750 520.2919 520.4087 520.5255 520.6423 520.7591 520.8758 520.9925 521.1093 521.2260 521.3426 521.4593 521.5759 521.6926 521.8092 521.9258 522.0423 522.1589 522.2754 522.3920 522.5085 522.6249 522.7414 522.8579 522.9743 523.0907 523.2071 523.3235 523.4398 523.5562 523.6725 523.7888 523.9051 524.0214 524.1376 524.2539 524.3701 524.4863 524.6024 524.7186 524.8348 524.9509 525.0670 525.1831 525.2992 525.4152 525.5313 525.6473 525.7633 525.8793 525.9952 526.1112 526.2271 526.3430 526.4589 526.5748 526.6907 526.8065 526.9223 527.0381 527.1539 527.2697 527.3855 527.5012 527.6169 527.7326 527.8483 527.9640 528.0796 528.1952 528.3108 528.4264 528.5420 528.6576 528.7731 528.8886 529.0041 529.1196 529.2351 529.3505 529.4660 529.5814 529.6968 529.8121 529.9275 530.0429 530.1582 530.2735 530.3888 530.5040 530.6193 530.7345 530.8498 530.9650 531.0801 531.1953 531.3105 531.4256 531.5407 531.6558 531.7709 531.8859 532.0010 532.1160 532.2310 532.3460 532.4609 532.5759 532.6908 532.8057 532.9206 533.0355 533.1504 533.2652 533.3801 533.4949 533.6097 533.7244 533.8392 533.9539 534.0686 534.1833 534.2980 534.4127 534.5273 534.6420 534.7566 534.8712 534.9858 535.1003 535.2149 535.3294 535.4439 535.5584 535.6729 535.7873 535.9018 536.0162 536.1306 536.2450 536.3593 536.4737 536.5880 536.7023 536.8166 536.9309 537.0452 537.1594 537.2736 537.3879 537.5020 537.6162 537.7304 537.8445 537.9586 538.0727 538.1868 538.3009 538.4149 538.5290
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Column 1: Two letter code of measurement routine
Column 2: UT date and time for beginning of measurement, yyyymmddThhmmssZ (ISO 8601)
Column 3: Fractional days since 1-Jan-2000 UT midnight for beginning of measurement
Column 4: Routine count (1 for the first routine of the day, 2 for the second, etc.)
Column 5: Repetition count (1 for the first set in the routine, 2 for the second, etc.)
Column 6: Total duration of measurement set in seconds
Column 7: Data processing type index
Column 8: Integration time [ms]
Column 9: Number of bright count cycles
Column 10: Number of dark count cycles
Column 11: Saturation index: positive integer is the number of saturated cycles included in the data, negative integer is the number of cycles skipped due to saturation
Column 12: Effective position of filterwheel #1, 0=filterwheel not used, 1-9 are valid positions
Column 13: Effective position of filterwheel #2, 0=filterwheel not used, 1-9 are valid positions
Column 14: Pointing zenith angle in degree, absolute or relative (see next column), 999=tracker not used
Column 15: Zenith pointing mode: zenith angle is... 0=absolute, 1=relative to sun, 2=relative to moon
Column 16: Pointing azimuth in degree, increases clockwise, absolute (0=north) or relative (see next column), 999=tracker not used
Column 17: Azimuth pointing mode: like zenith angle mode but also fixed scattering angles relative to sun (3) or moon (4)
Column 18: Target distance [m], -1=not pointed on target
Column 19: Sum over 2^i with i being a L0 to L1 conversion step, 0=dark correction, 1=non-linearity correction, 2=latency correction, 3=flat field correction, 4=conversion to count rates, 5=temperature correction, 6=stray light correction, 7=wavelength change determination, 8=sensitivity correction, 9=wavelength correction
Column 20: Dark correction method: -9=no dark correction done, since it was not requested, -2=no dark correction done, since there were no bright measurements, -1=no dark correction done, since there was no matching dark measurement, 0=dark correction done with measured dark count only, since input darkmeth was MEAS or no dark map parameters available, 1=dark correction done using dark fine structure map and measured dark count, >1=dark correction done with measured dark count only, since dark background fitting gave an error
Column 21: L1 data quality flag: 0=assured high quality, 1=assured medium quality, 2=assured low quality, 10=not-assured high quality, 11=not-assured medium quality, 12=not-assured low quality
Column 22: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ1 limit, 0=Saturated data, 1=Too few dark counts measurements, 2=No temperature given or effective temperature too different from the reference temperature, 3=Dark count too high, 4=Unsuccessful dark background fitting, 5=The dark count differs significantly from the dark map for too many pixels, 6=Absolute value of estimated average residual stray light level too high, 7=Although attempted, no wavelength change could be retrieved, 8=Absolute value of retrieved wavelength shift too large, 9=Retrieved wavelength shift differs too much from the shift predicted by the effective temperature
Column 23: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ2 limit (same parameters as for DQ1)
Column 24: Wavelength effective temperature [°C], 999=no effective temperature given
Column 25: Number of pixels, where dark count is higher than bright count, -9=no bright counts or dark counts measured
Column 26: Number of pixels, where DQ1 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 27: Number of pixels, where DQ2 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 28: Index of (not dead, blind, warm, or saturated) pixel with highest corrected counts
Column 29: Mean over blind and oversampled pixels in the bright counts, -9 if there is no bright count
Column 30: Standard error of blind and oversampled pixels in the bright counts, -9 if there is no bright count standard error
Column 31: Mean over blind and oversampled pixels in the dark counts, -9 if there is no dark count
Column 32: Standard error of blind and oversampled pixels in the dark counts, -9 if there is no dark count standard error
Column 33: Number of function evaluations used for dark background fitting, -9 if no background fitting was done
Column 34: rms of unweighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 35: Normalized rms of weighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 36: Mean difference dark map to measured dark count, -9 if no background fitting was done
Column 37: rms of difference dark map to measured dark count, -9 if no background fitting was done
Column 38: Mean absolute difference dark map to measured dark count expressed in number of standard deviations, -9 if no background fitting was done
Column 39: Number of regular pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 40: Number of warm pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 41: Number of hot pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 42: Index of regular pixel, where the dark map differed most from the measured dark count, -9 if no background fitting was done
Column 43: Number of sigmas the dark map differs from the measured dark for the pixel with the largest difference, -9 if no background fitting was done
Column 44: Retrieved value for dark background fitting parameter 1, -9 if no background fitting was done
Column 45: Uncertainty of retrieved value for dark background fitting parameter 1, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 46: Retrieved value for dark background fitting parameter 2, -9 if no background fitting was done
Column 47: Uncertainty of retrieved value for dark background fitting parameter 2, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 48: Retrieved value for dark background fitting parameter 3, -9 if no background fitting was done
Column 49: Uncertainty of retrieved value for dark background fitting parameter 3, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 50: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 51: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 52: Estimated stray light in the signal before correction at 300nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 53: Estimated stray light in the signal before correction at 302.5nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 54: Estimated stray light in the signal before correction at 305nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 55: Estimated stray light in the signal before correction at 310nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 56: Estimated stray light in the signal before correction at 320nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 57: Estimated stray light in the signal before correction at 350nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 58: Estimated stray light in the signal before correction at 400nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 59: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 60: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 61: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 62: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 63: Mean wavelength correction applied [%], -9=no wavelength correction
Column 64: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 65: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 66: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 67: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 68: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 69: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 70: Temperature at electronics board [°C], 999=no temperature signal
Column 71: Spectrometer control temperature [°C], 999=no temperature signal
Column 72: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 73: Temperature in head sensor [°C], 999=no temperature signal
Column 74: Humidity in head sensor [%], -9=no humidity signal
Column 75: Pressure in head sensor [hPa], -9=no pressure signal
Column 76: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 77: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 78: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 79-2126: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2127-4174: Atmospheric variability of L1 data for each pixel [%], 101=no atmospheric variability was measured and pixel is inside the range of the filter, 102=no atmospheric variability was measured and pixel is outside the range of the filter, 103=atmospheric variability was measured, but pixel is outside the range of the filter, 104=saturated data, 109=no atmospheric variability was determined since no dark correction was attempted
Columns 4175-6222: Independent instrumental uncertainty of L1 data for each pixel, -2=pixel is outside the range of the filter, -4=saturated data
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2805 2279 2784 2565 2754 2575 2610 2697 1742 2623 1588 2628 1774 2543 2158 2533 2211 2326 2377 2133 2393 2004 2440 2070 2437 2119 2321 2267 2161 2288 2016 2223 2054 2303 2070 2329 2040 2207 2164 2103 2229 2062 2210 2021 2224 2115 2245 2141 2235 2207 2158 2198 2113 2186 2065 2197 2145 2225 2184 2214 2227 2216 2241 2223 2243 2203 2224 2187 2206 2206 2208 2217 2198 2217 2196 2219 2210 2218 2203 2193 2181 2172 2180 2165 2179 2163 2168 2155 2171 2167 2167 2168 2154 2164 2149 2158 2139 2147 2135 2143 2133 2128 2127 2108 2113 2096 2113 2104 2110 2102 2094 2095 2097 2111 2111 2131 2120 2135 2119 2124 2113 2112 2106 2100 2100 2094 2109 2105 2116 2107 2120 2112 2108 2104 2097 2098 2092 2116 2114 2134 2109 2100 2085 2092 2110 2123 2134 2125 2124 2098 2087 2056 2055 2052 2067 2088 2107 2125 2126 2142 2144 2166 2162 2170 2153 2137 2113 2087 2079 2077 2106 2123 2155 2168 2178 2152 2128 2104 2098 2121 2126 2146 2146 2165 2176 2203 2208 2200 2183 2148 2132 2113 2129 2134 2157 2153 2148 2136 2121 2104 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2331 2328 2321 2311 2295 2280 2265 2228 2217 2229 2269 2305 2321 2299 2255 2205 2166 2169 2199 2256 2297 2318 2327 2336 2347 2368 2383 2377 2388 2387 2395 2403 2413 2418 2424 2422 2403 2382 2364 2363 2366 2381 2390 2410 2407 2368 2326 2276 2241 2239 2255 2268 2317 2357 2366 2345 2299 2241 2211 2197 2199 2215 2232 2289 2366 2430 2473 2508 2533 2560 2595 2601 2590 2555 2519 2483 2469 2445 2444 2459 2481 2533 2564 2560 2521 2494 2483 2525 2593 2669 2727 2762 2774 2719 2660 2613 2611 2654 2707 2761 2811 2839 2839 2821 2790 2763 2747 2764 2798 2865 2932 2978 3023 3049 3082 3105 3122 3117 3117 3117 3123 3126 3132 3161 3187 3229 3256 3252 3232 3216 3204 3230 3271 3298 3307 3296 3316 3367 3450 3508 3548 3560 3575 3622 3677 3722 3740 3723 3667 3637 3621 3658 3736 3837 3956 4048 4111 4120 4077 3997 3945 3942 4033 4161 4263 4341 4385 4408 4422 4401 4344 4328 4373 4509 4673 4821 4908 4931 4929 4922 4943 5000 5133 5299 5508 5705 5824 5871 5899 5950 6040 6187 6321 6440 6552 6703 6839 6996 7198 7378 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3705 3294 3646 3077 3581 2766 3329 2484 3065 3166 10 3246 2487 3291 1351 3143 2738 3064 2463 2589 2976 2363 2834 2261 2901 2381 2930 1962 2763 2374 2374 2510 2445 2618 2030 2753 1926 2681 1949 2442 2114 2092 2338 2207 2423 1957 2505 1740 2461 2110 2290 2175 2131 2259 2160 2389 1917 2246 1753 2270 1853 2153 2082 1956 2106 1729 2142 1977 2201 1821 2048 1849 1963 1978 2066 2092 1971 2142 1864 2134 1936 2062 2026 2065 2048 2054 2092 2058 2091 2035 2087 1987 2078 2042 2101 2100 2101 2112 2104 2135 2111 2130 2095 2106 2084 2085 2099 2088 2103 2079 2100 2081 2100 2092 2099 2084 2074 2066 2054 2063 2049 2062 2047 2051 2037 2053 2049 2047 2049 2035 2045 2030 2039 2021 2029 2017 2024 2015 2009 2009 1991 1996 1979 1995 1986 1991 1983 1975 1976 1977 1990 1990 2009 1998 2012 1997 2001 1990 1990 1985 1978 1978 1971 1985 1981 1991 1982 1992 1986 1981 1979 1971 1973 1967 1989 1986 2004 1981 1973 1958 1964 1980 1990 2001 1992 1992 1967 1959 1931 1930 1926 1938 1957 1973 1989 1989 2004 2005 2025 2020 2026 2012 1997 1977 1953 1946 1943 1969 1982 2011 2022 2030 2006 1986 1965 1959 1981 1984 2002 2001 2017 2026 2048 2053 2045 2029 1999 1985 1967 1982 1987 2006 2002 1998 1988 1975 1960 1941 1931 1916 1938 1950 1971 1975 1986 1993 2004 2023 2022 2032 2023 2023 2000 1991 1975 1980 1996 2019 2047 2070 2099 2106 2122 2118 2114 2109 2116 2120 2117 2106 2086 2086 2077 2076 2052 2041 2025 2029 2038 2031 2033 2035 2062 2087 2126 2144 2154 2156 2157 2162 2159 2147 2116 2082 2041 2038 2036 2047 2052 2043 2038 2039 2052 2068 2081 2064 2054 2044 2053 2057 2062 2053 2042 2047 2038 2023 1994 1985 1986 2006 2020 2038 2054 2061 2058 2031 2029 2030 2059 2082 2090 2066 2015 1947 1900 1911 1948 1994 1992 1966 1922 1901 1899 1924 1969 2004 2018 1991 1973 1959 1976 2008 2026 2033 2038 2025 1997 1984 1973 1994 2026 2067 2081 2084 2072 2049 2031 2012 2007 2004 2012 1997 1984 1969 1972 1999 2037 2053 2044 2032 2015 2012 2025 2051 2058 2055 2044 2031 2021 2011 1988 1923 1879 1849 1852 1883 1921 1963 1997 2021 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1987 2010 2018 2032 2040 2052 2071 2071 2079 2070 2067 2042 2030 2014 2018 2037 2062 2091 2118 2148 2160 2178 2177 2174 2172 2181 2186 2181 2169 2147 2144 2135 2131 2106 2092 2076 2079 2092 2089 2092 2097 2127 2157 2199 2220 2231 2233 2235 2240 2237 2222 2189 2149 2107 2101 2100 2111 2115 2106 2102 2106 2121 2141 2155 2140 2129 2120 2131 2136 2139 2131 2118 2123 2114 2095 2064 2053 2053 2076 2093 2113 2131 2142 2137 2110 2108 2110 2141 2167 2177 2153 2097 2022 1971 1982 2023 2071 2070 2041 1994 1970 1967 1995 2043 2082 2096 2070 2050 2037 2055 2090 2112 2120 2126 2110 2082 2066 2054 2077 2114 2156 2173 2173 2162 2138 2117 2098 2092 2090 2099 2084 2068 2054 2056 2086 2128 2145 2135 2123 2105 2101 2116 2144 2152 2149 2136 2122 2112 2101 2073 2004 1955 1921 1925 1959 2002 2048 2086 2111 2113 2124 2117 2118 2100 2069 2041 2042 2066 2084 2106 2118 2131 2141 2141 2113 2069 2032 2030 2055 2086 2113 2108 2099 2101 2118 2118 2100 2075 2052 2060 2070 2072 2090 2123 2162 2213 2237 2233 2227 2217 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