File name: Pandora281s1_CambridgeBay_20251217_L1_smca1c2d20240201p1-8.txt
File generation date: 20251218T070654.7Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c2d20240201p1-8
Local principal investigator: Kimberly Strong
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 281
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora281_OF_v3d20230823.txt
Instrument calibration file used: Pandora281s1_CF_v2d20240201.txt
Level 0 file used: Pandora281s1_CambridgeBay_20251217_L0.txt
Full location name: Cambridge Bay, Nunavut: Canadian High Arctic Reseach Station
Short location name: CambridgeBay
Country of location: Canada
Location latitude [deg]: 69.1212
Location longitude [deg]: -105.0398
Location altitude [m]: 10
Local noon date: 20251217
Notes on s-number (L1 configuration): Corrections NOT applied although requested by the s-number are latency correction, matrix method stray light correction (replaced by simple method)
Data caveats: OoB based on session 1
Nominal wavelengths [nm]: 277.3801 277.5228 277.6654 277.8080 277.9506 278.0932 278.2357 278.3783 278.5208 278.6634 278.8059 278.9484 279.0909 279.2334 279.3759 279.5184 279.6609 279.8033 279.9458 280.0882 280.2307 280.3731 280.5155 280.6579 280.8003 280.9426 281.0850 281.2274 281.3697 281.5120 281.6544 281.7967 281.9390 282.0813 282.2236 282.3658 282.5081 282.6504 282.7926 282.9348 283.0770 283.2193 283.3615 283.5036 283.6458 283.7880 283.9301 284.0723 284.2144 284.3566 284.4987 284.6408 284.7829 284.9250 285.0670 285.2091 285.3512 285.4932 285.6352 285.7773 285.9193 286.0613 286.2033 286.3452 286.4872 286.6292 286.7711 286.9130 287.0550 287.1969 287.3388 287.4807 287.6226 287.7645 287.9063 288.0482 288.1900 288.3318 288.4737 288.6155 288.7573 288.8991 289.0409 289.1826 289.3244 289.4661 289.6079 289.7496 289.8913 290.0330 290.1747 290.3164 290.4581 290.5997 290.7414 290.8830 291.0247 291.1663 291.3079 291.4495 291.5911 291.7327 291.8742 292.0158 292.1573 292.2989 292.4404 292.5819 292.7234 292.8649 293.0064 293.1478 293.2893 293.4308 293.5722 293.7136 293.8550 293.9965 294.1378 294.2792 294.4206 294.5620 294.7033 294.8447 294.9860 295.1273 295.2686 295.4099 295.5512 295.6925 295.8338 295.9750 296.1163 296.2575 296.3987 296.5400 296.6812 296.8223 296.9635 297.1047 297.2459 297.3870 297.5281 297.6693 297.8104 297.9515 298.0926 298.2337 298.3748 298.5158 298.6569 298.7979 298.9389 299.0800 299.2210 299.3620 299.5030 299.6439 299.7849 299.9259 300.0668 300.2077 300.3486 300.4896 300.6305 300.7714 300.9122 301.0531 301.1940 301.3348 301.4756 301.6165 301.7573 301.8981 302.0389 302.1796 302.3204 302.4612 302.6019 302.7427 302.8834 303.0241 303.1648 303.3055 303.4462 303.5869 303.7275 303.8682 304.0088 304.1494 304.2900 304.4307 304.5712 304.7118 304.8524 304.9930 305.1335 305.2741 305.4146 305.5551 305.6956 305.8361 305.9766 306.1171 306.2575 306.3980 306.5384 306.6788 306.8193 306.9597 307.1001 307.2405 307.3808 307.5212 307.6615 307.8019 307.9422 308.0825 308.2228 308.3631 308.5034 308.6437 308.7840 308.9242 309.0645 309.2047 309.3449 309.4851 309.6253 309.7655 309.9057 310.0458 310.1860 310.3261 310.4663 310.6064 310.7465 310.8866 311.0267 311.1668 311.3068 311.4469 311.5869 311.7269 311.8670 312.0070 312.1470 312.2870 312.4269 312.5669 312.7068 312.8468 312.9867 313.1266 313.2665 313.4064 313.5463 313.6862 313.8261 313.9659 314.1058 314.2456 314.3854 314.5252 314.6650 314.8048 314.9446 315.0843 315.2241 315.3638 315.5035 315.6433 315.7830 315.9227 316.0623 316.2020 316.3417 316.4813 316.6210 316.7606 316.9002 317.0398 317.1794 317.3190 317.4585 317.5981 317.7377 317.8772 318.0167 318.1562 318.2957 318.4352 318.5747 318.7142 318.8536 318.9931 319.1325 319.2719 319.4113 319.5507 319.6901 319.8295 319.9689 320.1082 320.2476 320.3869 320.5262 320.6655 320.8048 320.9441 321.0834 321.2227 321.3619 321.5011 321.6404 321.7796 321.9188 322.0580 322.1972 322.3363 322.4755 322.6147 322.7538 322.8929 323.0320 323.1711 323.3102 323.4493 323.5884 323.7274 323.8665 324.0055 324.1445 324.2835 324.4225 324.5615 324.7005 324.8395 324.9784 325.1174 325.2563 325.3952 325.5341 325.6730 325.8119 325.9508 326.0896 326.2285 326.3673 326.5062 326.6450 326.7838 326.9226 327.0614 327.2001 327.3389 327.4776 327.6164 327.7551 327.8938 328.0325 328.1712 328.3099 328.4485 328.5872 328.7258 328.8644 329.0031 329.1417 329.2803 329.4188 329.5574 329.6960 329.8345 329.9731 330.1116 330.2501 330.3886 330.5271 330.6656 330.8040 330.9425 331.0809 331.2194 331.3578 331.4962 331.6346 331.7730 331.9113 332.0497 332.1880 332.3264 332.4647 332.6030 332.7413 332.8796 333.0179 333.1562 333.2944 333.4327 333.5709 333.7091 333.8473 333.9855 334.1237 334.2619 334.4000 334.5382 334.6763 334.8144 334.9526 335.0907 335.2287 335.3668 335.5049 335.6429 335.7810 335.9190 336.0570 336.1950 336.3330 336.4710 336.6090 336.7470 336.8849 337.0228 337.1608 337.2987 337.4366 337.5745 337.7123 337.8502 337.9881 338.1259 338.2637 338.4015 338.5393 338.6771 338.8149 338.9527 339.0904 339.2282 339.3659 339.5036 339.6414 339.7790 339.9167 340.0544 340.1921 340.3297 340.4674 340.6050 340.7426 340.8802 341.0178 341.1554 341.2929 341.4305 341.5680 341.7056 341.8431 341.9806 342.1181 342.2555 342.3930 342.5305 342.6679 342.8053 342.9428 343.0802 343.2176 343.3550 343.4923 343.6297 343.7670 343.9044 344.0417 344.1790 344.3163 344.4536 344.5909 344.7281 344.8654 345.0026 345.1399 345.2771 345.4143 345.5515 345.6886 345.8258 345.9630 346.1001 346.2372 346.3744 346.5115 346.6485 346.7856 346.9227 347.0598 347.1968 347.3338 347.4709 347.6079 347.7449 347.8818 348.0188 348.1558 348.2927 348.4296 348.5666 348.7035 348.8404 348.9773 349.1141 349.2510 349.3878 349.5247 349.6615 349.7983 349.9351 350.0719 350.2087 350.3454 350.4822 350.6189 350.7557 350.8924 351.0291 351.1658 351.3024 351.4391 351.5757 351.7124 351.8490 351.9856 352.1222 352.2588 352.3954 352.5320 352.6685 352.8050 352.9416 353.0781 353.2146 353.3511 353.4876 353.6240 353.7605 353.8969 354.0333 354.1698 354.3062 354.4426 354.5789 354.7153 354.8517 354.9880 355.1243 355.2606 355.3969 355.5332 355.6695 355.8058 355.9420 356.0783 356.2145 356.3507 356.4869 356.6231 356.7593 356.8955 357.0316 357.1678 357.3039 357.4400 357.5761 357.7122 357.8483 357.9843 358.1204 358.2564 358.3925 358.5285 358.6645 358.8005 358.9364 359.0724 359.2084 359.3443 359.4802 359.6161 359.7520 359.8879 360.0238 360.1597 360.2955 360.4314 360.5672 360.7030 360.8388 360.9746 361.1104 361.2461 361.3819 361.5176 361.6533 361.7890 361.9247 362.0604 362.1961 362.3318 362.4674 362.6031 362.7387 362.8743 363.0099 363.1455 363.2810 363.4166 363.5521 363.6877 363.8232 363.9587 364.0942 364.2297 364.3652 364.5006 364.6361 364.7715 364.9069 365.0423 365.1777 365.3131 365.4484 365.5838 365.7191 365.8545 365.9898 366.1251 366.2604 366.3957 366.5309 366.6662 366.8014 366.9366 367.0719 367.2071 367.3422 367.4774 367.6126 367.7477 367.8829 368.0180 368.1531 368.2882 368.4233 368.5583 368.6934 368.8284 368.9635 369.0985 369.2335 369.3685 369.5035 369.6384 369.7734 369.9083 370.0433 370.1782 370.3131 370.4480 370.5829 370.7177 370.8526 370.9874 371.1222 371.2570 371.3918 371.5266 371.6614 371.7962 371.9309 372.0656 372.2004 372.3351 372.4698 372.6044 372.7391 372.8738 373.0084 373.1430 373.2777 373.4123 373.5468 373.6814 373.8160 373.9505 374.0851 374.2196 374.3541 374.4886 374.6231 374.7576 374.8920 375.0265 375.1609 375.2953 375.4297 375.5641 375.6985 375.8329 375.9672 376.1016 376.2359 376.3702 376.5045 376.6388 376.7731 376.9073 377.0416 377.1758 377.3100 377.4442 377.5784 377.7126 377.8468 377.9809 378.1151 378.2492 378.3833 378.5174 378.6515 378.7856 378.9196 379.0537 379.1877 379.3217 379.4558 379.5897 379.7237 379.8577 379.9917 380.1256 380.2595 380.3934 380.5273 380.6612 380.7951 380.9290 381.0628 381.1967 381.3305 381.4643 381.5981 381.7319 381.8656 381.9994 382.1331 382.2669 382.4006 382.5343 382.6680 382.8016 382.9353 383.0689 383.2026 383.3362 383.4698 383.6034 383.7370 383.8706 384.0041 384.1377 384.2712 384.4047 384.5382 384.6717 384.8052 384.9386 385.0721 385.2055 385.3389 385.4723 385.6057 385.7391 385.8725 386.0058 386.1391 386.2725 386.4058 386.5391 386.6724 386.8056 386.9389 387.0721 387.2054 387.3386 387.4718 387.6050 387.7381 387.8713 388.0045 388.1376 388.2707 388.4038 388.5369 388.6700 388.8031 388.9361 389.0692 389.2022 389.3352 389.4682 389.6012 389.7342 389.8671 390.0001 390.1330 390.2659 390.3988 390.5317 390.6646 390.7974 390.9303 391.0631 391.1959 391.3287 391.4615 391.5943 391.7271 391.8598 391.9926 392.1253 392.2580 392.3907 392.5234 392.6561 392.7887 392.9214 393.0540 393.1866 393.3192 393.4518 393.5844 393.7169 393.8495 393.9820 394.1145 394.2470 394.3795 394.5120 394.6445 394.7769 394.9094 395.0418 395.1742 395.3066 395.4390 395.5713 395.7037 395.8360 395.9683 396.1007 396.2330 396.3652 396.4975 396.6298 396.7620 396.8942 397.0265 397.1587 397.2908 397.4230 397.5552 397.6873 397.8195 397.9516 398.0837 398.2158 398.3478 398.4799 398.6119 398.7440 398.8760 399.0080 399.1400 399.2720 399.4039 399.5359 399.6678 399.7998 399.9317 400.0636 400.1954 400.3273 400.4592 400.5910 400.7228 400.8546 400.9864 401.1182 401.2500 401.3817 401.5135 401.6452 401.7769 401.9086 402.0403 402.1720 402.3036 402.4353 402.5669 402.6985 402.8301 402.9617 403.0933 403.2248 403.3564 403.4879 403.6194 403.7509 403.8824 404.0139 404.1453 404.2768 404.4082 404.5396 404.6710 404.8024 404.9338 405.0651 405.1965 405.3278 405.4591 405.5904 405.7217 405.8530 405.9843 406.1155 406.2467 406.3780 406.5092 406.6404 406.7715 406.9027 407.0338 407.1650 407.2961 407.4272 407.5583 407.6894 407.8204 407.9515 408.0825 408.2135 408.3445 408.4755 408.6065 408.7375 408.8684 408.9994 409.1303 409.2612 409.3921 409.5229 409.6538 409.7847 409.9155 410.0463 410.1771 410.3079 410.4387 410.5695 410.7002 410.8309 410.9617 411.0924 411.2231 411.3537 411.4844 411.6150 411.7457 411.8763 412.0069 412.1375 412.2681 412.3986 412.5292 412.6597 412.7902 412.9207 413.0512 413.1817 413.3122 413.4426 413.5730 413.7035 413.8339 413.9642 414.0946 414.2250 414.3553 414.4857 414.6160 414.7463 414.8766 415.0068 415.1371 415.2673 415.3976 415.5278 415.6580 415.7882 415.9184 416.0485 416.1787 416.3088 416.4389 416.5690 416.6991 416.8292 416.9592 417.0893 417.2193 417.3493 417.4793 417.6093 417.7393 417.8692 417.9991 418.1291 418.2590 418.3889 418.5188 418.6486 418.7785 418.9083 419.0382 419.1680 419.2978 419.4275 419.5573 419.6871 419.8168 419.9465 420.0762 420.2059 420.3356 420.4653 420.5949 420.7245 420.8542 420.9838 421.1134 421.2429 421.3725 421.5020 421.6316 421.7611 421.8906 422.0201 422.1496 422.2790 422.4085 422.5379 422.6673 422.7967 422.9261 423.0555 423.1848 423.3142 423.4435 423.5728 423.7021 423.8314 423.9606 424.0899 424.2191 424.3484 424.4776 424.6068 424.7359 424.8651 424.9942 425.1234 425.2525 425.3816 425.5107 425.6398 425.7688 425.8979 426.0269 426.1559 426.2849 426.4139 426.5429 426.6719 426.8008 426.9297 427.0586 427.1875 427.3164 427.4453 427.5741 427.7030 427.8318 427.9606 428.0894 428.2182 428.3470 428.4757 428.6044 428.7332 428.8619 428.9906 429.1192 429.2479 429.3765 429.5052 429.6338 429.7624 429.8910 430.0195 430.1481 430.2766 430.4052 430.5337 430.6622 430.7907 430.9191 431.0476 431.1760 431.3044 431.4328 431.5612 431.6896 431.8180 431.9463 432.0747 432.2030 432.3313 432.4596 432.5878 432.7161 432.8443 432.9726 433.1008 433.2290 433.3572 433.4853 433.6135 433.7416 433.8697 433.9979 434.1259 434.2540 434.3821 434.5101 434.6382 434.7662 434.8942 435.0222 435.1501 435.2781 435.4060 435.5340 435.6619 435.7898 435.9177 436.0455 436.1734 436.3012 436.4290 436.5569 436.6846 436.8124 436.9402 437.0679 437.1957 437.3234 437.4511 437.5788 437.7064 437.8341 437.9617 438.0894 438.2170 438.3446 438.4721 438.5997 438.7272 438.8548 438.9823 439.1098 439.2373 439.3648 439.4922 439.6197 439.7471 439.8745 440.0019 440.1293 440.2567 440.3840 440.5113 440.6387 440.7660 440.8933 441.0205 441.1478 441.2750 441.4023 441.5295 441.6567 441.7839 441.9110 442.0382 442.1653 442.2925 442.4196 442.5467 442.6737 442.8008 442.9278 443.0549 443.1819 443.3089 443.4359 443.5629 443.6898 443.8167 443.9437 444.0706 444.1975 444.3244 444.4512 444.5781 444.7049 444.8317 444.9585 445.0853 445.2121 445.3388 445.4656 445.5923 445.7190 445.8457 445.9724 446.0990 446.2257 446.3523 446.4789 446.6055 446.7321 446.8587 446.9853 447.1118 447.2383 447.3648 447.4913 447.6178 447.7443 447.8707 447.9971 448.1236 448.2500 448.3763 448.5027 448.6291 448.7554 448.8817 449.0080 449.1343 449.2606 449.3869 449.5131 449.6394 449.7656 449.8918 450.0180 450.1441 450.2703 450.3964 450.5225 450.6486 450.7747 450.9008 451.0269 451.1529 451.2789 451.4050 451.5310 451.6569 451.7829 451.9089 452.0348 452.1607 452.2866 452.4125 452.5384 452.6642 452.7901 452.9159 453.0417 453.1675 453.2933 453.4191 453.5448 453.6705 453.7963 453.9220 454.0476 454.1733 454.2990 454.4246 454.5502 454.6758 454.8014 454.9270 455.0526 455.1781 455.3037 455.4292 455.5547 455.6801 455.8056 455.9311 456.0565 456.1819 456.3073 456.4327 456.5581 456.6834 456.8088 456.9341 457.0594 457.1847 457.3100 457.4353 457.5605 457.6857 457.8110 457.9362 458.0613 458.1865 458.3117 458.4368 458.5619 458.6870 458.8121 458.9372 459.0622 459.1873 459.3123 459.4373 459.5623 459.6873 459.8123 459.9372 460.0621 460.1871 460.3120 460.4368 460.5617 460.6866 460.8114 460.9362 461.0610 461.1858 461.3106 461.4353 461.5601 461.6848 461.8095 461.9342 462.0589 462.1835 462.3082 462.4328 462.5574 462.6820 462.8066 462.9312 463.0557 463.1803 463.3048 463.4293 463.5538 463.6783 463.8027 463.9271 464.0516 464.1760 464.3004 464.4247 464.5491 464.6734 464.7978 464.9221 465.0464 465.1707 465.2949 465.4192 465.5434 465.6676 465.7918 465.9160 466.0402 466.1643 466.2885 466.4126 466.5367 466.6608 466.7848 466.9089 467.0329 467.1570 467.2810 467.4050 467.5289 467.6529 467.7768 467.9008 468.0247 468.1486 468.2724 468.3963 468.5201 468.6440 468.7678 468.8916 469.0154 469.1391 469.2629 469.3866 469.5103 469.6340 469.7577 469.8814 470.0050 470.1287 470.2523 470.3759 470.4995 470.6231 470.7466 470.8702 470.9937 471.1172 471.2407 471.3642 471.4876 471.6111 471.7345 471.8579 471.9813 472.1047 472.2280 472.3514 472.4747 472.5980 472.7213 472.8446 472.9679 473.0911 473.2143 473.3376 473.4608 473.5839 473.7071 473.8303 473.9534 474.0765 474.1996 474.3227 474.4458 474.5688 474.6919 474.8149 474.9379 475.0609 475.1838 475.3068 475.4297 475.5527 475.6756 475.7985 475.9213 476.0442 476.1670 476.2898 476.4127 476.5354 476.6582 476.7810 476.9037 477.0264 477.1492 477.2718 477.3945 477.5172 477.6398 477.7625 477.8851 478.0077 478.1302 478.2528 478.3753 478.4979 478.6204 478.7429 478.8654 478.9878 479.1103 479.2327 479.3551 479.4775 479.5999 479.7223 479.8446 479.9669 480.0893 480.2116 480.3338 480.4561 480.5784 480.7006 480.8228 480.9450 481.0672 481.1894 481.3115 481.4336 481.5558 481.6779 481.7999 481.9220 482.0441 482.1661 482.2881 482.4101 482.5321 482.6541 482.7760 482.8979 483.0199 483.1418 483.2637 483.3855 483.5074 483.6292 483.7510 483.8728 483.9946 484.1164 484.2381 484.3599 484.4816 484.6033 484.7250 484.8466 484.9683 485.0899 485.2116 485.3332 485.4547 485.5763 485.6979 485.8194 485.9409 486.0624 486.1839 486.3054 486.4268 486.5483 486.6697 486.7911 486.9125 487.0338 487.1552 487.2765 487.3978 487.5191 487.6404 487.7617 487.8829 488.0042 488.1254 488.2466 488.3678 488.4889 488.6101 488.7312 488.8523 488.9734 489.0945 489.2156 489.3366 489.4577 489.5787 489.6997 489.8207 489.9416 490.0626 490.1835 490.3044 490.4253 490.5462 490.6671 490.7879 490.9088 491.0296 491.1504 491.2712 491.3919 491.5127 491.6334 491.7541 491.8748 491.9955 492.1161 492.2368 492.3574 492.4780 492.5986 492.7192 492.8398 492.9603 493.0808 493.2013 493.3218 493.4423 493.5628 493.6832 493.8036 493.9240 494.0444 494.1648 494.2852 494.4055 494.5258 494.6461 494.7664 494.8867 495.0069 495.1272 495.2474 495.3676 495.4878 495.6080 495.7281 495.8482 495.9684 496.0885 496.2086 496.3286 496.4487 496.5687 496.6887 496.8087 496.9287 497.0487 497.1686 497.2885 497.4085 497.5284 497.6482 497.7681 497.8879 498.0078 498.1276 498.2474 498.3672 498.4869 498.6067 498.7264 498.8461 498.9658 499.0855 499.2051 499.3247 499.4444 499.5640 499.6836 499.8031 499.9227 500.0422 500.1617 500.2812 500.4007 500.5202 500.6396 500.7591 500.8785 500.9979 501.1173 501.2366 501.3560 501.4753 501.5946 501.7139 501.8332 501.9525 502.0717 502.1909 502.3101 502.4293 502.5485 502.6677 502.7868 502.9059 503.0250 503.1441 503.2632 503.3822 503.5013 503.6203 503.7393 503.8583 503.9772 504.0962 504.2151 504.3340 504.4529 504.5718 504.6907 504.8095 504.9284 505.0472 505.1660 505.2847 505.4035 505.5222 505.6410 505.7597 505.8783 505.9970 506.1157 506.2343 506.3529 506.4715 506.5901 506.7087 506.8272 506.9458 507.0643 507.1828 507.3012 507.4197 507.5382 507.6566 507.7750 507.8934 508.0118 508.1301 508.2485 508.3668 508.4851 508.6034 508.7216 508.8399 508.9581 509.0763 509.1945 509.3127 509.4309 509.5490 509.6672 509.7853 509.9034 510.0214 510.1395 510.2575 510.3756 510.4936 510.6116 510.7295 510.8475 510.9654 511.0833 511.2012 511.3191 511.4370 511.5548 511.6727 511.7905 511.9083 512.0261 512.1438 512.2616 512.3793 512.4970 512.6147 512.7324 512.8500 512.9677 513.0853 513.2029 513.3205 513.4380 513.5556 513.6731 513.7906 513.9081 514.0256 514.1430 514.2605 514.3779 514.4953 514.6127 514.7301 514.8474 514.9648 515.0821 515.1994 515.3167 515.4339 515.5512 515.6684 515.7856 515.9028 516.0200 516.1372 516.2543 516.3714 516.4885 516.6056 516.7227 516.8397 516.9568 517.0738 517.1908 517.3078 517.4247 517.5417 517.6586 517.7755 517.8924 518.0093 518.1261 518.2430 518.3598 518.4766 518.5934 518.7101 518.8269 518.9436 519.0603 519.1770 519.2937 519.4104 519.5270 519.6436 519.7602 519.8768 519.9934 520.1100 520.2265 520.3430 520.4595 520.5760 520.6925 520.8089 520.9253 521.0417 521.1581 521.2745 521.3909 521.5072 521.6235 521.7398 521.8561 521.9724 522.0886 522.2048 522.3211 522.4373 522.5534 522.6696 522.7857 522.9019 523.0180 523.1340 523.2501 523.3662 523.4822 523.5982 523.7142 523.8302 523.9461 524.0621 524.1780 524.2939 524.4098 524.5257 524.6415 524.7574 524.8732 524.9890 525.1048 525.2205 525.3363 525.4520 525.5677 525.6834 525.7991 525.9147 526.0304 526.1460 526.2616 526.3772 526.4927 526.6083 526.7238 526.8393 526.9548 527.0703 527.1857 527.3012 527.4166 527.5320 527.6474 527.7627 527.8781 527.9934 528.1087 528.2240 528.3393 528.4545 528.5698 528.6850 528.8002 528.9154 529.0306 529.1457 529.2608 529.3759 529.4910 529.6061 529.7212 529.8362 529.9512 530.0662 530.1812 530.2962 530.4111 530.5261 530.6410 530.7559 530.8707 530.9856 531.1004 531.2153 531.3301 531.4448 531.5596 531.6744 531.7891 531.9038 532.0185 532.1332 532.2478 532.3625 532.4771 532.5917 532.7063 532.8208 532.9354 533.0499 533.1644 533.2789 533.3934 533.5078 533.6223 533.7367 533.8511 533.9655 534.0799 534.1942 534.3085 534.4228 534.5371 534.6514 534.7657 534.8799 534.9941 535.1083 535.2225 535.3367 535.4508 535.5649 535.6790 535.7931 535.9072 536.0213 536.1353 536.2493 536.3633 536.4773 536.5913 536.7052 536.8191 536.9330 537.0469 537.1608 537.2747 537.3885 537.5023 537.6161 537.7299 537.8436 537.9574 538.0711 538.1848 538.2985 538.4122 538.5258 538.6395 538.7531 538.8667 538.9803 539.0938 539.2074 539.3209 539.4344 539.5479 539.6613 539.7748 539.8882 540.0016 540.1150 540.2284 540.3418 540.4551 540.5684 540.6817 540.7950 540.9083 541.0215 541.1348 541.2480 541.3612 541.4743 541.5875 541.7006 541.8137 541.9268 542.0399
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Column 1: Two letter code of measurement routine
Column 2: UT date and time for beginning of measurement, yyyymmddThhmmssZ (ISO 8601)
Column 3: Fractional days since 1-Jan-2000 UT midnight for beginning of measurement
Column 4: Routine count (1 for the first routine of the day, 2 for the second, etc.)
Column 5: Repetition count (1 for the first set in the routine, 2 for the second, etc.)
Column 6: Total duration of measurement set in seconds
Column 7: Data processing type index
Column 8: Integration time [ms]
Column 9: Number of bright count cycles
Column 10: Number of dark count cycles
Column 11: Saturation index: positive integer is the number of saturated cycles included in the data, negative integer is the number of cycles skipped due to saturation
Column 12: Effective position of filterwheel #1, 0=filterwheel not used, 1-9 are valid positions
Column 13: Effective position of filterwheel #2, 0=filterwheel not used, 1-9 are valid positions
Column 14: Pointing zenith angle in degree, absolute or relative (see next column), 999=tracker not used
Column 15: Zenith pointing mode: zenith angle is... 0=absolute, 1=relative to sun, 2=relative to moon
Column 16: Pointing azimuth in degree, increases clockwise, absolute (0=north) or relative (see next column), 999=tracker not used
Column 17: Azimuth pointing mode: like zenith angle mode but also fixed scattering angles relative to sun (3) or moon (4)
Column 18: Target distance [m], -1=not pointed on target
Column 19: Sum over 2^i with i being a L0 to L1 conversion step, 0=dark correction, 1=non-linearity correction, 2=latency correction, 3=flat field correction, 4=conversion to count rates, 5=temperature correction, 6=stray light correction, 7=wavelength change determination, 8=sensitivity correction, 9=wavelength correction
Column 20: Dark correction method: -9=no dark correction done, since it was not requested, -2=no dark correction done, since there were no bright measurements, -1=no dark correction done, since there was no matching dark measurement, 0=dark correction done with measured dark count only, since input darkmeth was MEAS or no dark map parameters available, 1=dark correction done using dark fine structure map and measured dark count, >1=dark correction done with measured dark count only, since dark background fitting gave an error
Column 21: L1 data quality flag: 0=assured high quality, 1=assured medium quality, 2=assured low quality, 10=not-assured high quality, 11=not-assured medium quality, 12=not-assured low quality
Column 22: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ1 limit, 0=Saturated data, 1=Too few dark counts measurements, 2=No temperature given or effective temperature too different from the reference temperature, 3=Dark count too high, 4=Unsuccessful dark background fitting, 5=The dark count differs significantly from the dark map for too many pixels, 6=Absolute value of estimated average residual stray light level too high, 7=Although attempted, no wavelength change could be retrieved, 8=Absolute value of retrieved wavelength shift too large, 9=Retrieved wavelength shift differs too much from the shift predicted by the effective temperature
Column 23: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ2 limit (same parameters as for DQ1)
Column 24: Wavelength effective temperature [°C], 999=no effective temperature given
Column 25: Number of pixels, where dark count is higher than bright count, -9=no bright counts or dark counts measured
Column 26: Number of pixels, where DQ1 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 27: Number of pixels, where DQ2 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 28: Index of (not dead, blind, warm, or saturated) pixel with highest corrected counts
Column 29: Mean over blind and oversampled pixels in the bright counts, -9 if there is no bright count
Column 30: Standard error of blind and oversampled pixels in the bright counts, -9 if there is no bright count standard error
Column 31: Mean over blind and oversampled pixels in the dark counts, -9 if there is no dark count
Column 32: Standard error of blind and oversampled pixels in the dark counts, -9 if there is no dark count standard error
Column 33: Number of function evaluations used for dark background fitting, -9 if no background fitting was done
Column 34: rms of unweighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 35: Normalized rms of weighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 36: Mean difference dark map to measured dark count, -9 if no background fitting was done
Column 37: rms of difference dark map to measured dark count, -9 if no background fitting was done
Column 38: Mean absolute difference dark map to measured dark count expressed in number of standard deviations, -9 if no background fitting was done
Column 39: Number of regular pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 40: Number of warm pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 41: Number of hot pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 42: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 43: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 44: Estimated stray light in the signal before correction at 300nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 45: Estimated stray light in the signal before correction at 302.5nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 46: Estimated stray light in the signal before correction at 305nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 47: Estimated stray light in the signal before correction at 310nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 48: Estimated stray light in the signal before correction at 320nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 49: Estimated stray light in the signal before correction at 350nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 50: Estimated stray light in the signal before correction at 400nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 51: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 52: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 53: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 54: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 55: Mean wavelength correction applied [%], -9=no wavelength correction
Column 56: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 57: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 58: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 59: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 60: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 61: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 62: Temperature at electronics board [°C], 999=no temperature signal
Column 63: Spectrometer control temperature [°C], 999=no temperature signal
Column 64: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 65: Temperature in head sensor [°C], 999=no temperature signal
Column 66: Humidity in head sensor [%], -9=no humidity signal
Column 67: Pressure in head sensor [hPa], -9=no pressure signal
Column 68: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 69: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 70: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 71-2118: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2119-4166: Atmospheric variability of L1 data for each pixel [%], 101=no atmospheric variability was measured and pixel is inside the range of the filter, 102=no atmospheric variability was measured and pixel is outside the range of the filter, 103=atmospheric variability was measured, but pixel is outside the range of the filter, 104=saturated data, 109=no atmospheric variability was determined since no dark correction was attempted
Columns 4167-6214: Independent instrumental uncertainty of L1 data for each pixel, -2=pixel is outside the range of the filter, -4=saturated data
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ZO 20251217T163446.0Z 9482.690810 1 1 36.01 4 4000.000 9 1 0 1 1 0.61 0 158.13 0 -1.00 507 1 10 0 0 26.24 412 -9 -9 92 8.142e+02 1.544e+00 8.068e+02 -9.000e+00 -1 1.545e+02 1.545e+02 4.407e-12 1.547e+02 1.294e+00 0 0 0 1 3.38 -3.00 -1.00 -3.00 -1.00 16.97 5.43 2.02 0 5.056e-01 1790 -9 -9.00 -9.00 -9.00 -9.00 -0.00150 2.59820e-01 -6.79952e-03 34.25 19.99 26.24 -29.52 4.3 980.03 2.210e+10 8 3 0 0 0 0 0 0 0 71 11 49 30 50 4 -44 18 -72 -78 -25 -5 -1395 -21 -27 -1 -32 -26 -37 59 34 14 -34 -4 -14 41 1 59 -12 -42 17 21 -15 8 -52 49 -16 9 -14 -44 -19 8 33 -3 -23 -10 -15 -9 53 -12 -18 -5 26 25 -17 61 6 -18 52 28 -31 73 21 -87 -38 33 29 6 -31 36 1 -33 31 23 11 12 -1 13 -12 15 -39 -26 -13 17 84 2345 44 -8 -37 157 23 -14 -8 -36 33 -52 -13 -8 -32 27 -14 23 -9 13 11 -24 -47 -8 -1 1 -89 12 21 18 50 22 14 11 7 45 -42 28 -18 30 32 26 33 -54 -11 49 -81 -76 -34 31 28 32 -11 20 8 6 30 -18 23 -29 -49 1 -13 17 12 -57 11 -24 15 10 71 -28 -19 -19 -44 14 -9 50 -11 52 11 -11 0 6 21 5 -38 -17 27 -57 -15 36 24 8 -34 2 -53 -4 -20 16 4 -29 44 84 -14 17 13 -1286 -12 6 -24 2 -12 -9 33 -14 -24 -24 -31 5 -84 -3 -5 -6 63 22 53 19 -10 -47 34 14 -1 0 38 -40 18 9 -7 65 -2 -2 -34 28 28 -78 -27 -2 35 41 49 22 47 2 -30 -9 38 -76 -14 25 30 65 -9 -31 -9 -27 42 -25 -4 4 17 26 -22 -23 12 0 17 7 -52 -22 47 33 24 16 -4 89 3 -4 9 18 30 25 29 -29 36 25 25 78 2 -10 17 6 -11 -3 16 42 4 7 22 10 -26 -9 18 31 -4 8 -37 26 -3 -31 41 4 -19 -12 -22 52 -31 58 -8 35 13 9 31 -39 2 -51 8 25 39 10 -21 25 54 -5 8 -1 29 47 -8 -11 -28 42 7 51 -109 18 -39 -15 -14 0 -30 -4 -24 -56 18 -50 -58 8 36 -61 -34 43 1 -20 -12 14 -58 19 -25 -30 5 114 2 20 19 -72 -3 6 -20 -37 -27 -19 -26 0 -28 33 -38 -19 -49 42 -19 -43 54 4 27 45 -10 -43 41 14 -10 22 -35 -49 4 -43 71 50 43 56 4 40 63 74 65 57 65 -13 36 12 46 29 53 58 -15 15 18 -4 21 11 13 31 -4 40 26 91 53 68 81 102 3 44 37 1 46 47 17 66 21 72 -19 72 41 64 30 40 -15 4 42 12 20 9 87 10 -19 39 80 57 70 64 80 26 60 -7 -11 64 80 65 39 34 21 90 9 -9 53 95 49 57 36 37 9 -88 -34 35 74 -24 62 70 21 36 11 9 47 -19 50 48 30 41 0 42 62 29 49 27 24 -44 53 38 -16 93 14 -17 33 49 8 6 55 -48 5 86 -51 -30 -10 10 25 19 -47 76 -58 -36 -43 30 -80 -2 -13 65 -51 -15 56 14 -87 -35 33 60 2 16 -34 -22 18 53 69 26 18 43 59 49 8 2 60 5 -275 55 16 41 45 52 38 -8 10 40 -31 50 9 71 73 22 58 -39 98 57 86 47 54 95 57 26 97 -35 -15 46 21 -25 14 13 70 65 32 44 34 34 42 76 119 87 72 53 33 43 62 78 68 61 5 11 14 79 24 38 12 -60 2 39 79 -40 29 -9 81 96 76 70 -39 51 53 77 34 87 26 135 81 94 44 1 48 51 90 5 92 59 72 77 39 59 42 150 104 59 32 119 47 57 105 24 26 69 105 115 97 59 61 -7 61 14 32 88 25 65 12 106 -13 76 -33 38 28 1 59 84 29 -46 65 74 -36 107 28 30 -19 75 112 24 -22 -9 23 69 48 10 71 22 84 49 69 -4 41 51 57 17 68 -55 140 40 121 -2 46 60 94 47 27 98 38 59 6 44 47 24 56 63 -58 104 -14 28 102 -56 79 52 0 7 9 83 47 80 18 -26 -13 4 32 57 72 47 -7 13 -15 -10 -1 116 6 125 -2 -141 111 61 10 68 119 49 35 37 75 -13 60 19 47 72 54 29 61 -11 14 402 81 35 52 55 -7 87 -3 5 -22 25 37 -60 -11 64 10 78 97 75 53 67 37 69 104 35 269 129 50 105 50 144 17 64 35 89 40 29 116 61 55 105 51 40 8 65 38 63 66 -5 76 -9 -27 79 93 97 7 79 107 34 99 30 90 28 83 103 82 49 53 102 61 34 45 46 -3 31 -1 80 47 36 96 53 39 123 79 64 102 78 90 30 0 -15 18 74 83 72 46 110 85 106 112 78 63 92 73 22 78 84 92 52 60 96 46 135 96 25 92 95 115 98 86 62 112 74 94 76 62 98 106 112 94 87 63 88 85 130 105 78 59 105 72 96 132 65 84 37 138 92 98 82 62 86 78 62 86 103 31 58 64 76 67 63 98 109 102 65 106 65 67 138 42 30 104 71 34 108 76 81 119 102 112 98 65 103 110 65 79 91 113 84 46 95 103 79 109 122 74 110 81 32 48 22 61 129 84 28 79 38 57 81 73 73 46 144 74 113 108 66 66 85 119 69 68 96 144 97 28 71 114 110 89 120 95 73 90 45 69 31 81 104 81 90 65 104 110 34 86 -48 53 22 81 63 53 15 18 71 90 149 101 27 107 41 61 100 90 29 83 71 11 71 40 42 43 60 58 75 81 79 58 70 71 81 92 77 86 77 40 73 13 62 134 55 54 16 92 93 75 57 75 22 119 97 56 127 28 55 84 46 58 74 103 70 114 106 71 59 104 96 71 82 83 100 176 32 61 60 28 21 68 68 84 96 49 10 62 94 14 63 77 2 117 48 101 43 84 72 47 80 51 83 70 89 105 82 91 50 67 63 48 71 85 83 96 64 105 82 25 88 83 90 72 70 56 104 167 76 104 66 74 174 97 65 131 93 81 87 87 89 157 47 62 90 99 122 60 130 102 97 98 124 35 91 -14 114 42 93 100 72 66 62 -1 87 16 111 -4 66 113 56 80 80 96 105 83 81 40 134 86 54 79 82 105 80 107 121 87 73 49 17 129 48 97 121 63 52 131 110 101 -13 154 64 11 53 -1 41 125 89 21 87 48 -23 135 47 46 77 85 106 79 12 85 113 117 89 -34 88 27 32 104 133 47 100 102 119 133 88 109 69 72 108 81 93 126 117 52 68 69 29 121 95 116 94 310 111 119 77 56 65 117 48 67 110 89 110 60 119 31 78 43 122 102 86 81 61 89 126 14 123 34 84 97 33 110 12 89 32 68 76 68 80 62 120 110 110 90 102 47 137 130 77 91 35 48 102 55 154 77 104 124 66 130 61 69 104 111 109 103 88 94 120 117 105 46 38 90 105 76 321 83 64 94 72 33 96 43 124 77 78 59 97 89 74 71 75 49 39 65 79 85 64 -1 84 55 103 62 72 130 76 42 107 32 92 95 80 133 116 87 104 102 80 44 83 70 57 65 94 104 68 103 102 77 91 87 46 74 105 6 82 84 79 78 84 127 81 72 103 81 82 87 46 91 107 118 32 45 84 80 94 76 4 53 84 76 96 96 44 84 6 99 128 2 66 99 57 58 20 75 112 41 77 70 27 23 60 97 49 74 48 86 107 64 40 74 46 57 95 106 76 2 12 71 53 63 40 41 91 40 33 60 42 73 62 69 81 71 0 56 78 105 48 67 57 52 90 32 96 14 57 -1 86 -5 27 60 -4 93 62 -3 67 53 81 57 35 101 95 45 84 19 -2 84 92 86 69 15 57 91 32 50 -15 60 34 47 104 52 93 70 30 30 68 31 67 107 73 16 65 90 18 80 60 22 19 67 47 63 0 46 -76 39 66 73 67 94 28 34 37 65 -1 8 60 58 92 43 50 51 101 21 61 46 -64 80 94 58 62 -7 47 26 66 55 43 68 106 59 -12 33 45 73 -35 58 94 82 36 31 76 0 61 26 44 15 53 45 48 46 -10 21 7 12 90 4 7 -11 5 -2 69 64 84 53 70 64 46 101 58 68 70 18 66 70 70 -24 100 85 -10 39 60 27 -17 26 54 96 -2 81 25 21 39 42 87 -3 12 50 44 85 20 -71 28 67 7 457 -133 55 71 55 26 19 -84 15 -8 20 17 65 -13 48 -14 176 82 15 -7 22 32 -15 31 34 6 1 46 -15 40 32 68 41 -6 28 38 -13 84 99 4 23 14 39 95 -27 -22 64 -12 40 12 9 36 -32 13 3 36 68 76 22 -18 44 6 53 104 20 -2 34 21 33 -3 85 98 -37 12 69 2 57 -73 66 44 43 50 70 94 76 18 103 36 60 22 57 24 13 38 61 87 38 47 57 71 93 66 23 52 -70 -12 5 89 75 26 69 -17 98 67 79 76 -16 38 62 65 46 7 73 8 95 9 27 20 51 73 104 -52 0 87 17 41 27 13 43 59 -35 52 6 10 29 70 21 3 36 48 -15 80 1 -3 37 36 2 93 27 46 60 45 168 22 4 8 10 -42 -32 -11 12 20 -59 93 24 58 63 34 35 93 -16 51 46 41 -2 6 28 -45 21 33 6 20 -65 -49 33 33 70 13 87 61 39 2 55 -37 -12 -17 -6 30 -15 33 88 -13 4 44 72 0 -16 24 -21 -40 31 -62 4 44 -5 -35 68 -57 119 3 -3 7 3 81 77 -30 13 55 40 -39 67 18 -66 38 -2 -23 22 51 -54 -15 -11 -77 -49 -52 -35 -76 -23 -12 18 -7 -83 -27 22 -19 3 -10 -66 -66 50 -16 -4 -68 17 -54 -41 -21 2 -41 -111 -21 -65 20 -21 -8 6 -78 5 -22 7 -100 -62 -15 -53 8 -18 -58 46 -77 13 -30 -24 19 -5 -131 89 -70 -73 -25 -118 -54 -13 -37 -13 36 -2 -21 -68 -12 25 -15 -3 50 4 -25 76 26 -67 61 -4 32 -31 30 125 -40 59 22 120 24 22 38 51 12 -117 -49 -14 -18 16 64 -59 11 29 60 -7 28 20 35 77 24 88 31 70 103.00 103.00 103.00 103.00 103.00 103.00 103.00 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53 52 51 50 49 49 48 47 47 46 45 45 44 44 43 42 42 41 41 40 39 39 39 38 38 37 37 36 36 35 35 35 34 34 33 33 33 33 32 31 31 31 30 30 30 29 29 29 28 28 28 28 27 27 27 26 26 26 26 25 25 25 24 24 24 24 24 30 23 23 23 23 22 22 22 22 21 21 21 21 21 21 20 20 20 20 20 19 19 19 19 19 19 19 18 18 18 18 18 18 18 18 17 17 17 17 17 17 17 17 16 16 16 16 16 16 16 16 16 16 16 15 15 15 15 15 15 15 15 15 15 15 15 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 10 10 11 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 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2097 2157 2015 2098 2142 2140 2181 2142 2139 2166 2155 2237 2264 2254 2294 2268 2181 2213 2227 2107 2173 2150 2114 2191 2398 2189 2131 2081 1992 1953 1978 1934 1927 1983 1961 2020 2017 2130 2054 2100 2103 2166 2128 2062 2101 2039 2018 2058 1936 2005 1981 2086 2091 1998 2155 2042 2160 2090 2079 2033 2057 2059 2097 2144 2140 2090 2091 2139 2049 2155 2136 2030 2013 1884 1903 1953 1914 2038 1997 2033 2037 1986 2027 1930 1927 1935 1970 1983 1959 1933 1986 2005 1990 1991 1976 1960 2048 2001 1992 2257 1971 2004 2018 1993 1983 2026 1944 2102 2058 2005 2008 2038 2028 2020 2007 1956 1961 1952 1934 1963 1964 1976 1864 1947 1911 1928 1912 1950 2003 1972 1983 2021 1943 2000 2010 2003 2118 2029 1961 1977 1892 1872 1808 1885 1840 1865 1961 1989 2002 1956 1971 1942 1877 1898 1949 1907 1922 1958 1864 1935 1890 1866 1930 1888 1978 1916 1850 1899 1826 1821 1790 1776 1784 1853 1856 1808 1799 1871 1838 1865 1864 1864 1944 1937 1994 1971 2043 1897 1951 1878 1921 1879 1776 1797 1854 1789 1848 1816 1844 1885 1824 1911 1867 1847 1851 1884 1908 1843 1875 1862 1813 1846 1809 1781 1798 1775 1751 1807 1778 1766 1627 1641 1731 1653 1747 1746 1735 1770 1778 1732 1751 1768 1784 1782 1756 1778 1725 1611 1687 1706 1667 1675 1675 1666 1712 1737 1669 1744 1642 1666 1598 1693 1585 1569 1652 1575 1658 1608 1572 1632 1597 1629 1680 1659 1763 1719 1641 1615 1543 1527 1637 1643 1655 1602 1496 1584 1624 1603 1570 1509 1626 1553 1566 1631 1563 1616 1593 1575 1577 1611 1572 1576 1612 1533 1416 1458 1439 1324 1290 1251 1233 1193 1319 1353 1458 1416 1500 1323 1411 1432 1523 1504 1582 1508 1563 1572 1601 1533 1499 1509 1507 1487 1467 1450 1455 1544 1507 1604 1592 1489 1640 1584 1559 1561 1539 1551 1528 1540 1521 1531 1507 1526 1511 1456 1507 1438 1476 1315 1397 1429 1426 1421 1460 1490 1469 1491 1476 1512 1444 1520 1444 1452 1423 1354 1430 1370 1441 1555 1479 1502 1494 1497 1468 1529 1500 1486 1488 1499 1454 1428 1430 1428 1496 1489 1485 1463 1520 1496 1359 1478 1490 1401 1445 1466 1446 1382 1379 1373 1410 1230 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