File name: Pandora121s1_Izana_20260103_L1_smca1c51d20221209p1-8.txt
File generation date: 20260104T011613.2Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c51d20221209p1-8
Local principal investigator: Alberto Redondas
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 121
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora121_OF_v2d20210519.txt
Instrument calibration file used: Pandora121s1_CF_v51d20221209.txt
Level 0 file used: Pandora121s1_Izana_20260103_L0.txt
Full location name: Izana Atmospheric Research Center
Short location name: Izana
Country of location: Spain
Location latitude [deg]: 28.3090
Location longitude [deg]: -16.4994
Location altitude [m]: 2360
Local noon date: 20260103
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: Analab+Fld after lab cal
Nominal wavelengths [nm]: 273.3476 273.4911 273.6347 273.7782 273.9217 274.0652 274.2087 274.3521 274.4956 274.6391 274.7825 274.9259 275.0694 275.2128 275.3562 275.4996 275.6430 275.7864 275.9297 276.0731 276.2165 276.3598 276.5031 276.6465 276.7898 276.9331 277.0764 277.2197 277.3629 277.5062 277.6495 277.7927 277.9360 278.0792 278.2224 278.3656 278.5088 278.6520 278.7952 278.9384 279.0815 279.2247 279.3678 279.5109 279.6541 279.7972 279.9403 280.0834 280.2264 280.3695 280.5126 280.6556 280.7987 280.9417 281.0847 281.2277 281.3707 281.5137 281.6567 281.7997 281.9426 282.0856 282.2285 282.3715 282.5144 282.6573 282.8002 282.9431 283.0860 283.2288 283.3717 283.5145 283.6574 283.8002 283.9430 284.0858 284.2286 284.3714 284.5142 284.6569 284.7997 284.9424 285.0852 285.2279 285.3706 285.5133 285.6560 285.7987 285.9413 286.0840 286.2267 286.3693 286.5119 286.6545 286.7971 286.9397 287.0823 287.2249 287.3675 287.5100 287.6526 287.7951 287.9376 288.0801 288.2226 288.3651 288.5076 288.6501 288.7925 288.9350 289.0774 289.2198 289.3622 289.5046 289.6470 289.7894 289.9318 290.0742 290.2165 290.3588 290.5012 290.6435 290.7858 290.9281 291.0704 291.2127 291.3549 291.4972 291.6394 291.7816 291.9239 292.0661 292.2083 292.3505 292.4926 292.6348 292.7770 292.9191 293.0612 293.2034 293.3455 293.4876 293.6296 293.7717 293.9138 294.0558 294.1979 294.3399 294.4819 294.6240 294.7660 294.9080 295.0499 295.1919 295.3339 295.4758 295.6177 295.7597 295.9016 296.0435 296.1854 296.3272 296.4691 296.6110 296.7528 296.8946 297.0365 297.1783 297.3201 297.4619 297.6036 297.7454 297.8872 298.0289 298.1707 298.3124 298.4541 298.5958 298.7375 298.8792 299.0208 299.1625 299.3041 299.4458 299.5874 299.7290 299.8706 300.0122 300.1538 300.2953 300.4369 300.5784 300.7200 300.8615 301.0030 301.1445 301.2860 301.4275 301.5689 301.7104 301.8518 301.9932 302.1347 302.2761 302.4175 302.5589 302.7002 302.8416 302.9830 303.1243 303.2656 303.4069 303.5483 303.6895 303.8308 303.9721 304.1134 304.2546 304.3959 304.5371 304.6783 304.8195 304.9607 305.1019 305.2431 305.3842 305.5254 305.6665 305.8076 305.9487 306.0899 306.2309 306.3720 306.5131 306.6542 306.7952 306.9362 307.0773 307.2183 307.3593 307.5003 307.6412 307.7822 307.9232 308.0641 308.2050 308.3460 308.4869 308.6278 308.7687 308.9095 309.0504 309.1913 309.3321 309.4729 309.6137 309.7546 309.8953 310.0361 310.1769 310.3177 310.4584 310.5992 310.7399 310.8806 311.0213 311.1620 311.3027 311.4433 311.5840 311.7247 311.8653 312.0059 312.1465 312.2871 312.4277 312.5683 312.7089 312.8494 312.9900 313.1305 313.2710 313.4115 313.5520 313.6925 313.8330 313.9734 314.1139 314.2543 314.3948 314.5352 314.6756 314.8160 314.9564 315.0967 315.2371 315.3775 315.5178 315.6581 315.7984 315.9387 316.0790 316.2193 316.3596 316.4998 316.6401 316.7803 316.9205 317.0607 317.2009 317.3411 317.4813 317.6215 317.7616 317.9018 318.0419 318.1820 318.3221 318.4622 318.6023 318.7424 318.8824 319.0225 319.1625 319.3025 319.4425 319.5825 319.7225 319.8625 320.0025 320.1424 320.2824 320.4223 320.5622 320.7021 320.8420 320.9819 321.1218 321.2617 321.4015 321.5413 321.6812 321.8210 321.9608 322.1006 322.2404 322.3801 322.5199 322.6596 322.7994 322.9391 323.0788 323.2185 323.3582 323.4979 323.6375 323.7772 323.9168 324.0565 324.1961 324.3357 324.4753 324.6149 324.7544 324.8940 325.0335 325.1731 325.3126 325.4521 325.5916 325.7311 325.8706 326.0100 326.1495 326.2889 326.4284 326.5678 326.7072 326.8466 326.9860 327.1253 327.2647 327.4041 327.5434 327.6827 327.8220 327.9613 328.1006 328.2399 328.3792 328.5184 328.6577 328.7969 328.9361 329.0753 329.2145 329.3537 329.4929 329.6320 329.7712 329.9103 330.0494 330.1886 330.3277 330.4667 330.6058 330.7449 330.8839 331.0230 331.1620 331.3010 331.4400 331.5790 331.7180 331.8570 331.9959 332.1349 332.2738 332.4128 332.5517 332.6906 332.8295 332.9683 333.1072 333.2460 333.3849 333.5237 333.6625 333.8013 333.9401 334.0789 334.2177 334.3564 334.4952 334.6339 334.7726 334.9114 335.0500 335.1887 335.3274 335.4661 335.6047 335.7434 335.8820 336.0206 336.1592 336.2978 336.4364 336.5749 336.7135 336.8520 336.9906 337.1291 337.2676 337.4061 337.5446 337.6830 337.8215 337.9599 338.0984 338.2368 338.3752 338.5136 338.6520 338.7904 338.9287 339.0671 339.2054 339.3438 339.4821 339.6204 339.7587 339.8969 340.0352 340.1735 340.3117 340.4499 340.5881 340.7264 340.8645 341.0027 341.1409 341.2791 341.4172 341.5553 341.6935 341.8316 341.9697 342.1077 342.2458 342.3839 342.5219 342.6600 342.7980 342.9360 343.0740 343.2120 343.3500 343.4879 343.6259 343.7638 343.9018 344.0397 344.1776 344.3155 344.4533 344.5912 344.7291 344.8669 345.0047 345.1425 345.2804 345.4181 345.5559 345.6937 345.8314 345.9692 346.1069 346.2446 346.3824 346.5200 346.6577 346.7954 346.9331 347.0707 347.2083 347.3460 347.4836 347.6212 347.7587 347.8963 348.0339 348.1714 348.3090 348.4465 348.5840 348.7215 348.8590 348.9965 349.1339 349.2714 349.4088 349.5462 349.6836 349.8210 349.9584 350.0958 350.2332 350.3705 350.5078 350.6452 350.7825 350.9198 351.0571 351.1944 351.3316 351.4689 351.6061 351.7433 351.8805 352.0177 352.1549 352.2921 352.4293 352.5664 352.7036 352.8407 352.9778 353.1149 353.2520 353.3891 353.5261 353.6632 353.8002 353.9372 354.0743 354.2113 354.3482 354.4852 354.6222 354.7591 354.8961 355.0330 355.1699 355.3068 355.4437 355.5806 355.7174 355.8543 355.9911 356.1280 356.2648 356.4016 356.5384 356.6751 356.8119 356.9486 357.0854 357.2221 357.3588 357.4955 357.6322 357.7689 357.9055 358.0422 358.1788 358.3154 358.4521 358.5887 358.7252 358.8618 358.9984 359.1349 359.2714 359.4080 359.5445 359.6810 359.8175 359.9539 360.0904 360.2268 360.3633 360.4997 360.6361 360.7725 360.9089 361.0452 361.1816 361.3179 361.4543 361.5906 361.7269 361.8632 361.9995 362.1357 362.2720 362.4082 362.5444 362.6807 362.8169 362.9530 363.0892 363.2254 363.3615 363.4977 363.6338 363.7699 363.9060 364.0421 364.1782 364.3142 364.4503 364.5863 364.7223 364.8583 364.9943 365.1303 365.2663 365.4022 365.5382 365.6741 365.8100 365.9459 366.0818 366.2177 366.3536 366.4894 366.6253 366.7611 366.8969 367.0327 367.1685 367.3043 367.4400 367.5758 367.7115 367.8472 367.9830 368.1186 368.2543 368.3900 368.5257 368.6613 368.7969 368.9326 369.0682 369.2037 369.3393 369.4749 369.6104 369.7460 369.8815 370.0170 370.1525 370.2880 370.4235 370.5589 370.6944 370.8298 370.9652 371.1007 371.2361 371.3714 371.5068 371.6422 371.7775 371.9128 372.0481 372.1834 372.3187 372.4540 372.5893 372.7245 372.8598 372.9950 373.1302 373.2654 373.4006 373.5357 373.6709 373.8060 373.9412 374.0763 374.2114 374.3465 374.4816 374.6166 374.7517 374.8867 375.0217 375.1567 375.2917 375.4267 375.5617 375.6967 375.8316 375.9665 376.1014 376.2363 376.3712 376.5061 376.6410 376.7758 376.9107 377.0455 377.1803 377.3151 377.4499 377.5846 377.7194 377.8541 377.9889 378.1236 378.2583 378.3930 378.5277 378.6623 378.7970 378.9316 379.0662 379.2008 379.3354 379.4700 379.6046 379.7391 379.8737 380.0082 380.1427 380.2772 380.4117 380.5462 380.6806 380.8151 380.9495 381.0839 381.2183 381.3527 381.4871 381.6215 381.7558 381.8901 382.0245 382.1588 382.2931 382.4274 382.5616 382.6959 382.8301 382.9644 383.0986 383.2328 383.3670 383.5011 383.6353 383.7694 383.9036 384.0377 384.1718 384.3059 384.4400 384.5740 384.7081 384.8421 384.9761 385.1101 385.2441 385.3781 385.5121 385.6460 385.7800 385.9139 386.0478 386.1817 386.3156 386.4495 386.5833 386.7172 386.8510 386.9848 387.1186 387.2524 387.3862 387.5200 387.6537 387.7875 387.9212 388.0549 388.1886 388.3223 388.4559 388.5896 388.7232 388.8568 388.9904 389.1240 389.2576 389.3912 389.5247 389.6583 389.7918 389.9253 390.0588 390.1923 390.3258 390.4592 390.5927 390.7261 390.8595 390.9929 391.1263 391.2597 391.3930 391.5264 391.6597 391.7930 391.9263 392.0596 392.1929 392.3262 392.4594 392.5927 392.7259 392.8591 392.9923 393.1255 393.2586 393.3918 393.5249 393.6580 393.7911 393.9242 394.0573 394.1904 394.3234 394.4565 394.5895 394.7225 394.8555 394.9885 395.1214 395.2544 395.3873 395.5203 395.6532 395.7861 395.9190 396.0518 396.1847 396.3175 396.4504 396.5832 396.7160 396.8487 396.9815 397.1143 397.2470 397.3797 397.5125 397.6452 397.7778 397.9105 398.0432 398.1758 398.3084 398.4411 398.5737 398.7062 398.8388 398.9714 399.1039 399.2365 399.3690 399.5015 399.6340 399.7664 399.8989 400.0313 400.1638 400.2962 400.4286 400.5610 400.6933 400.8257 400.9581 401.0904 401.2227 401.3550 401.4873 401.6196 401.7518 401.8841 402.0163 402.1485 402.2807 402.4129 402.5451 402.6772 402.8094 402.9415 403.0736 403.2057 403.3378 403.4699 403.6020 403.7340 403.8660 403.9980 404.1300 404.2620 404.3940 404.5260 404.6579 404.7898 404.9218 405.0537 405.1855 405.3174 405.4493 405.5811 405.7130 405.8448 405.9766 406.1084 406.2401 406.3719 406.5036 406.6354 406.7671 406.8988 407.0305 407.1621 407.2938 407.4254 407.5571 407.6887 407.8203 407.9518 408.0834 408.2150 408.3465 408.4780 408.6096 408.7411 408.8725 409.0040 409.1355 409.2669 409.3983 409.5297 409.6611 409.7925 409.9239 410.0552 410.1866 410.3179 410.4492 410.5805 410.7118 410.8430 410.9743 411.1055 411.2368 411.3680 411.4991 411.6303 411.7615 411.8926 412.0238 412.1549 412.2860 412.4171 412.5482 412.6792 412.8103 412.9413 413.0723 413.2033 413.3343 413.4653 413.5963 413.7272 413.8581 413.9890 414.1199 414.2508 414.3817 414.5126 414.6434 414.7742 414.9050 415.0358 415.1666 415.2974 415.4281 415.5589 415.6896 415.8203 415.9510 416.0817 416.2124 416.3430 416.4737 416.6043 416.7349 416.8655 416.9961 417.1266 417.2572 417.3877 417.5182 417.6487 417.7792 417.9097 418.0402 418.1706 418.3010 418.4314 418.5618 418.6922 418.8226 418.9530 419.0833 419.2136 419.3439 419.4742 419.6045 419.7348 419.8651 419.9953 420.1255 420.2557 420.3859 420.5161 420.6463 420.7764 420.9066 421.0367 421.1668 421.2969 421.4269 421.5570 421.6871 421.8171 421.9471 422.0771 422.2071 422.3371 422.4670 422.5970 422.7269 422.8568 422.9867 423.1166 423.2465 423.3763 423.5062 423.6360 423.7658 423.8956 424.0254 424.1551 424.2849 424.4146 424.5443 424.6740 424.8037 424.9334 425.0631 425.1927 425.3223 425.4520 425.5816 425.7111 425.8407 425.9703 426.0998 426.2293 426.3588 426.4883 426.6178 426.7473 426.8767 427.0062 427.1356 427.2650 427.3944 427.5238 427.6531 427.7825 427.9118 428.0411 428.1704 428.2997 428.4290 428.5582 428.6875 428.8167 428.9459 429.0751 429.2043 429.3335 429.4626 429.5918 429.7209 429.8500 429.9791 430.1082 430.2372 430.3663 430.4953 430.6243 430.7533 430.8823 431.0113 431.1402 431.2692 431.3981 431.5270 431.6559 431.7848 431.9137 432.0425 432.1713 432.3002 432.4290 432.5578 432.6865 432.8153 432.9440 433.0728 433.2015 433.3302 433.4589 433.5875 433.7162 433.8448 433.9735 434.1021 434.2307 434.3592 434.4878 434.6164 434.7449 434.8734 435.0019 435.1304 435.2589 435.3873 435.5158 435.6442 435.7726 435.9010 436.0294 436.1578 436.2861 436.4145 436.5428 436.6711 436.7994 436.9277 437.0559 437.1842 437.3124 437.4406 437.5688 437.6970 437.8252 437.9533 438.0815 438.2096 438.3377 438.4658 438.5939 438.7219 438.8500 438.9780 439.1060 439.2340 439.3620 439.4900 439.6179 439.7459 439.8738 440.0017 440.1296 440.2575 440.3854 440.5132 440.6410 440.7689 440.8967 441.0245 441.1522 441.2800 441.4077 441.5355 441.6632 441.7909 441.9186 442.0462 442.1739 442.3015 442.4291 442.5567 442.6843 442.8119 442.9395 443.0670 443.1945 443.3220 443.4495 443.5770 443.7045 443.8319 443.9594 444.0868 444.2142 444.3416 444.4690 444.5963 444.7237 444.8510 444.9783 445.1056 445.2329 445.3602 445.4874 445.6147 445.7419 445.8691 445.9963 446.1234 446.2506 446.3777 446.5049 446.6320 446.7591 446.8862 447.0132 447.1403 447.2673 447.3943 447.5214 447.6483 447.7753 447.9023 448.0292 448.1561 448.2831 448.4100 448.5368 448.6637 448.7906 448.9174 449.0442 449.1710 449.2978 449.4246 449.5513 449.6781 449.8048 449.9315 450.0582 450.1849 450.3116 450.4382 450.5648 450.6915 450.8181 450.9447 451.0712 451.1978 451.3243 451.4508 451.5774 451.7039 451.8303 451.9568 452.0832 452.2097 452.3361 452.4625 452.5889 452.7152 452.8416 452.9679 453.0943 453.2206 453.3469 453.4731 453.5994 453.7256 453.8519 453.9781 454.1043 454.2305 454.3566 454.4828 454.6089 454.7350 454.8612 454.9872 455.1133 455.2394 455.3654 455.4914 455.6175 455.7434 455.8694 455.9954 456.1213 456.2473 456.3732 456.4991 456.6250 456.7508 456.8767 457.0025 457.1284 457.2542 457.3800 457.5057 457.6315 457.7572 457.8830 458.0087 458.1344 458.2601 458.3857 458.5114 458.6370 458.7626 458.8882 459.0138 459.1394 459.2650 459.3905 459.5160 459.6415 459.7670 459.8925 460.0180 460.1434 460.2688 460.3943 460.5197 460.6450 460.7704 460.8958 461.0211 461.1464 461.2717 461.3970 461.5223 461.6475 461.7728 461.8980 462.0232 462.1484 462.2736 462.3987 462.5239 462.6490 462.7741 462.8992 463.0243 463.1494 463.2744 463.3995 463.5245 463.6495 463.7745 463.8995 464.0244 464.1494 464.2743 464.3992 464.5241 464.6490 464.7738 464.8987 465.0235 465.1483 465.2731 465.3979 465.5227 465.6474 465.7721 465.8969 466.0216 466.1462 466.2709 466.3956 466.5202 466.6448 466.7694 466.8940 467.0186 467.1432 467.2677 467.3922 467.5167 467.6412 467.7657 467.8902 468.0146 468.1391 468.2635 468.3879 468.5123 468.6366 468.7610 468.8853 469.0096 469.1339 469.2582 469.3825 469.5067 469.6310 469.7552 469.8794 470.0036 470.1278 470.2519 470.3761 470.5002 470.6243 470.7484 470.8725 470.9966 471.1206 471.2446 471.3687 471.4927 471.6166 471.7406 471.8646 471.9885 472.1124 472.2363 472.3602 472.4841 472.6079 472.7318 472.8556 472.9794 473.1032 473.2270 473.3507 473.4745 473.5982 473.7219 473.8456 473.9693 474.0929 474.2166 474.3402 474.4638 474.5874 474.7110 474.8346 474.9581 475.0816 475.2052 475.3287 475.4521 475.5756 475.6991 475.8225 475.9459 476.0693 476.1927 476.3161 476.4394 476.5628 476.6861 476.8094 476.9327 477.0560 477.1792 477.3025 477.4257 477.5489 477.6721 477.7953 477.9184 478.0416 478.1647 478.2878 478.4109 478.5340 478.6570 478.7801 478.9031 479.0261 479.1491 479.2721 479.3951 479.5180 479.6410 479.7639 479.8868 480.0097 480.1325 480.2554 480.3782 480.5010 480.6238 480.7466 480.8694 480.9922 481.1149 481.2376 481.3603 481.4830 481.6057 481.7283 481.8510 481.9736 482.0962 482.2188 482.3414 482.4639 482.5865 482.7090 482.8315 482.9540 483.0765 483.1989 483.3214 483.4438 483.5662 483.6886 483.8110 483.9333 484.0557 484.1780 484.3003 484.4226 484.5449 484.6672 484.7894 484.9117 485.0339 485.1561 485.2782 485.4004 485.5226 485.6447 485.7668 485.8889 486.0110 486.1331 486.2551 486.3771 486.4992 486.6212 486.7431 486.8651 486.9871 487.1090 487.2309 487.3528 487.4747 487.5966 487.7184 487.8403 487.9621 488.0839 488.2057 488.3274 488.4492 488.5709 488.6927 488.8144 488.9361 489.0577 489.1794 489.3010 489.4226 489.5442 489.6658 489.7874 489.9090 490.0305 490.1520 490.2735 490.3950 490.5165 490.6380 490.7594 490.8808 491.0022 491.1236 491.2450 491.3664 491.4877 491.6090 491.7303 491.8516 491.9729 492.0941 492.2154 492.3366 492.4578 492.5790 492.7002 492.8214 492.9425 493.0636 493.1847 493.3058 493.4269 493.5480 493.6690 493.7900 493.9110 494.0320 494.1530 494.2740 494.3949 494.5158 494.6367 494.7576 494.8785 494.9994 495.1202 495.2410 495.3619 495.4826 495.6034 495.7242 495.8449 495.9657 496.0864 496.2071 496.3277 496.4484 496.5690 496.6897 496.8103 496.9309 497.0514 497.1720 497.2926 497.4131 497.5336 497.6541 497.7746 497.8950 498.0155 498.1359 498.2563 498.3767 498.4971 498.6174 498.7378 498.8581 498.9784 499.0987 499.2190 499.3392 499.4595 499.5797 499.6999 499.8201 499.9403 500.0604 500.1806 500.3007 500.4208 500.5409 500.6610 500.7811 500.9011 501.0211 501.1411 501.2611 501.3811 501.5011 501.6210 501.7409 501.8608 501.9807 502.1006 502.2205 502.3403 502.4601 502.5799 502.6997 502.8195 502.9392 503.0590 503.1787 503.2984 503.4181 503.5378 503.6574 503.7771 503.8967 504.0163 504.1359 504.2555 504.3750 504.4946 504.6141 504.7336 504.8531 504.9725 505.0920 505.2114 505.3309 505.4503 505.5697 505.6890 505.8084 505.9277 506.0470 506.1663 506.2856 506.4049 506.5241 506.6434 506.7626 506.8818 507.0010 507.1201 507.2393 507.3584 507.4776 507.5967 507.7157 507.8348 507.9539 508.0729 508.1919 508.3109 508.4299 508.5488 508.6678 508.7867 508.9056 509.0245 509.1434 509.2623 509.3811 509.5000 509.6188 509.7376 509.8564 509.9751 510.0939 510.2126 510.3313 510.4500 510.5687 510.6873 510.8060 510.9246 511.0432 511.1618 511.2804 511.3989 511.5175 511.6360 511.7545 511.8730 511.9915 512.1099 512.2284 512.3468 512.4652 512.5836 512.7020 512.8203 512.9387 513.0570 513.1753 513.2936 513.4119 513.5301 513.6483 513.7666 513.8848 514.0030 514.1211 514.2393 514.3574 514.4755 514.5936 514.7117 514.8298 514.9478 515.0659 515.1839 515.3019 515.4199 515.5378 515.6558 515.7737 515.8916 516.0095 516.1274 516.2453 516.3631 516.4809 516.5987 516.7165 516.8343 516.9521 517.0698 517.1875 517.3052 517.4229 517.5406 517.6583 517.7759 517.8935 518.0111 518.1287 518.2463 518.3639 518.4814 518.5989 518.7164 518.8339 518.9514 519.0688 519.1863 519.3037 519.4211 519.5385 519.6558 519.7732 519.8905 520.0078 520.1251 520.2424 520.3597 520.4769 520.5942 520.7114 520.8286 520.9457 521.0629 521.1801 521.2972 521.4143 521.5314 521.6485 521.7655 521.8826 521.9996 522.1166 522.2336 522.3506 522.4675 522.5844 522.7014 522.8183 522.9352 523.0520 523.1689 523.2857 523.4025 523.5193 523.6361 523.7529 523.8696 523.9864 524.1031 524.2198 524.3365 524.4531 524.5698 524.6864 524.8030 524.9196 525.0362 525.1527 525.2693 525.3858 525.5023 525.6188 525.7353 525.8517 525.9682 526.0846 526.2010 526.3174 526.4337 526.5501 526.6664 526.7827 526.8990 527.0153 527.1316 527.2478 527.3641 527.4803 527.5965 527.7127 527.8288 527.9450 528.0611 528.1772 528.2933 528.4094 528.5254 528.6414 528.7575 528.8735 528.9895 529.1054 529.2214 529.3373 529.4532 529.5691 529.6850 529.8009 529.9167 530.0326 530.1484 530.2642 530.3799 530.4957 530.6114 530.7272 530.8429 530.9586 531.0742 531.1899 531.3055 531.4211 531.5367 531.6523 531.7679 531.8834 531.9990 532.1145 532.2300 532.3455 532.4609 532.5764 532.6918 532.8072 532.9226 533.0380 533.1533 533.2687 533.3840 533.4993 533.6146 533.7298 533.8451 533.9603 534.0755 534.1907 534.3059 534.4211 534.5362 534.6513 534.7664 534.8815 534.9966 535.1117 535.2267 535.3417 535.4567 535.5717 535.6867 535.8016 535.9165 536.0315 536.1463 536.2612 536.3761 536.4909 536.6057 536.7205 536.8353 536.9501 537.0649 537.1796 537.2943 537.4090 537.5237 537.6383 537.7530 537.8676 537.9822 538.0968 538.2114 538.3259 538.4405 538.5550 538.6695 538.7839 538.8984 539.0129 539.1273 539.2417 539.3561 539.4705 539.5848 539.6991 539.8135 539.9278
---------------------------------------------------------------------------------------
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: Spectrometer control temperature [°C], 999=no temperature signal
Column 71: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 72: Temperature in head sensor [°C], 999=no temperature signal
Column 73: Azimuth motor temperature [°C], 999=no temperature signal
Column 74: Zenith motor temperature [°C], 999=no temperature signal
Column 75: Temperature at electronics board 1 [°C], 999=no temperature signal
Column 76: Temperature at electronics board 2 [°C], 999=no temperature signal
Column 77: Humidity in head sensor [%], -9=no humidity signal
Column 78: Pressure in head sensor [hPa], -9=no pressure signal
Column 79: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 80: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 81: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 82-2129: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2130-4177: 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 4178-6225: 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 20260103T011155.7Z 9499.049950 2 1 44.01 3 4000.000 11 2 0 1 1 0.00 2 0.00 2 -1.00 507 0 11 8 0 15.82 84 1 0 1429 8.035e+02 4.753e+00 8.297e+02 1.520e+01 0 0.000e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 -9 -9 -9 -9 -9.00e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 1 5.52 44.02 33.23 -1.00 22.45 14.82 8.00 4.79 0 2.475e-01 1755 -9 -9.00 -9.00 -9.00 -9.00 -0.00002 8.31961e-02 -8.89877e-04 15.00 15.82 4.07 38.10 33.10 20.77 20.77 27.1 692.56 4.987e+10 10 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -29 19 -26 -23 20 -31 16 40 -23 -25 7 -20 21 36 9 -29 29 -2 -8 -29 50 -30 -14 11 38 -8 -8 8 -8 -10 39 45 21 30 -13 50 -13 54 67 7 17 -17 -2 6 -12 -20 28 -21 -12 -15 41 32 56 -13 9 9 -19 14 -5 -22 -11 -36 -8 34 16 -13 102 -13 103 -3 -11 34 -12 34 -7 -16 16 -19 52 12 -1 -11 32 -17 24 5 21 -10 31 15 11 12 16 -4 22 -1 25 81 66 -20 -21 -14 38 -5 7 -13 -1 46 11 -15 8 34 59 42 20 12 -12 31 8 6 -10 13 -19 81 -13 1 -23 23 -14 -1 -326 37 -10 46 2 -20 63 16 90 34 27 21 39 -12 -11 -7 64 64 61 23 61 3 16 -7 27 76 -4 73 55 41 -9 -3 -11 -14 11 63 7 1 78 34 46 -6 92 7 68 56 36 41 17 -15 43 16 30 53 62 -16 72 -10 29 31 9 42 30 42 18 105 -10 94 81 54 67 4 -16 32 17 42 67 70 73 78 34 68 10 59 122 49 47 36 33 36 36 24 57 34 65 14 47 58 99 87 4 119 67 51 68 81 35 40 97 -1 16 84 53 63 101 85 41 108 22 106 15 82 -9 26 78 46 50 61 90 65 32 67 5 57 -11 53 71 101 96 57 74 18 78 82 47 -9 90 26 59 117 99 87 81 23 106 49 20 38 204 0 121 2 23 11 95 73 97 233 188 148 125 71 206 66 95 2 107 98 57 102 47 125 135 92 118 151 114 117 65 35 120 126 109 147 117 80 100 62 164 117 147 83 81 138 55 131 202 110 98 134 32 110 150 140 83 85 56 39 82 146 27 91 22 158 101 85 108 -6 154 101 96 33 45 58 166 75 63 57 92 132 53 72 172 167 145 86 144 85 94 157 80 79 143 169 73 152 143 152 102 91 65 194 189 123 175 99 206 22 204 62 95 23 134 119 127 108 130 113 152 121 150 16 92 -2 69 37 82 74 90 128 73 61 97 171 172 154 108 90 67 47 20 12 121 50 94 130 139 133 107 122 37 81 75 165 70 59 87 -22 104 42 148 78 58 165 115 160 168 86 181 115 142 87 196 90 126 54 42 105 137 76 120 123 124 109 51 65 59 69 123 110 118 95 53 119 127 138 90 120 130 120 106 110 127 150 120 202 134 71 156 89 118 126 63 188 157 70 50 95 114 98 116 49 90 109 110 46 120 78 63 0 42 93 36 72 129 90 148 76 140 183 181 142 158 43 252 36 41 126 107 44 152 226 105 77 125 93 88 165 85 81 182 172 138 64 102 47 58 216 176 172 102 85 94 164 84 132 135 115 180 107 136 79 210 151 156 216 211 98 118 160 130 118 119 117 164 106 142 109 211 109 119 205 212 224 59 90 106 156 173 113 174 117 160 138 174 94 187 122 124 165 112 191 140 149 128 253 146 85 183 123 70 87 191 170 127 181 108 134 90 7 82 30 176 80 157 103 128 153 155 119 60 89 34 222 185 123 76 174 128 77 133 105 178 165 133 129 162 170 120 149 145 69 187 216 141 290 130 196 195 83 111 121 117 59 125 123 154 139 168 233 197 170 157 168 72 168 123 106 109 182 109 142 87 95 97 121 108 103 150 63 88 125 39 122 79 134 216 164 216 91 217 161 137 171 114 187 138 158 13 147 151 140 96 198 132 149 148 168 203 127 92 173 103 85 61 142 115 60 204 102 184 154 103 126 147 114 148 108 177 262 94 164 178 185 122 103 156 126 216 87 144 187 204 179 163 200 191 124 188 91 102 218 58 111 83 96 145 20 118 77 52 168 144 211 167 150 87 197 78 149 174 239 110 204 244 101 247 248 294 227 134 114 180 118 128 99 84 88 163 220 192 200 322 175 191 130 218 181 180 280 176 265 169 223 165 270 276 244 274 198 275 197 165 222 201 264 360 296 282 225 218 265 297 271 269 210 236 209 205 188 305 156 206 274 207 285 252 173 260 249 231 309 188 262 235 243 240 204 310 212 219 304 133 238 197 196 239 173 171 274 207 237 268 228 204 204 149 257 207 319 242 317 217 289 295 252 260 250 280 263 247 133 292 233 193 242 183 253 185 234 228 256 237 282 342 273 220 181 187 250 307 237 289 314 200 273 253 205 162 334 294 338 406 250 249 233 267 172 257 307 243 288 282 192 250 227 222 258 240 183 352 335 274 266 329 241 323 284 201 223 251 245 193 220 247 236 283 295 321 183 213 225 272 306 232 249 236 297 198 181 257 272 290 339 342 295 283 254 292 195 352 313 345 299 286 377 249 230 290 257 253 218 233 141 269 291 291 217 253 241 247 320 253 270 260 218 255 252 313 246 267 246 320 202 222 188 214 271 273 324 224 300 262 267 192 213 163 244 314 221 304 200 321 266 319 218 290 291 213 264 224 297 239 192 264 173 251 128 244 121 254 151 167 261 179 255 93 194 192 313 336 302 307 206 255 267 226 168 225 263 209 303 212 329 231 260 127 315 198 137 268 311 314 267 188 288 331 273 227 239 247 204 249 302 266 372 260 252 344 196 393 314 325 332 325 354 232 295 307 244 311 225 261 251 263 246 277 299 369 231 328 290 238 312 192 312 227 307 237 251 232 270 262 246 328 307 311 285 314 377 276 280 368 333 226 304 356 305 280 280 303 245 304 223 293 364 383 416 316 344 224 365 277 322 399 345 299 253 267 223 231 238 334 306 264 358 313 283 265 354 299 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312 352 305 361 370 361 418 354 416 289 398 273 405 298 325 345 258 285 274 342 322 308 417 302 321 366 292 328 408 341 356 322 297 301 284 321 408 338 316 360 412 281 389 263 349 262 364 370 318 324 318 333 295 395 311 345 381 292 410 158 241 204 246 256 211 249 222 253 300 259 261 380 284 428 316 357 439 388 323 233 284 322 304 262 267 314 313 294 300 298 262 347 301 422 339 297 270 245 385 313 262 336 172 397 326 342 348 243 365 321 165 360 227 162 263 261 319 295 257 204 261 403 260 320 390 314 367 266 275 295 365 294 321 333 386 310 332 406 274 254 247 313 182 273 407 304 316 423 393 251 369 337 404 436 270 305 317 327 321 226 341 292 326 212 294 161 242 -99 410 424 460 448 279 340 278 363 367 274 342 348 410 279 295 207 368 338 275 290 372 269 263 325 212 290 191 284 322 260 348 280 290 330 340 327 344 260 300 390 322 333 280 381 302 330 381 370 423 312 364 256 380 267 248 281 281 308 277 358 275 262 268 384 503 264 341 261 354 157 247 254 254 346 341 378 305 254 288 231 282 335 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192 283 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 -171.27 80.68 -29.18 35.99 41.12 -224.21 -294.76 -128.87 -189.81 -13.35 46.40 -29.61 -191.58 -30.23 72.70 75.12 45.83 -204.72 67.38 85.36 -146.44 -65.99 84.96 -33.66 55.91 -333.90 -107.10 -70.73 63.83 -17.16 84.67 -194.60 -669.72 -2723.83 -407.26 83.80 -243.95 78.44 -245.86 64.96 -551.75 -119.08 -511.96 -484.26 77.03 -11.06 -73.11 -14.67 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1201 1111 1331 1263 1431 1368 1301 1344 1156 1243 1214 1308 1259 1272 1210 1122 1223 1291 1308 1267 1316 1287 1258 1338 1273 1263 1295 1386 1263 1436 1339 1491 1458 1525 1535 1303 1489 1361 1464 1334 1252 1262 1093 1139 1024 1282 1223 1287 1455 1349 1442 1399 1538 1391 1613 1534 1518 1410 1420 1533 1488 1488 1409 1514 1305 1425 1424 1318 1476 1469 1618 1496 1495 1503 1474 1451 1314 1455 1493 1552 1401 1502 1348 1458 1463 1361 1551 1378 1590 1566 1535 1554 1553 1614 1493 1544 1354 1493 1316 1474 1427 1375 1537 1423 1603 1385 1474 1371 1469 1432 1469 1548 1523 1620 1386 1500 1354 1444 1325 1388 1444 1409 1637 1533 1589 1604 1671 1645 1569 1660 1453 1581 1464 1561 1523 1557 1513 1305 1253 1153 1404 1444 1602 1535 1482 1539 1386 1539 1438 1574 1478 1584 1593 1627 1496 1408 1450 1396 1523 1460 1511 1555 1473 1590 1411 1542 1397 1584 1549 1596 1588 1442 1334 1287 1304 1262 1457 1428 1497 1531 1500 1532 1411 1543 1379 1452 1363 1448 1481 1279 1524 1361 1341 1191 1181 1058 1056 1046 975 1130 987 1060 895 1146 1084 1295 1510 1496 1708 1713 1833 1582 1689 1475 1430 1387 1414 1586 1536 1722 1649 1797 1696 1514 1583 1236 1444 1220 1385 1424 1596 1727 1706 1734 1594 1651 1569 1622 1572 1695 1628 1698 1846 1676 1826 1712 1873 1712 1793 1751 1714 1741 1629 1666 1524 1680 1640 1630 1712 1526 1477 1302 1490 1494 1635 1638 1660 1660 1625 1714 1662 1749 1650 1770 1663 1632 1616 1553 1615 1483 1851 1773 1844 1785 1738 1828 1713 1940 1823 1929 1899 1911 1802 1803 1906 1889 1872 1743 1844 1741 1868 1830 1833 2017 1856 1950 1845 1832 1838 1885 1978 1858 2053 1857 1819 1635 1750 1684 1621 1813 1731 1840 1642 1937 1805 1920 1892 1932 1968 1912 2026 2004 2160 1910 2034 1974 1961 1968 1822 2095 1885 2030 1820 2012 1998 1945 2035 1781 2001 1923 2177 1951 2040 2080 2118 2228 2074 2287 2176 2193 1972 2202 2052 2051 2140 2025 2205 1993 2094 2029 1948 2063 1888 1873 1720 1853 1748 1865 1755 1933 1972 1862 2104 1993 2110 1892 2054 2021 2083 1986 1986 2011 1868 2051 1901 2004 2064 2017 2125 2122 2222 2110 2104 1943 2185 2191 2023 2189 2091 2196 1976 2151 2101 2144 2151 2062 2053 1976 2105 1893 2047 2141 2157 2233 2064 2043 1964 2130 1970 2071 1989 2016 2172 2104 2113 2032 2236 2128 2210 2184 2172 2118 2191 2212 2169 2133 2132 2175 2233 2143 2212 2122 2288 2060 2247 2085 2240 2110 2175 2211 2083 2172 2011 2178 2134 2108 2097 1962 2142 2064 2184 2010 2220 2022 2107 2166 2099 2243 2193 2516 2174 2137 2104 2043 2067 1930 2059 1945 2081 2042 2204 2114 2202 2179 2065 2220 2078 2093 2109 2299 2164 2181 2226 2142 2198 2092 2178 2125 2213 2196 2083 2102 1988 2059 1972 2108 2037 2121 2123 2024 2075 2091 2167 2037 2297 2141 2244 2278 2279 2322 2188 2298 2219 2150 2157 2106 2135 2094 2248 2105 2245 1989 2216 2166 2314 2358 2196 2311 2151 2300 2236 2329 2215 2145 2190 2242 2221 2037 2305 2159 2208 2229 2135 2254 2086 2174 2115 2189 2227 2204 2232 2336 2302 2245 2280 2233 2326 2279 2254 2282 2232 2264 2166 2236 2216 2313 2259 2334 2443 2321 2383 2171 2319 2252 2318 2263 2176 1792 2189 2302 2127 2418 2133 2300 2264 2351 2307 2280 2264 2202 2246 2244 2310 2292 2246 2311 2195 2238 2249 2297 2218 2322 2234 2346 2267 2195 2285 2150 2312 2239 2286 2267 2251 2291 2165 2151 2044 2082 1920 1888 1829 1538 1724 1668 1840 1812 2076 1911 2106 2025 2058 2060 1947 2119 2101 2127 2155 2233 2293 2228 2246 2035 2129 2029 2163 1945 2070 2126 2092 2304 2334 2422 2276 2227 2242 2286 2331 2187 2339 2135 2353 2133 2248 2111 2203 2280 2190 2379 2057 2140 1981 1984 2005 2061 2243 2175 2272 2189 2405 2272 2281 2233 2133 2254 2060 2246 2092 2183 2295 2326 2363 2280 2357 2185 2337 2209 2342 2222 2210 2311 2122 2203 2076 2233 2171 2274 2295 2366 2378 2169 2336 2230 2270 2239 2405 2399 2317 2332 2196 2345 2044 2184 1979 2103 2120 2121 2436 2236 2334 2164 2229 2288 2263 2348 2232 2294 2133 2293 2065 2070 2066 2099 2098 2041 2213 2061 2153 2029 2130 2039 2106 2205 2066 2195 2082 2155 2070 2307 2175 2294 2184 2215 2310 2209 2291 2161 2248 2200 2148 2135 1960 2137 2072 2188 2168 2263 2140 2236 2220 2056 2249 2094 2323 2357 2413 2345 2336 2357 2331 2446 2272 2096 2247 2271 2333 2203 2279 2166 2306 2155 2196 2238 2265 2118 2014 2147 2023 2236 2187 2333 2207 2313 2324 2251 2424 2225 2379 2190 2198 2156 2146 2275 2217 2296 2128 2390 2176 2194 2274 2228 2374 2183 2375 2292 2338 2322 2428 2306 2227 2331 2006 2208 2134 2225 2033 2213 2214 2236 2376 2074 2368 2190 2218 2085 2200 2261 2109 2262 2028 2217 2138 2226 2147 2212 2276 2164 2337 2150 2273 2278 2343 2241 2211 2266 2005 2178 1758 1878 1686 1812 1812 1690 1852 1862 2127 2107 2126 2135 2180 1967 1948 1895 1833 2009 1922 2135 2062 2226 2175 2192 2187 2081 2316 2141 2308 2294 2180 2194 2225 2284 2055 2205 1986 2411 2123 2054 2413 2189 2326 2140 2267 2190 2225 2294 2327 2233 2182 2235 1924 2144 2046 2154 2201 2139 2189 2107 2267 2217 2374 2289 2375 2434 2215 2364 2123 2240 2230 2381 2237 2331 2191 2207 2314 2181 2311 2295 2331 2196 2136 2128 2003 2113 1836 2146 1873 1980 1937 2103 2187 2037 2173 2130 2276 2147 2213 2275 2227 2252 2197 2317 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