File name: Pandora29s1_FairbanksAK_20190325_L1_smca1c10d20190321p1-8.txt
File generation date: 20250407T084322.1Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c10d20190321p1-8
Local principal investigator: Nader Abuhassan
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 29
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora29_OF_v2d20170504.txt
Instrument calibration file used: Pandora29s1_CF_v10d20190321.txt
Level 0 file used: Pandora29s1_FairbanksAK_20190325_L0.txt
Full location name: University of Alaska Fairbanks campus
Short location name: FairbanksAK
Country of location: USA
Location latitude [deg]: 64.8594
Location longitude [deg]: -147.8499
Location altitude [m]: 227
Local noon date: 20190325
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: None
Nominal wavelengths [nm]: 270.7845 270.9294 271.0743 271.2192 271.3640 271.5088 271.6536 271.7984 271.9432 272.0880 272.2327 272.3775 272.5222 272.6669 272.8116 272.9562 273.1009 273.2455 273.3901 273.5347 273.6793 273.8239 273.9685 274.1130 274.2575 274.4021 274.5466 274.6910 274.8355 274.9799 275.1244 275.2688 275.4132 275.5576 275.7020 275.8463 275.9907 276.1350 276.2793 276.4236 276.5679 276.7122 276.8564 277.0006 277.1449 277.2891 277.4333 277.5774 277.7216 277.8657 278.0099 278.1540 278.2981 278.4422 278.5863 278.7303 278.8743 279.0184 279.1624 279.3064 279.4504 279.5943 279.7383 279.8822 280.0261 280.1700 280.3139 280.4578 280.6017 280.7455 280.8894 281.0332 281.1770 281.3208 281.4645 281.6083 281.7521 281.8958 282.0395 282.1832 282.3269 282.4706 282.6142 282.7579 282.9015 283.0451 283.1887 283.3323 283.4759 283.6194 283.7630 283.9065 284.0500 284.1935 284.3370 284.4805 284.6239 284.7674 284.9108 285.0542 285.1976 285.3410 285.4844 285.6278 285.7711 285.9144 286.0577 286.2010 286.3443 286.4876 286.6309 286.7741 286.9173 287.0606 287.2038 287.3470 287.4901 287.6333 287.7764 287.9196 288.0627 288.2058 288.3489 288.4920 288.6350 288.7781 288.9211 289.0642 289.2072 289.3502 289.4931 289.6361 289.7791 289.9220 290.0649 290.2079 290.3508 290.4936 290.6365 290.7794 290.9222 291.0651 291.2079 291.3507 291.4935 291.6362 291.7790 291.9218 292.0645 292.2072 292.3499 292.4926 292.6353 292.7780 292.9206 293.0633 293.2059 293.3485 293.4911 293.6337 293.7763 293.9189 294.0614 294.2039 294.3465 294.4890 294.6315 294.7739 294.9164 295.0589 295.2013 295.3437 295.4862 295.6286 295.7709 295.9133 296.0557 296.1980 296.3404 296.4827 296.6250 296.7673 296.9096 297.0519 297.1941 297.3364 297.4786 297.6208 297.7630 297.9052 298.0474 298.1895 298.3317 298.4738 298.6160 298.7581 298.9002 299.0423 299.1843 299.3264 299.4685 299.6105 299.7525 299.8945 300.0365 300.1785 300.3205 300.4624 300.6044 300.7463 300.8882 301.0301 301.1720 301.3139 301.4558 301.5976 301.7395 301.8813 302.0231 302.1649 302.3067 302.4485 302.5903 302.7320 302.8737 303.0155 303.1572 303.2989 303.4406 303.5823 303.7239 303.8656 304.0072 304.1488 304.2904 304.4320 304.5736 304.7152 304.8568 304.9983 305.1398 305.2814 305.4229 305.5644 305.7059 305.8473 305.9888 306.1302 306.2717 306.4131 306.5545 306.6959 306.8373 306.9787 307.1200 307.2614 307.4027 307.5440 307.6853 307.8266 307.9679 308.1092 308.2504 308.3917 308.5329 308.6741 308.8153 308.9565 309.0977 309.2389 309.3801 309.5212 309.6623 309.8035 309.9446 310.0857 310.2267 310.3678 310.5089 310.6499 310.7910 310.9320 311.0730 311.2140 311.3550 311.4959 311.6369 311.7778 311.9188 312.0597 312.2006 312.3415 312.4824 312.6233 312.7641 312.9050 313.0458 313.1866 313.3274 313.4682 313.6090 313.7498 313.8906 314.0313 314.1720 314.3128 314.4535 314.5942 314.7349 314.8755 315.0162 315.1569 315.2975 315.4381 315.5787 315.7193 315.8599 316.0005 316.1411 316.2816 316.4222 316.5627 316.7032 316.8437 316.9842 317.1247 317.2651 317.4056 317.5460 317.6865 317.8269 317.9673 318.1077 318.2481 318.3884 318.5288 318.6691 318.8095 318.9498 319.0901 319.2304 319.3707 319.5109 319.6512 319.7914 319.9317 320.0719 320.2121 320.3523 320.4925 320.6327 320.7728 320.9130 321.0531 321.1932 321.3333 321.4734 321.6135 321.7536 321.8937 322.0337 322.1738 322.3138 322.4538 322.5938 322.7338 322.8738 323.0137 323.1537 323.2936 323.4336 323.5735 323.7134 323.8533 323.9931 324.1330 324.2729 324.4127 324.5525 324.6924 324.8322 324.9720 325.1118 325.2515 325.3913 325.5310 325.6708 325.8105 325.9502 326.0899 326.2296 326.3693 326.5089 326.6486 326.7882 326.9278 327.0674 327.2070 327.3466 327.4862 327.6258 327.7653 327.9049 328.0444 328.1839 328.3234 328.4629 328.6024 328.7419 328.8813 329.0208 329.1602 329.2996 329.4390 329.5784 329.7178 329.8572 329.9965 330.1359 330.2752 330.4145 330.5538 330.6931 330.8324 330.9717 331.1109 331.2502 331.3894 331.5287 331.6679 331.8071 331.9463 332.0854 332.2246 332.3638 332.5029 332.6420 332.7811 332.9202 333.0593 333.1984 333.3375 333.4765 333.6156 333.7546 333.8936 334.0326 334.1716 334.3106 334.4496 334.5885 334.7275 334.8664 335.0053 335.1442 335.2831 335.4220 335.5609 335.6998 335.8386 335.9774 336.1163 336.2551 336.3939 336.5327 336.6714 336.8102 336.9490 337.0877 337.2264 337.3651 337.5038 337.6425 337.7812 337.9199 338.0585 338.1972 338.3358 338.4744 338.6130 338.7516 338.8902 339.0288 339.1673 339.3059 339.4444 339.5829 339.7214 339.8599 339.9984 340.1369 340.2753 340.4138 340.5522 340.6906 340.8290 340.9674 341.1058 341.2442 341.3826 341.5209 341.6592 341.7976 341.9359 342.0742 342.2125 342.3507 342.4890 342.6272 342.7655 342.9037 343.0419 343.1801 343.3183 343.4565 343.5947 343.7328 343.8710 344.0091 344.1472 344.2853 344.4234 344.5615 344.6995 344.8376 344.9756 345.1137 345.2517 345.3897 345.5277 345.6657 345.8036 345.9416 346.0795 346.2175 346.3554 346.4933 346.6312 346.7691 346.9069 347.0448 347.1826 347.3205 347.4583 347.5961 347.7339 347.8717 348.0094 348.1472 348.2850 348.4227 348.5604 348.6981 348.8358 348.9735 349.1112 349.2488 349.3865 349.5241 349.6617 349.7993 349.9369 350.0745 350.2121 350.3497 350.4872 350.6247 350.7623 350.8998 351.0373 351.1748 351.3122 351.4497 351.5872 351.7246 351.8620 351.9994 352.1368 352.2742 352.4116 352.5490 352.6863 352.8236 352.9610 353.0983 353.2356 353.3729 353.5101 353.6474 353.7847 353.9219 354.0591 354.1963 354.3335 354.4707 354.6079 354.7451 354.8822 355.0193 355.1565 355.2936 355.4307 355.5678 355.7048 355.8419 355.9790 356.1160 356.2530 356.3900 356.5270 356.6640 356.8010 356.9380 357.0749 357.2118 357.3488 357.4857 357.6226 357.7595 357.8963 358.0332 358.1700 358.3069 358.4437 358.5805 358.7173 358.8541 358.9909 359.1276 359.2644 359.4011 359.5378 359.6746 359.8113 359.9479 360.0846 360.2213 360.3579 360.4946 360.6312 360.7678 360.9044 361.0410 361.1775 361.3141 361.4506 361.5872 361.7237 361.8602 361.9967 362.1332 362.2696 362.4061 362.5425 362.6790 362.8154 362.9518 363.0882 363.2246 363.3609 363.4973 363.6336 363.7700 363.9063 364.0426 364.1789 364.3152 364.4514 364.5877 364.7239 364.8601 364.9964 365.1326 365.2688 365.4049 365.5411 365.6772 365.8134 365.9495 366.0856 366.2217 366.3578 366.4939 366.6299 366.7660 366.9020 367.0380 367.1741 367.3101 367.4460 367.5820 367.7180 367.8539 367.9898 368.1258 368.2617 368.3976 368.5334 368.6693 368.8052 368.9410 369.0768 369.2126 369.3485 369.4842 369.6200 369.7558 369.8915 370.0273 370.1630 370.2987 370.4344 370.5701 370.7058 370.8414 370.9771 371.1127 371.2483 371.3839 371.5195 371.6551 371.7907 371.9263 372.0618 372.1973 372.3328 372.4683 372.6038 372.7393 372.8748 373.0102 373.1457 373.2811 373.4165 373.5519 373.6873 373.8227 373.9580 374.0934 374.2287 374.3640 374.4994 374.6346 374.7699 374.9052 375.0405 375.1757 375.3109 375.4461 375.5814 375.7165 375.8517 375.9869 376.1220 376.2572 376.3923 376.5274 376.6625 376.7976 376.9327 377.0677 377.2028 377.3378 377.4728 377.6078 377.7428 377.8778 378.0128 378.1477 378.2827 378.4176 378.5525 378.6874 378.8223 378.9572 379.0920 379.2269 379.3617 379.4965 379.6313 379.7661 379.9009 380.0357 380.1704 380.3052 380.4399 380.5746 380.7093 380.8440 380.9787 381.1134 381.2480 381.3826 381.5173 381.6519 381.7865 381.9211 382.0556 382.1902 382.3247 382.4592 382.5938 382.7283 382.8628 382.9972 383.1317 383.2661 383.4006 383.5350 383.6694 383.8038 383.9382 384.0725 384.2069 384.3412 384.4756 384.6099 384.7442 384.8785 385.0128 385.1470 385.2813 385.4155 385.5497 385.6839 385.8181 385.9523 386.0865 386.2206 386.3548 386.4889 386.6230 386.7571 386.8912 387.0253 387.1593 387.2934 387.4274 387.5614 387.6954 387.8294 387.9634 388.0973 388.2313 388.3652 388.4992 388.6331 388.7670 388.9008 389.0347 389.1686 389.3024 389.4362 389.5701 389.7039 389.8376 389.9714 390.1052 390.2389 390.3727 390.5064 390.6401 390.7738 390.9075 391.0411 391.1748 391.3084 391.4420 391.5756 391.7092 391.8428 391.9764 392.1099 392.2435 392.3770 392.5105 392.6440 392.7775 392.9110 393.0445 393.1779 393.3113 393.4448 393.5782 393.7116 393.8449 393.9783 394.1116 394.2450 394.3783 394.5116 394.6449 394.7782 394.9115 395.0447 395.1780 395.3112 395.4444 395.5776 395.7108 395.8440 395.9771 396.1103 396.2434 396.3765 396.5096 396.6427 396.7758 396.9088 397.0419 397.1749 397.3079 397.4409 397.5739 397.7069 397.8399 397.9728 398.1058 398.2387 398.3716 398.5045 398.6374 398.7702 398.9031 399.0359 399.1688 399.3016 399.4344 399.5672 399.6999 399.8327 399.9654 400.0982 400.2309 400.3636 400.4963 400.6289 400.7616 400.8942 401.0269 401.1595 401.2921 401.4247 401.5572 401.6898 401.8224 401.9549 402.0874 402.2199 402.3524 402.4849 402.6173 402.7498 402.8822 403.0147 403.1471 403.2795 403.4118 403.5442 403.6766 403.8089 403.9412 404.0735 404.2058 404.3381 404.4704 404.6026 404.7349 404.8671 404.9993 405.1315 405.2637 405.3958 405.5280 405.6601 405.7923 405.9244 406.0565 406.1886 406.3206 406.4527 406.5847 406.7168 406.8488 406.9808 407.1128 407.2447 407.3767 407.5086 407.6406 407.7725 407.9044 408.0363 408.1681 408.3000 408.4319 408.5637 408.6955 408.8273 408.9591 409.0909 409.2226 409.3544 409.4861 409.6178 409.7495 409.8812 410.0129 410.1445 410.2762 410.4078 410.5394 410.6710 410.8026 410.9342 411.0658 411.1973 411.3289 411.4604 411.5919 411.7234 411.8548 411.9863 412.1177 412.2492 412.3806 412.5120 412.6434 412.7748 412.9061 413.0375 413.1688 413.3001 413.4314 413.5627 413.6940 413.8253 413.9565 414.0877 414.2190 414.3502 414.4814 414.6125 414.7437 414.8748 415.0060 415.1371 415.2682 415.3993 415.5304 415.6614 415.7925 415.9235 416.0545 416.1855 416.3165 416.4475 416.5785 416.7094 416.8403 416.9713 417.1022 417.2330 417.3639 417.4948 417.6256 417.7565 417.8873 418.0181 418.1489 418.2796 418.4104 418.5412 418.6719 418.8026 418.9333 419.0640 419.1947 419.3253 419.4560 419.5866 419.7172 419.8478 419.9784 420.1090 420.2395 420.3701 420.5006 420.6311 420.7616 420.8921 421.0226 421.1530 421.2835 421.4139 421.5443 421.6747 421.8051 421.9355 422.0658 422.1962 422.3265 422.4568 422.5871 422.7174 422.8477 422.9779 423.1081 423.2384 423.3686 423.4988 423.6290 423.7591 423.8893 424.0194 424.1495 424.2797 424.4097 424.5398 424.6699 424.7999 424.9300 425.0600 425.1900 425.3200 425.4500 425.5799 425.7099 425.8398 425.9697 426.0997 426.2295 426.3594 426.4893 426.6191 426.7490 426.8788 427.0086 427.1384 427.2681 427.3979 427.5277 427.6574 427.7871 427.9168 428.0465 428.1762 428.3058 428.4355 428.5651 428.6947 428.8243 428.9539 429.0835 429.2130 429.3425 429.4721 429.6016 429.7311 429.8606 429.9900 430.1195 430.2489 430.3783 430.5078 430.6371 430.7665 430.8959 431.0252 431.1546 431.2839 431.4132 431.5425 431.6718 431.8010 431.9303 432.0595 432.1887 432.3179 432.4471 432.5763 432.7055 432.8346 432.9637 433.0928 433.2219 433.3510 433.4801 433.6092 433.7382 433.8672 433.9962 434.1252 434.2542 434.3832 434.5121 434.6411 434.7700 434.8989 435.0278 435.1567 435.2856 435.4144 435.5432 435.6721 435.8009 435.9297 436.0584 436.1872 436.3159 436.4447 436.5734 436.7021 436.8308 436.9595 437.0881 437.2168 437.3454 437.4740 437.6026 437.7312 437.8598 437.9883 438.1169 438.2454 438.3739 438.5024 438.6309 438.7593 438.8878 439.0162 439.1446 439.2731 439.4014 439.5298 439.6582 439.7865 439.9149 440.0432 440.1715 440.2998 440.4280 440.5563 440.6846 440.8128 440.9410 441.0692 441.1974 441.3256 441.4537 441.5818 441.7100 441.8381 441.9662 442.0943 442.2223 442.3504 442.4784 442.6064 442.7344 442.8624 442.9904 443.1184 443.2463 443.3743 443.5022 443.6301 443.7580 443.8858 444.0137 444.1415 444.2694 444.3972 444.5250 444.6528 444.7805 444.9083 445.0360 445.1637 445.2915 445.4191 445.5468 445.6745 445.8021 445.9298 446.0574 446.1850 446.3126 446.4402 446.5677 446.6953 446.8228 446.9503 447.0778 447.2053 447.3328 447.4602 447.5877 447.7151 447.8425 447.9699 448.0973 448.2246 448.3520 448.4793 448.6067 448.7340 448.8613 448.9885 449.1158 449.2430 449.3703 449.4975 449.6247 449.7519 449.8790 450.0062 450.1333 450.2605 450.3876 450.5147 450.6418 450.7688 450.8959 451.0229 451.1499 451.2769 451.4039 451.5309 451.6579 451.7848 451.9118 452.0387 452.1656 452.2925 452.4193 452.5462 452.6730 452.7999 452.9267 453.0535 453.1802 453.3070 453.4338 453.5605 453.6872 453.8139 453.9406 454.0673 454.1940 454.3206 454.4472 454.5739 454.7005 454.8270 454.9536 455.0802 455.2067 455.3332 455.4598 455.5862 455.7127 455.8392 455.9656 456.0921 456.2185 456.3449 456.4713 456.5977 456.7240 456.8504 456.9767 457.1030 457.2293 457.3556 457.4819 457.6081 457.7344 457.8606 457.9868 458.1130 458.2392 458.3654 458.4915 458.6176 458.7438 458.8699 458.9960 459.1220 459.2481 459.3741 459.5002 459.6262 459.7522 459.8782 460.0041 460.1301 460.2560 460.3819 460.5078 460.6337 460.7596 460.8855 461.0113 461.1372 461.2630 461.3888 461.5146 461.6403 461.7661 461.8918 462.0176 462.1433 462.2690 462.3947 462.5203 462.6460 462.7716 462.8972 463.0228 463.1484 463.2740 463.3996 463.5251 463.6506 463.7761 463.9016 464.0271 464.1526 464.2781 464.4035 464.5289 464.6543 464.7797 464.9051 465.0305 465.1558 465.2811 465.4065 465.5318 465.6570 465.7823 465.9076 466.0328 466.1580 466.2832 466.4084 466.5336 466.6588 466.7839 466.9091 467.0342 467.1593 467.2844 467.4095 467.5345 467.6596 467.7846 467.9096 468.0346 468.1596 468.2845 468.4095 468.5344 468.6593 468.7843 468.9091 469.0340 469.1589 469.2837 469.4086 469.5334 469.6582 469.7829 469.9077 470.0325 470.1572 470.2819 470.4066 470.5313 470.6560 470.7807 470.9053 471.0299 471.1546 471.2792 471.4037 471.5283 471.6529 471.7774 471.9019 472.0264 472.1509 472.2754 472.3999 472.5243 472.6488 472.7732 472.8976 473.0220 473.1463 473.2707 473.3950 473.5193 473.6437 473.7679 473.8922 474.0165 474.1407 474.2650 474.3892 474.5134 474.6376 474.7617 474.8859 475.0100 475.1342 475.2583 475.3824 475.5064 475.6305 475.7546 475.8786 476.0026 476.1266 476.2506 476.3746 476.4985 476.6225 476.7464 476.8703 476.9942 477.1181 477.2419 477.3658 477.4896 477.6134 477.7372 477.8610 477.9848 478.1085 478.2323 478.3560 478.4797 478.6034 478.7271 478.8507 478.9744 479.0980 479.2216 479.3452 479.4688 479.5924 479.7159 479.8395 479.9630 480.0865 480.2100 480.3335 480.4569 480.5804 480.7038 480.8272 480.9506 481.0740 481.1974 481.3207 481.4440 481.5674 481.6907 481.8140 481.9372 482.0605 482.1837 482.3070 482.4302 482.5534 482.6766 482.7997 482.9229 483.0460 483.1691 483.2922 483.4153 483.5384 483.6614 483.7845 483.9075 484.0305 484.1535 484.2765 484.3994 484.5224 484.6453 484.7682 484.8911 485.0140 485.1369 485.2597 485.3826 485.5054 485.6282 485.7510 485.8738 485.9965 486.1193 486.2420 486.3647 486.4874 486.6101 486.7328 486.8554 486.9780 487.1007 487.2233 487.3458 487.4684 487.5910 487.7135 487.8360 487.9585 488.0810 488.2035 488.3260 488.4484 488.5708 488.6933 488.8156 488.9380 489.0604 489.1827 489.3051 489.4274 489.5497 489.6720 489.7943 489.9165 490.0388 490.1610 490.2832 490.4054 490.5276 490.6497 490.7719 490.8940 491.0161 491.1382 491.2603 491.3823 491.5044 491.6264 491.7484 491.8704 491.9924 492.1144 492.2363 492.3583 492.4802 492.6021 492.7240 492.8459 492.9677 493.0896 493.2114 493.3332 493.4550 493.5768 493.6985 493.8203 493.9420 494.0637 494.1854 494.3071 494.4288 494.5504 494.6721 494.7937 494.9153 495.0369 495.1585 495.2800 495.4015 495.5231 495.6446 495.7661 495.8875 496.0090 496.1304 496.2519 496.3733 496.4947 496.6160 496.7374 496.8587 496.9801 497.1014 497.2227 497.3440 497.4652 497.5865 497.7077 497.8289 497.9501 498.0713 498.1925 498.3136 498.4348 498.5559 498.6770 498.7981 498.9191 499.0402 499.1612 499.2823 499.4033 499.5243 499.6452 499.7662 499.8871 500.0080 500.1290 500.2498 500.3707 500.4916 500.6124 500.7333 500.8541 500.9749 501.0956 501.2164 501.3371 501.4579 501.5786 501.6993 501.8200 501.9406 502.0613 502.1819 502.3025 502.4231 502.5437 502.6642 502.7848 502.9053 503.0258 503.1463 503.2668 503.3873 503.5077 503.6282 503.7486 503.8690 503.9894 504.1097 504.2301 504.3504 504.4707 504.5910 504.7113 504.8316 504.9518 505.0721 505.1923 505.3125 505.4327 505.5528 505.6730 505.7931 505.9132 506.0333 506.1534 506.2735 506.3935 506.5136 506.6336 506.7536 506.8736 506.9935 507.1135 507.2334 507.3533 507.4732 507.5931 507.7130 507.8328 507.9527 508.0725 508.1923 508.3121 508.4318 508.5516 508.6713 508.7910 508.9107 509.0304 509.1501 509.2697 509.3893 509.5090 509.6286 509.7481 509.8677 509.9872 510.1068 510.2263 510.3458 510.4653 510.5847 510.7042 510.8236 510.9430 511.0624 511.1818 511.3011 511.4205 511.5398 511.6591 511.7784 511.8977 512.0169 512.1362 512.2554 512.3746 512.4938 512.6129 512.7321 512.8512 512.9703 513.0894 513.2085 513.3276 513.4466 513.5657 513.6847 513.8037 513.9227 514.0416 514.1606 514.2795 514.3984 514.5173 514.6362 514.7550 514.8739 514.9927 515.1115 515.2303 515.3491 515.4678 515.5866 515.7053 515.8240 515.9427 516.0613 516.1800 516.2986 516.4172 516.5358 516.6544 516.7730 516.8915 517.0100 517.1285 517.2470 517.3655 517.4840 517.6024 517.7208 517.8392 517.9576 518.0760 518.1943 518.3127 518.4310 518.5493 518.6675 518.7858 518.9040 519.0223 519.1405 519.2587 519.3768 519.4950 519.6131 519.7312 519.8493 519.9674 520.0855 520.2035 520.3216 520.4396 520.5576 520.6755 520.7935 520.9114 521.0293 521.1472 521.2651 521.3830 521.5008 521.6187 521.7365 521.8543 521.9720 522.0898 522.2075 522.3253 522.4430 522.5606 522.6783 522.7960 522.9136 523.0312 523.1488 523.2664 523.3839 523.5014 523.6190 523.7365 523.8539 523.9714 524.0889 524.2063 524.3237 524.4411 524.5585 524.6758 524.7931 524.9105 525.0277 525.1450 525.2623 525.3795 525.4967 525.6139 525.7311 525.8483 525.9654 526.0826 526.1997 526.3168 526.4338 526.5509 526.6679 526.7850 526.9020 527.0189 527.1359 527.2528 527.3697 527.4867 527.6035 527.7204 527.8372 527.9541 528.0709 528.1877 528.3044 528.4212 528.5379 528.6546 528.7713 528.8880 529.0047 529.1213 529.2379 529.3545 529.4711 529.5876 529.7042 529.8207 529.9372 530.0537 530.1701 530.2866 530.4030 530.5194 530.6358 530.7522 530.8685 530.9848 531.1011 531.2174 531.3337 531.4500 531.5662 531.6824 531.7986 531.9148 532.0309 532.1470 532.2631 532.3792 532.4953 532.6114 532.7274 532.8434 532.9594 533.0754 533.1913 533.3073 533.4232 533.5391 533.6549 533.7708 533.8866 534.0024 534.1182 534.2340 534.3498 534.4655 534.5812 534.6969 534.8126 534.9282 535.0439 535.1595 535.2751 535.3906 535.5062 535.6217 535.7372 535.8527 535.9682 536.0836 536.1991 536.3145 536.4299 536.5452 536.6606 536.7759 536.8912 537.0065 537.1218 537.2370 537.3522 537.4674 537.5826 537.6978 537.8129 537.9280 538.0431 538.1582 538.2733 538.3883 538.5033 538.6183 538.7333
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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: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 74: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 75: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 76-2123: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2124-4171: 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 4172-6219: 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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SO 20190325T154200.0Z 7023.654167 1 1 32.00 2 4000.000 8 2 0 1 4 0.00 1 0.00 1 -1.00 507 1 12 768 768 23.20 126 0 0 458 6.700e+02 3.166e+00 6.785e+02 4.975e+00 9 2.798e+02 2.798e+02 -2.902e-01 2.800e+02 1.675e+00 0 0 0 0 0.00e+00 1.273e-25 -9.000e+00 3.818e+01 -9.000e+00 5.856e+03 -9.000e+00 1 9.83 -1.00 -1.00 -1.00 -3.00 31.23 21.56 8.08 0 7.246e-01 1749 -9 -9.00 -9.00 -9.00 -9.00 0.01702 -1.87106e+00 2.48646e-02 27.15 20.00 23.20 1.195e+08 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 26 135 199 175 261 104 115 32 155 -195 137 -6 189 56 114 73 134 85 67 92 -147 805 56 -13 190 81 6 76 53 -73 -25 -310 2 105 -45 -8 -3 55 -59 47 145 66 102 181 105 40 3 -83 99 -69 77 36 -51 -19 -111 53 61 77 -23 -49 -34 1 -127 159 93 -71 154 -51 -15 33 56 110 -87 69 0 -116 -25 27 -79 -44 -72 -95 -3 -85 -10 -93 -33 -68 -9 -52 -25 -70 -77 -54 -77 182 -72 -44 44 24 -70 -83 2 -30 -54 26 -33 33 7 -27 -19 118 -25 57 -45 -62 37 -32 -70 -44 -58 4 -15 -42 61 7 -74 30 -42 -55 -65 -30 -84 3 -47 -84 26 -7 -63 -82 -56 -15 10 -51 43 30 -29 20 -69 40 -53 -69 -20 -34 -115 -9 -3 -17 -20 -49 -46 35 -21 41 -9 -72 87 56 -49 -54 -66 -35 -90 -12 -38 -43 -42 -46 14 -22 -56 -48 10 12 -36 -28 -32 17 -19 -46 -120 -20 -96 149 -42 -43 -64 -35 -68 5 -69 -5 -2 0 11 55 31 46 -7 -45 -22 -36 9 -132 -20 -80 -368 -65 -53 -51 -48 -14 -3 -3 -54 -43 -29 -37 -47 -18 -45 -52 -54 -49 -60 -89 -10 -32 -23 -60 -17 42 18 -95 240 -53 -56 -44 -34 -79 -55 -9 -66 -53 19 9 -52 -3 -34 -33 -73 -35 -28 -16 -23 -51 8 -21 -69 -3 -63 23 -70 -17 -36 -78 -40 -44 1 -28 -43 0 28 -57 18 -15 -40 1204 1 -56 -14 -35 -5 0 -56 13 55 -7 -46 -29 -46 53 -11 26 -12 -52 -48 -104 -46 -26 -14 -25 -61 -11 3 16 117 -30 -33 -17 -30 -15 -45 -38 109 -7 30 -9 76 -76 -5 -42 12 37 60 40 27 63 16 10 25 32 30 50 -14 64 -23 94 34 24 82 -28 100 82 35 23 82 94 118 -25 126 -18 59 30 60 14 12 50 33 -32 7 16 29 83 55 -1 -12 43 31 79 32 84 35 55 53 108 64 20 65 85 76 42 80 78 91 86 116 90 124 40 141 160 136 18683 109 44 50 92 71 62 96 59 41 45 64 13 11 58 69 147 47 83 118 114 112 107 106 70 136 112 143 57 96 110 167 52 105 99 63 87 70 -45 115 97 78 124 60 104 40 98 95 104 51 74 109 138 126 126 122 126 100 118 87 36 7 102 69 72 104 87 48 132 127 23 218 124 118 56 115 101 121 152 125 175 132 168 112 130 67 55 116 133 136 140 100 50 106 85 101 81 50 147 102 86 99 87 199 161 128 119 167 106 107 84 136 3913 90 130 220 161 61 160 145 152 118 111 96 131 153 132 137 141 137 246 193 150 81 158 178 156 243 182 177 255 230 105 142 151 176 191 195 190 155 112 143 117 88 78 123 98 172 140 45 139 98 99 113 106 50 102 122 76 121 170 161 162 197 165 182 150 115 132 203 106 86 122 93 109 151 106 112 102 115 117 205 125 144 159 169 232 167 162 119 173 128 160 104 167 172 124 166 180 127 172 121 201 175 191 189 152 175 201 145 230 394 169 231 127 216 162 180 133 196 218 196 238 212 168 221 154 226 181 159 151 136 78 267 172 166 250 172 162 275 184 255 175 -343 148 186 167 172 133 192 255 231 275 209 90 133 115 177 188 229 236 158 -675 160 125 140 139 125 165 106 202 217 158 130 78 92 219 180 201 270 183 150 170 154 121 169 169 217 168 217 211 203 266 247 251 195 273 281 259 262 318 248 330 202 266 224 171 199 220 229 182 208 178 129 109 194 208 285 253 325 280 294 212 197 268 169 209 134 206 194 147 176 139 138 134 164 154 117 147 223 151 105 187 83 173 135 189 219 163 234 240 225 216 195 182 194 178 142 246 216 227 126 129 255 198 143 133 159 173 253 179 487 225 174 111 224 179 207 207 143 101 200 300 194 248 283 221 212 235 265 267 141 280 267 275 238 234 237 284 265 328 341 246 215 227 263 199 202 143 141 110 78 104 135 70 158 113 171 180 300 186 223 228 190 293 213 261 263 266 279 264 238 287 226 241 130 184 132 179 148 129 243 128 124 207 200 306 320 281 402 351 314 313 260 387 488 327 415 381 295 361 364 356 392 377 362 383 353 413 365 309 356 381 364 359 451 387 376 382 390 401 468 451 448 370 413 371 311 391 410 376 411 426 415 404 425 326 319 361 276 398 409 370 456 345 318 380 378 389 403 331 334 340 337 312 301 384 410 293 386 342 375 346 406 403 362 420 397 398 468 451 466 431 389 440 381 445 331 331 254 319 305 382 335 408 431 394 405 464 435 422 434 390 415 370 491 408 385 345 402 445 407 454 400 436 364 452 442 469 442 426 395 394 360 434 385 432 455 376 429 415 405 292 400 455 426 414 491 368 446 379 459 375 428 419 469 368 418 354 471 341 469 403 402 372 366 341 384 387 445 446 380 443 389 378 361 382 383 389 397 422 356 461 445 392 445 535 431 372 407 400 578 413 397 369 362 397 361 486 477 443 411 383 389 387 467 395 875 436 427 362 411 386 360 440 414 415 400 392 403 386 417 349 447 419 487 473 407 354 365 349 340 326 346 413 377 350 415 375 401 438 417 379 385 423 325 371 392 464 370 275 270 325 313 288 227 260 287 327 318 235 356 292 378 397 472 415 493 553 426 360 315 361 352 402 449 485 508 480 408 421 350 365 340 323 335 350 424 444 437 329 594 446 358 434 417 405 475 489 532 434 476 484 426 454 420 452 442 340 411 514 482 424 483 469 368 400 310 377 364 354 418 417 393 453 433 398 465 540 476 385 386 486 427 408 488 450 411 415 494 445 422 473 440 504 521 428 451 486 432 445 421 448 442 435 423 528 481 477 493 440 439 499 426 417 554 528 584 441 486 462 456 450 417 469 467 424 443 476 379 467 460 451 421 463 478 455 556 530 510 568 447 476 577 466 426 552 549 522 551 466 438 452 481 516 461 516 500 510 503 524 521 515 554 486 572 510 554 507 499 496 505 515 527 528 499 537 474 454 426 461 447 399 432 470 495 521 458 483 470 495 548 509 493 519 479 486 479 533 522 413 396 491 530 496 569 511 517 388 484 500 487 487 577 509 505 475 552 490 484 494 403 460 483 429 421 496 483 465 524 581 412 334 485 474 453 473 -81 491 429 466 443 426 501 503 519 472 454 501 448 482 489 395 497 496 498 464 527 485 514 482 460 441 506 492 465 452 468 510 463 462 472 529 439 500 459 440 470 516 411 475 536 503 499 438 454 451 501 450 476 420 472 477 464 519 510 446 556 508 424 438 394 481 458 499 550 512 405 475 450 461 508 542 546 487 423 493 516 457 438 398 458 409 440 521 460 412 480 430 480 445 399 512 488 511 502 517 499 494 486 435 366 513 415 449 438 410 460 476 488 478 481 478 507 520 522 392 466 464 439 413 479 426 458 414 393 403 466 421 515 478 406 422 9067 397 362 481 466 482 452 468 466 484 424 487 458 455 448 489 425 513 501 412 468 426 508 439 470 379 397 455 463 473 461 410 508 452 437 598 498 488 483 476 513 525 471 502 461 441 6782 472 430 417 499 495 445 512 419 422 446 475 556 457 503 456 466 410 431 364 460 446 442 397 516 390 374 373 277 365 435 406 382 479 393 348 434 351 372 446 457 480 469 415 474 393 482 494 439 383 400 369 441 398 418 468 430 445 454 430 528 413 429 457 410 479 467 446 456 396 388 477 413 424 436 429 440 416 408 398 459 442 472 421 471 469 514 404 427 431 407 410 401 498 467 469 503 523 538 445 435 453 417 540 404 538 400 394 441 404 400 464 468 2732 395 472 460 430 427 437 546 419 446 427 410 411 454 424 377 349 473 356 416 449 446 436 397 398 443 443 442 454 399 457 366 351 301 490 310 394 402 464 396 362 373 367 408 379 386 374 490 439 424 625 402 357 411 389 486 364 327 377 392 284 361 165 380 329 357 389 402 303 376 396 360 443 336 401 359 326 424 402 413 413 402 405 424 315 400 446 409 339 400 355 407 375 360 375 356 362 383 324 360 419 341 416 396 458 442 404 406 444 417 414 382 388 392 403 448 344 527 397 400 362 429 421 393 422 453 386 439 371 360 443 362 349 374 436 445 379 442 399 405 388 363 410 385 337 382 400 402 400 428 337 365 347 410 394 354 456 444 372 432 326 476 408 413 417 432 421 344 298 284 299 282 302 283 298 397 423 353 443 377 381 357 337 310 349 384 371 340 340 328 342 296 390 366 375 376 502 472 461 397 356 332 399 334 411 403 411 391 351 358 411 486 421 452 405 483 386 421 432 354 259 313 407 386 366 306 357 449 444 364 385 449 439 396 425 410 381 352 473 330 390 378 337 346 400 410 408 391 451 335 345 337 364 289 297 351 335 369 328 812 318 348 316 403 385 361 338 384 382 325 422 410 442 467 429 359 454 353 385 377 333 366 369 469 327 390 327 401 385 369 348 360 381 383 425 423 415 412 334 380 293 345 337 318 357 361 372 384 309 338 419 441 398 385 382 393 306 410 355 464 416 340 358 418 406 455 378 408 517 441 448 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 0 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 37.60 -31.99 43.92 27.10 41.42 61.07 69.57 -14.14 68.90 4.16 -123.23 18.96 -12.60 65.22 -181.07 -21.34 67.26 28.42 64.82 58.26 71.59 49.65 28.49 -60.12 43.06 -218.60 -11.83 56.23 26.23 73.41 8.81 64.70 5.40 -16.83 10.48 45.81 41.95 54.06 46.68 77.49 65.43 73.48 -95.61 67.15 26.02 14.60 51.81 38.84 15.78 -42.59 27.26 -95.01 24.25 79.90 61.84 67.34 -116.88 29.47 69.74 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2220 2193 2003 1888 1816 1756 1691 1646 1698 1868 1935 1965 1850 1727 1638 1747 1818 2028 2213 2388 2447 2344 2085 1927 1733 1886 1984 2078 2250 2322 2303 2227 2127 2031 1964 1911 1899 2073 2235 2365 2476 2556 2608 2681 2681 2779 2601 2557 2463 2477 2420 2490 2469 2557 2642 2558 2524 2375 2282 2279 2294 2374 2375 2260 2195 2274 2347 2564 2621 2641 2597 2585 2721 2746 2775 2663 2396 1230 2091 2056 2157 2349 2566 2748 2858 2898 2692 2351 1964 1869 1907 2205 2353 2503 2436 2416 923 2138 1858 1600 1556 1664 2012 2197 2399 2315 2049 1849 1665 1604 1738 1951 2294 2650 2704 2469 2371 2208 2201 2270 2371 2301 2275 2345 2339 2412 2618 2673 2767 2871 2881 2966 2998 3064 3104 3135 3017 2782 2609 2462 2448 2430 2446 2431 2237 2111 2155 2179 2342 2658 2750 2773 2717 2776 2820 2877 2772 2502 2406 2220 2170 2069 2078 2046 1897 1878 1777 1675 1598 1638 1640 1585 1528 1605 1571 1606 1537 1628 1834 2081 2330 2435 2469 2470 2413 2410 2357 2341 2359 2174 2068 1958 1976 2037 2368 2447 2557 2475 2387 2197 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1946 1925 1913 1955 1973 2053 1992 1999 1897 1997 1890 1812 1681 1729 1707 1841 1882 1985 2104 2054 2006 1975 2078 2084 2295 2258 2295 23790 1801 1596 1550 1767 1877 2002 1899 1703 1615 1559 1593 1796 1933 2031 1946 1976 1882 1981 2081 2130 2163 2189 2114 2134 2023 1995 2100 2190 2352 2435 2403 2372 2323 2211 2177 2163 2174 2022 2187 2086 2026 2099 2152 2281 2412 2354 2285 2237 2241 2314 2361 2446 2390 2330 2238 2300 2240 2100 1888 1663 1515 1612 1688 1845 2021 2140 2232 2296 2328 2227 2396 2223 2128 2021 2019 2107 2191 2278 2287 2363 2389 2378 2254 2044 1866 1908 2069 2218 2264 2191 2155 2157 2210 2257 2205 2113 1955 2048 2087 2058 2143 2278 2507 2644 2700 2643 2603 2573 2503 2400 2453 5530 2196 2264 2430 2545 2487 2431 2259 2099 1992 1991 2103 2345 2414 2484 2509 2580 2617 2755 2697 2722 2716 2687 2720 2729 2839 2746 2783 2807 2675 2549 2552 2523 2571 2637 2623 2633 2522 2349 2208 2019 1932 1908 2038 2045 2177 2289 2210 2141 1908 1734 1624 1651 1593 1744 1811 2000 2220 2420 2513 2635 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