File name: Pandora229s1_Daegu_20250613_L1_smca1c4d20221031p1-8.txt
File generation date: 20250614T090636.6Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c4d20221031p1-8
Local principal investigator: Sunyoung Park
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 229
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora229_OF_v3d20220728.txt
Instrument calibration file used: Pandora229s1_CF_v4d20221031.txt
Level 0 file used: Pandora229s1_Daegu_20250613_L0.txt
Full location name: Kyungpook National University
Short location name: Daegu
Country of location: Korea, Republic of
Location latitude [deg]: 35.8869
Location longitude [deg]: 128.6061
Location altitude [m]: 44
Local noon date: 20250613
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: Based on session 3 adding wavelength change parameters to OoB
Nominal wavelengths [nm]: 277.1336 277.2770 277.4203 277.5637 277.7070 277.8504 277.9937 278.1370 278.2803 278.4236 278.5669 278.7102 278.8535 278.9967 279.1400 279.2832 279.4264 279.5697 279.7129 279.8561 279.9992 280.1424 280.2856 280.4287 280.5719 280.7150 280.8581 281.0013 281.1444 281.2874 281.4305 281.5736 281.7167 281.8597 282.0027 282.1458 282.2888 282.4318 282.5748 282.7178 282.8607 283.0037 283.1466 283.2896 283.4325 283.5754 283.7183 283.8612 284.0041 284.1470 284.2898 284.4327 284.5755 284.7184 284.8612 285.0040 285.1468 285.2896 285.4323 285.5751 285.7179 285.8606 286.0033 286.1460 286.2887 286.4314 286.5741 286.7168 286.8595 287.0021 287.1448 287.2874 287.4300 287.5726 287.7152 287.8578 288.0004 288.1429 288.2855 288.4280 288.5705 288.7131 288.8556 288.9981 289.1405 289.2830 289.4255 289.5679 289.7104 289.8528 289.9952 290.1376 290.2800 290.4224 290.5648 290.7071 290.8495 290.9918 291.1342 291.2765 291.4188 291.5611 291.7034 291.8456 291.9879 292.1302 292.2724 292.4146 292.5568 292.6990 292.8412 292.9834 293.1256 293.2678 293.4099 293.5521 293.6942 293.8363 293.9784 294.1205 294.2626 294.4047 294.5467 294.6888 294.8308 294.9728 295.1149 295.2569 295.3989 295.5409 295.6828 295.8248 295.9667 296.1087 296.2506 296.3925 296.5344 296.6763 296.8182 296.9601 297.1020 297.2438 297.3856 297.5275 297.6693 297.8111 297.9529 298.0947 298.2365 298.3782 298.5200 298.6617 298.8034 298.9452 299.0869 299.2286 299.3703 299.5119 299.6536 299.7953 299.9369 300.0785 300.2201 300.3618 300.5033 300.6449 300.7865 300.9281 301.0696 301.2112 301.3527 301.4942 301.6357 301.7772 301.9187 302.0602 302.2016 302.3431 302.4845 302.6260 302.7674 302.9088 303.0502 303.1916 303.3330 303.4743 303.6157 303.7570 303.8983 304.0397 304.1810 304.3223 304.4636 304.6048 304.7461 304.8873 305.0286 305.1698 305.3110 305.4522 305.5934 305.7346 305.8758 306.0170 306.1581 306.2993 306.4404 306.5815 306.7226 306.8637 307.0048 307.1459 307.2869 307.4280 307.5690 307.7100 307.8511 307.9921 308.1331 308.2740 308.4150 308.5560 308.6969 308.8379 308.9788 309.1197 309.2606 309.4015 309.5424 309.6833 309.8241 309.9650 310.1058 310.2466 310.3874 310.5282 310.6690 310.8098 310.9506 311.0913 311.2321 311.3728 311.5135 311.6543 311.7950 311.9356 312.0763 312.2170 312.3576 312.4983 312.6389 312.7795 312.9202 313.0608 313.2013 313.3419 313.4825 313.6230 313.7636 313.9041 314.0446 314.1851 314.3256 314.4661 314.6066 314.7470 314.8875 315.0279 315.1684 315.3088 315.4492 315.5896 315.7299 315.8703 316.0107 316.1510 316.2914 316.4317 316.5720 316.7123 316.8526 316.9929 317.1331 317.2734 317.4136 317.5538 317.6941 317.8343 317.9745 318.1146 318.2548 318.3950 318.5351 318.6753 318.8154 318.9555 319.0956 319.2357 319.3758 319.5159 319.6559 319.7960 319.9360 320.0760 320.2160 320.3560 320.4960 320.6360 320.7759 320.9159 321.0558 321.1958 321.3357 321.4756 321.6155 321.7554 321.8952 322.0351 322.1749 322.3148 322.4546 322.5944 322.7342 322.8740 323.0138 323.1535 323.2933 323.4330 323.5727 323.7125 323.8522 323.9919 324.1315 324.2712 324.4109 324.5505 324.6901 324.8298 324.9694 325.1090 325.2486 325.3881 325.5277 325.6673 325.8068 325.9463 326.0858 326.2253 326.3648 326.5043 326.6438 326.7832 326.9227 327.0621 327.2015 327.3409 327.4803 327.6197 327.7591 327.8985 328.0378 328.1771 328.3165 328.4558 328.5951 328.7344 328.8736 329.0129 329.1522 329.2914 329.4306 329.5698 329.7090 329.8482 329.9874 330.1266 330.2657 330.4049 330.5440 330.6831 330.8222 330.9613 331.1004 331.2395 331.3786 331.5176 331.6566 331.7957 331.9347 332.0737 332.2127 332.3516 332.4906 332.6296 332.7685 332.9074 333.0463 333.1852 333.3241 333.4630 333.6019 333.7407 333.8796 334.0184 334.1572 334.2960 334.4348 334.5736 334.7124 334.8511 334.9899 335.1286 335.2673 335.4060 335.5447 335.6834 335.8221 335.9607 336.0994 336.2380 336.3766 336.5152 336.6538 336.7924 336.9310 337.0695 337.2081 337.3466 337.4851 337.6237 337.7622 337.9006 338.0391 338.1776 338.3160 338.4545 338.5929 338.7313 338.8697 339.0081 339.1465 339.2848 339.4232 339.5615 339.6998 339.8381 339.9764 340.1147 340.2530 340.3913 340.5295 340.6678 340.8060 340.9442 341.0824 341.2206 341.3588 341.4969 341.6351 341.7732 341.9114 342.0495 342.1876 342.3257 342.4637 342.6018 342.7399 342.8779 343.0159 343.1539 343.2919 343.4299 343.5679 343.7059 343.8438 343.9818 344.1197 344.2576 344.3955 344.5334 344.6713 344.8091 344.9470 345.0848 345.2227 345.3605 345.4983 345.6361 345.7738 345.9116 346.0493 346.1871 346.3248 346.4625 346.6002 346.7379 346.8756 347.0133 347.1509 347.2885 347.4262 347.5638 347.7014 347.8390 347.9765 348.1141 348.2517 348.3892 348.5267 348.6642 348.8017 348.9392 349.0767 349.2142 349.3516 349.4890 349.6265 349.7639 349.9013 350.0387 350.1760 350.3134 350.4507 350.5881 350.7254 350.8627 351.0000 351.1373 351.2745 351.4118 351.5491 351.6863 351.8235 351.9607 352.0979 352.2351 352.3723 352.5094 352.6466 352.7837 352.9208 353.0579 353.1950 353.3321 353.4691 353.6062 353.7432 353.8803 354.0173 354.1543 354.2913 354.4283 354.5652 354.7022 354.8391 354.9760 355.1130 355.2499 355.3867 355.5236 355.6605 355.7973 355.9342 356.0710 356.2078 356.3446 356.4814 356.6182 356.7549 356.8917 357.0284 357.1651 357.3018 357.4385 357.5752 357.7119 357.8485 357.9852 358.1218 358.2584 358.3950 358.5316 358.6682 358.8048 358.9413 359.0779 359.2144 359.3509 359.4874 359.6239 359.7604 359.8968 360.0333 360.1697 360.3061 360.4425 360.5789 360.7153 360.8517 360.9881 361.1244 361.2607 361.3971 361.5334 361.6697 361.8059 361.9422 362.0785 362.2147 362.3509 362.4872 362.6234 362.7596 362.8957 363.0319 363.1680 363.3042 363.4403 363.5764 363.7125 363.8486 363.9847 364.1207 364.2568 364.3928 364.5288 364.6649 364.8009 364.9368 365.0728 365.2088 365.3447 365.4806 365.6166 365.7525 365.8883 366.0242 366.1601 366.2959 366.4318 366.5676 366.7034 366.8392 366.9750 367.1108 367.2465 367.3823 367.5180 367.6537 367.7894 367.9251 368.0608 368.1965 368.3321 368.4678 368.6034 368.7390 368.8746 369.0102 369.1458 369.2814 369.4169 369.5525 369.6880 369.8235 369.9590 370.0945 370.2299 370.3654 370.5008 370.6363 370.7717 370.9071 371.0425 371.1779 371.3132 371.4486 371.5839 371.7193 371.8546 371.9899 372.1252 372.2604 372.3957 372.5309 372.6662 372.8014 372.9366 373.0718 373.2070 373.3421 373.4773 373.6124 373.7476 373.8827 374.0178 374.1529 374.2879 374.4230 374.5580 374.6931 374.8281 374.9631 375.0981 375.2331 375.3680 375.5030 375.6379 375.7729 375.9078 376.0427 376.1776 376.3125 376.4473 376.5822 376.7170 376.8518 376.9866 377.1214 377.2562 377.3910 377.5257 377.6605 377.7952 377.9299 378.0646 378.1993 378.3340 378.4686 378.6033 378.7379 378.8725 379.0071 379.1417 379.2763 379.4109 379.5454 379.6800 379.8145 379.9490 380.0835 380.2180 380.3525 380.4869 380.6214 380.7558 380.8902 381.0246 381.1590 381.2934 381.4278 381.5621 381.6965 381.8308 381.9651 382.0994 382.2337 382.3679 382.5022 382.6364 382.7707 382.9049 383.0391 383.1733 383.3075 383.4416 383.5758 383.7099 383.8440 383.9781 384.1122 384.2463 384.3804 384.5144 384.6485 384.7825 384.9165 385.0505 385.1845 385.3185 385.4524 385.5864 385.7203 385.8542 385.9881 386.1220 386.2559 386.3898 386.5236 386.6574 386.7913 386.9251 387.0589 387.1926 387.3264 387.4602 387.5939 387.7276 387.8613 387.9950 388.1287 388.2624 388.3961 388.5297 388.6633 388.7969 388.9305 389.0641 389.1977 389.3313 389.4648 389.5984 389.7319 389.8654 389.9989 390.1324 390.2658 390.3993 390.5327 390.6661 390.7995 390.9329 391.0663 391.1997 391.3330 391.4664 391.5997 391.7330 391.8663 391.9996 392.1329 392.2661 392.3994 392.5326 392.6658 392.7990 392.9322 393.0654 393.1986 393.3317 393.4648 393.5980 393.7311 393.8642 393.9972 394.1303 394.2634 394.3964 394.5294 394.6624 394.7954 394.9284 395.0614 395.1943 395.3273 395.4602 395.5931 395.7260 395.8589 395.9917 396.1246 396.2574 396.3903 396.5231 396.6559 396.7887 396.9214 397.0542 397.1869 397.3197 397.4524 397.5851 397.7178 397.8504 397.9831 398.1157 398.2484 398.3810 398.5136 398.6462 398.7788 398.9113 399.0439 399.1764 399.3089 399.4414 399.5739 399.7064 399.8388 399.9713 400.1037 400.2361 400.3686 400.5009 400.6333 400.7657 400.8980 401.0304 401.1627 401.2950 401.4273 401.5596 401.6918 401.8241 401.9563 402.0885 402.2208 402.3529 402.4851 402.6173 402.7494 402.8816 403.0137 403.1458 403.2779 403.4100 403.5420 403.6741 403.8061 403.9382 404.0702 404.2022 404.3341 404.4661 404.5981 404.7300 404.8619 404.9938 405.1257 405.2576 405.3895 405.5213 405.6532 405.7850 405.9168 406.0486 406.1804 406.3121 406.4439 406.5756 406.7074 406.8391 406.9708 407.1024 407.2341 407.3658 407.4974 407.6290 407.7606 407.8922 408.0238 408.1554 408.2869 408.4185 408.5500 408.6815 408.8130 408.9445 409.0759 409.2074 409.3388 409.4702 409.6017 409.7330 409.8644 409.9958 410.1271 410.2585 410.3898 410.5211 410.6524 410.7837 410.9149 411.0462 411.1774 411.3086 411.4399 411.5710 411.7022 411.8334 411.9645 412.0957 412.2268 412.3579 412.4890 412.6201 412.7511 412.8822 413.0132 413.1442 413.2752 413.4062 413.5372 413.6681 413.7991 413.9300 414.0609 414.1918 414.3227 414.4536 414.5845 414.7153 414.8461 414.9770 415.1078 415.2385 415.3693 415.5001 415.6308 415.7615 415.8923 416.0229 416.1536 416.2843 416.4150 416.5456 416.6762 416.8068 416.9374 417.0680 417.1986 417.3291 417.4597 417.5902 417.7207 417.8512 417.9817 418.1121 418.2426 418.3730 418.5035 418.6339 418.7643 418.8946 419.0250 419.1553 419.2857 419.4160 419.5463 419.6766 419.8069 419.9371 420.0674 420.1976 420.3278 420.4580 420.5882 420.7184 420.8485 420.9787 421.1088 421.2389 421.3690 421.4991 421.6292 421.7592 421.8893 422.0193 422.1493 422.2793 422.4093 422.5392 422.6692 422.7991 422.9291 423.0590 423.1889 423.3187 423.4486 423.5784 423.7083 423.8381 423.9679 424.0977 424.2275 424.3572 424.4870 424.6167 424.7464 424.8761 425.0058 425.1355 425.2651 425.3948 425.5244 425.6540 425.7836 425.9132 426.0428 426.1723 426.3018 426.4314 426.5609 426.6904 426.8198 426.9493 427.0788 427.2082 427.3376 427.4670 427.5964 427.7258 427.8551 427.9845 428.1138 428.2431 428.3724 428.5017 428.6310 428.7602 428.8895 429.0187 429.1479 429.2771 429.4063 429.5355 429.6646 429.7937 429.9229 430.0520 430.1811 430.3101 430.4392 430.5682 430.6973 430.8263 430.9553 431.0843 431.2133 431.3422 431.4712 431.6001 431.7290 431.8579 431.9868 432.1156 432.2445 432.3733 432.5022 432.6310 432.7598 432.8885 433.0173 433.1460 433.2748 433.4035 433.5322 433.6609 433.7896 433.9182 434.0469 434.1755 434.3041 434.4327 434.5613 434.6898 434.8184 434.9469 435.0754 435.2040 435.3324 435.4609 435.5894 435.7178 435.8463 435.9747 436.1031 436.2315 436.3598 436.4882 436.6165 436.7449 436.8732 437.0015 437.1297 437.2580 437.3863 437.5145 437.6427 437.7709 437.8991 438.0273 438.1554 438.2836 438.4117 438.5398 438.6679 438.7960 438.9241 439.0521 439.1802 439.3082 439.4362 439.5642 439.6922 439.8201 439.9481 440.0760 440.2039 440.3318 440.4597 440.5876 440.7154 440.8433 440.9711 441.0989 441.2267 441.3545 441.4823 441.6100 441.7377 441.8655 441.9932 442.1208 442.2485 442.3762 442.5038 442.6314 442.7591 442.8867 443.0142 443.1418 443.2694 443.3969 443.5244 443.6519 443.7794 443.9069 444.0343 444.1618 444.2892 444.4166 444.5440 444.6714 444.7988 444.9261 445.0535 445.1808 445.3081 445.4354 445.5626 445.6899 445.8171 445.9444 446.0716 446.1988 446.3260 446.4531 446.5803 446.7074 446.8345 446.9616 447.0887 447.2158 447.3429 447.4699 447.5969 447.7240 447.8510 447.9779 448.1049 448.2319 448.3588 448.4857 448.6126 448.7395 448.8664 448.9932 449.1201 449.2469 449.3737 449.5005 449.6273 449.7541 449.8808 450.0075 450.1343 450.2610 450.3877 450.5143 450.6410 450.7676 450.8943 451.0209 451.1475 451.2740 451.4006 451.5272 451.6537 451.7802 451.9067 452.0332 452.1597 452.2861 452.4126 452.5390 452.6654 452.7918 452.9182 453.0445 453.1709 453.2972 453.4235 453.5498 453.6761 453.8024 453.9286 454.0548 454.1811 454.3073 454.4335 454.5596 454.6858 454.8119 454.9381 455.0642 455.1903 455.3164 455.4424 455.5685 455.6945 455.8205 455.9465 456.0725 456.1985 456.3244 456.4504 456.5763 456.7022 456.8281 456.9540 457.0798 457.2057 457.3315 457.4573 457.5831 457.7089 457.8347 457.9604 458.0862 458.2119 458.3376 458.4633 458.5889 458.7146 458.8402 458.9659 459.0915 459.2171 459.3426 459.4682 459.5937 459.7193 459.8448 459.9703 460.0958 460.2212 460.3467 460.4721 460.5975 460.7229 460.8483 460.9737 461.0991 461.2244 461.3497 461.4750 461.6003 461.7256 461.8509 461.9761 462.1013 462.2265 462.3517 462.4769 462.6021 462.7272 462.8524 462.9775 463.1026 463.2277 463.3528 463.4778 463.6028 463.7279 463.8529 463.9779 464.1028 464.2278 464.3527 464.4777 464.6026 464.7275 464.8524 464.9772 465.1021 465.2269 465.3517 465.4765 465.6013 465.7261 465.8508 465.9756 466.1003 466.2250 466.3497 466.4743 466.5990 466.7236 466.8483 466.9729 467.0975 467.2220 467.3466 467.4711 467.5957 467.7202 467.8447 467.9692 468.0936 468.2181 468.3425 468.4669 468.5913 468.7157 468.8401 468.9644 469.0888 469.2131 469.3374 469.4617 469.5859 469.7102 469.8344 469.9587 470.0829 470.2071 470.3312 470.4554 470.5795 470.7037 470.8278 470.9519 471.0760 471.2000 471.3241 471.4481 471.5721 471.6961 471.8201 471.9441 472.0680 472.1919 472.3159 472.4398 472.5636 472.6875 472.8114 472.9352 473.0590 473.1828 473.3066 473.4304 473.5541 473.6779 473.8016 473.9253 474.0490 474.1727 474.2963 474.4200 474.5436 474.6672 474.7908 474.9144 475.0380 475.1615 475.2850 475.4086 475.5321 475.6555 475.7790 475.9024 476.0259 476.1493 476.2727 476.3961 476.5194 476.6428 476.7661 476.8895 477.0128 477.1360 477.2593 477.3826 477.5058 477.6290 477.7522 477.8754 477.9986 478.1218 478.2449 478.3680 478.4911 478.6142 478.7373 478.8604 478.9834 479.1064 479.2294 479.3524 479.4754 479.5984 479.7213 479.8442 479.9672 480.0900 480.2129 480.3358 480.4586 480.5815 480.7043 480.8271 480.9499 481.0726 481.1954 481.3181 481.4408 481.5635 481.6862 481.8089 481.9315 482.0542 482.1768 482.2994 482.4220 482.5445 482.6671 482.7896 482.9122 483.0347 483.1571 483.2796 483.4021 483.5245 483.6469 483.7693 483.8917 484.0141 484.1365 484.2588 484.3811 484.5034 484.6257 484.7480 484.8702 484.9925 485.1147 485.2369 485.3591 485.4813 485.6034 485.7256 485.8477 485.9698 486.0919 486.2140 486.3361 486.4581 486.5801 486.7021 486.8241 486.9461 487.0681 487.1900 487.3119 487.4339 487.5557 487.6776 487.7995 487.9213 488.0432 488.1650 488.2868 488.4086 488.5303 488.6521 488.7738 488.8955 489.0172 489.1389 489.2605 489.3822 489.5038 489.6254 489.7470 489.8686 489.9902 490.1117 490.2333 490.3548 490.4763 490.5978 490.7192 490.8407 490.9621 491.0835 491.2049 491.3263 491.4477 491.5690 491.6903 491.8117 491.9330 492.0542 492.1755 492.2967 492.4180 492.5392 492.6604 492.7816 492.9027 493.0239 493.1450 493.2661 493.3872 493.5083 493.6294 493.7504 493.8715 493.9925 494.1135 494.2345 494.3554 494.4764 494.5973 494.7182 494.8391 494.9600 495.0809 495.2017 495.3225 495.4434 495.5642 495.6849 495.8057 495.9264 496.0472 496.1679 496.2886 496.4093 496.5299 496.6506 496.7712 496.8918 497.0124 497.1330 497.2536 497.3741 497.4946 497.6152 497.7356 497.8561 497.9766 498.0970 498.2175 498.3379 498.4583 498.5786 498.6990 498.8193 498.9397 499.0600 499.1803 499.3006 499.4208 499.5411 499.6613 499.7815 499.9017 500.0219 500.1420 500.2622 500.3823 500.5024 500.6225 500.7426 500.8626 500.9827 501.1027 501.2227 501.3427 501.4626 501.5826 501.7025 501.8225 501.9424 502.0623 502.1821 502.3020 502.4218 502.5416 502.6614 502.7812 502.9010 503.0207 503.1405 503.2602 503.3799 503.4996 503.6192 503.7389 503.8585 503.9781 504.0977 504.2173 504.3369 504.4564 504.5760 504.6955 504.8150 504.9344 505.0539 505.1733 505.2928 505.4122 505.5316 505.6510 505.7703 505.8897 506.0090 506.1283 506.2476 506.3669 506.4861 506.6054 506.7246 506.8438 506.9630 507.0821 507.2013 507.3204 507.4395 507.5586 507.6777 507.7968 507.9159 508.0349 508.1539 508.2729 508.3919 508.5108 508.6298 508.7487 508.8676 508.9865 509.1054 509.2243 509.3431 509.4619 509.5808 509.6996 509.8183 509.9371 510.0558 510.1745 510.2933 510.4119 510.5306 510.6493 510.7679 510.8865 511.0051 511.1237 511.2423 511.3608 511.4794 511.5979 511.7164 511.8349 511.9533 512.0718 512.1902 512.3086 512.4270 512.5454 512.6638 512.7821 512.9004 513.0187 513.1370 513.2553 513.3736 513.4918 513.6100 513.7282 513.8464 513.9646 514.0827 514.2009 514.3190 514.4371 514.5552 514.6732 514.7913 514.9093 515.0273 515.1453 515.2633 515.3813 515.4992 515.6171 515.7350 515.8529 515.9708 516.0887 516.2065 516.3243 516.4421 516.5599 516.6777 516.7954 516.9132 517.0309 517.1486 517.2663 517.3839 517.5016 517.6192 517.7368 517.8544 517.9720 518.0896 518.2071 518.3246 518.4421 518.5596 518.6771 518.7945 518.9120 519.0294 519.1468 519.2642 519.3816 519.4989 519.6162 519.7336 519.8509 519.9681 520.0854 520.2026 520.3199 520.4371 520.5543 520.6714 520.7886 520.9057 521.0229 521.1400 521.2571 521.3741 521.4912 521.6082 521.7252 521.8422 521.9592 522.0762 522.1931 522.3100 522.4270 522.5438 522.6607 522.7776 522.8944 523.0112 523.1281 523.2448 523.3616 523.4784 523.5951 523.7118 523.8285 523.9452 524.0619 524.1785 524.2951 524.4118 524.5283 524.6449 524.7615 524.8780 524.9945 525.1111 525.2275 525.3440 525.4605 525.5769 525.6933 525.8097 525.9261 526.0425 526.1588 526.2751 526.3915 526.5078 526.6240 526.7403 526.8565 526.9728 527.0890 527.2051 527.3213 527.4375 527.5536 527.6697 527.7858 527.9019 528.0180 528.1340 528.2500 528.3661 528.4821 528.5980 528.7140 528.8299 528.9459 529.0618 529.1776 529.2935 529.4094 529.5252 529.6410 529.7568 529.8726 529.9884 530.1041 530.2198 530.3356 530.4512 530.5669 530.6826 530.7982 530.9138 531.0294 531.1450 531.2606 531.3762 531.4917 531.6072 531.7227 531.8382 531.9536 532.0691 532.1845 532.2999 532.4153 532.5307 532.6460 532.7614 532.8767 532.9920 533.1073 533.2226 533.3378 533.4530 533.5682 533.6834 533.7986 533.9138 534.0289 534.1440 534.2591 534.3742 534.4893 534.6044 534.7194 534.8344 534.9494 535.0644 535.1794 535.2943 535.4092 535.5241 535.6390 535.7539 535.8687 535.9836 536.0984 536.2132 536.3280 536.4428 536.5575 536.6722 536.7869 536.9016 537.0163 537.1310 537.2456 537.3602 537.4748 537.5894 537.7040 537.8185 537.9330 538.0475 538.1620 538.2765 538.3910 538.5054 538.6198 538.7342 538.8486 538.9630 539.0773 539.1916 539.3059 539.4202 539.5345 539.6487 539.7630 539.8772 539.9914 540.1056 540.2197 540.3338 540.4480 540.5621 540.6761 540.7902 540.9043 541.0183 541.1323 541.2463 541.3602 541.4742 541.5881 541.7020 541.8159 541.9298 542.0436 542.1574 542.2713 542.3850 542.4988 542.6126 542.7263 542.8400 542.9537
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Column 1: Two letter code of measurement routine
Column 2: UT date and time for beginning of measurement, yyyymmddThhmmssZ (ISO 8601)
Column 3: Fractional days since 1-Jan-2000 UT midnight for beginning of measurement
Column 4: Routine count (1 for the first routine of the day, 2 for the second, etc.)
Column 5: Repetition count (1 for the first set in the routine, 2 for the second, etc.)
Column 6: Total duration of measurement set in seconds
Column 7: Data processing type index
Column 8: Integration time [ms]
Column 9: Number of bright count cycles
Column 10: Number of dark count cycles
Column 11: Saturation index: positive integer is the number of saturated cycles included in the data, negative integer is the number of cycles skipped due to saturation
Column 12: Effective position of filterwheel #1, 0=filterwheel not used, 1-9 are valid positions
Column 13: Effective position of filterwheel #2, 0=filterwheel not used, 1-9 are valid positions
Column 14: Pointing zenith angle in degree, absolute or relative (see next column), 999=tracker not used
Column 15: Zenith pointing mode: zenith angle is... 0=absolute, 1=relative to sun, 2=relative to moon
Column 16: Pointing azimuth in degree, increases clockwise, absolute (0=north) or relative (see next column), 999=tracker not used
Column 17: Azimuth pointing mode: like zenith angle mode but also fixed scattering angles relative to sun (3) or moon (4)
Column 18: Target distance [m], -1=not pointed on target
Column 19: Sum over 2^i with i being a L0 to L1 conversion step, 0=dark correction, 1=non-linearity correction, 2=latency correction, 3=flat field correction, 4=conversion to count rates, 5=temperature correction, 6=stray light correction, 7=wavelength change determination, 8=sensitivity correction, 9=wavelength correction
Column 20: Dark correction method: -9=no dark correction done, since it was not requested, -2=no dark correction done, since there were no bright measurements, -1=no dark correction done, since there was no matching dark measurement, 0=dark correction done with measured dark count only, since input darkmeth was MEAS or no dark map parameters available, 1=dark correction done using dark fine structure map and measured dark count, >1=dark correction done with measured dark count only, since dark background fitting gave an error
Column 21: L1 data quality flag: 0=assured high quality, 1=assured medium quality, 2=assured low quality, 10=not-assured high quality, 11=not-assured medium quality, 12=not-assured low quality
Column 22: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ1 limit, 0=Saturated data, 1=Too few dark counts measurements, 2=No temperature given or effective temperature too different from the reference temperature, 3=Dark count too high, 4=Unsuccessful dark background fitting, 5=The dark count differs significantly from the dark map for too many pixels, 6=Absolute value of estimated average residual stray light level too high, 7=Although attempted, no wavelength change could be retrieved, 8=Absolute value of retrieved wavelength shift too large, 9=Retrieved wavelength shift differs too much from the shift predicted by the effective temperature
Column 23: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ2 limit (same parameters as for DQ1)
Column 24: Wavelength effective temperature [°C], 999=no effective temperature given
Column 25: Number of pixels, where dark count is higher than bright count, -9=no bright counts or dark counts measured
Column 26: Number of pixels, where DQ1 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 27: Number of pixels, where DQ2 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 28: Index of (not dead, blind, warm, or saturated) pixel with highest corrected counts
Column 29: Mean over blind and oversampled pixels in the bright counts, -9 if there is no bright count
Column 30: Standard error of blind and oversampled pixels in the bright counts, -9 if there is no bright count standard error
Column 31: Mean over blind and oversampled pixels in the dark counts, -9 if there is no dark count
Column 32: Standard error of blind and oversampled pixels in the dark counts, -9 if there is no dark count standard error
Column 33: Number of function evaluations used for dark background fitting, -9 if no background fitting was done
Column 34: rms of unweighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 35: Normalized rms of weighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 36: Mean difference dark map to measured dark count, -9 if no background fitting was done
Column 37: rms of difference dark map to measured dark count, -9 if no background fitting was done
Column 38: Mean absolute difference dark map to measured dark count expressed in number of standard deviations, -9 if no background fitting was done
Column 39: Number of regular pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 40: Number of warm pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 41: Number of hot pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 42: Index of regular pixel, where the dark map differed most from the measured dark count, -9 if no background fitting was done
Column 43: Number of sigmas the dark map differs from the measured dark for the pixel with the largest difference, -9 if no background fitting was done
Column 44: Retrieved value for dark background fitting parameter 1, -9 if no background fitting was done
Column 45: Uncertainty of retrieved value for dark background fitting parameter 1, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 46: Retrieved value for dark background fitting parameter 2, -9 if no background fitting was done
Column 47: Uncertainty of retrieved value for dark background fitting parameter 2, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 48: Retrieved value for dark background fitting parameter 3, -9 if no background fitting was done
Column 49: Uncertainty of retrieved value for dark background fitting parameter 3, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 50: Retrieved value for dark background fitting parameter 4, -9 if no background fitting was done
Column 51: Uncertainty of retrieved value for dark background fitting parameter 4, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 52: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 53: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 54: Estimated stray light in the signal before correction at 300nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 55: Estimated stray light in the signal before correction at 302.5nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 56: Estimated stray light in the signal before correction at 305nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 57: Estimated stray light in the signal before correction at 310nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 58: Estimated stray light in the signal before correction at 320nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 59: Estimated stray light in the signal before correction at 350nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 60: Estimated stray light in the signal before correction at 400nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 61: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 62: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 63: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 64: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 65: Mean wavelength correction applied [%], -9=no wavelength correction
Column 66: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 67: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 68: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 69: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 70: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 71: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 72: Temperature at electronics board [°C], 999=no temperature signal
Column 73: Spectrometer control temperature [°C], 999=no temperature signal
Column 74: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 75: Temperature in head sensor [°C], 999=no temperature signal
Column 76: Humidity in head sensor [%], -9=no humidity signal
Column 77: Pressure in head sensor [hPa], -9=no pressure signal
Column 78: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 79: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 80: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 81-2128: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2129-4176: 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 4177-6224: 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 20250612T152637.9Z 9294.643494 2 1 52.01 3 4000.000 13 2 0 1 1 0.00 2 0.00 2 -1.00 507 8 11 16 0 26.90 137 0 0 1420 7.752e+02 2.471e+00 7.832e+02 8.971e+00 22 -1.000e+00 -1.000e+00 -9.000e+00 -9.000e+00 -9.000e+00 0 0 0 0 0.00e+00 -9.000e+00 -9.000e+00 -9.000e+00 -9.000e+00 -9.000e+00 -9.000e+00 -9.000e+00 -9.000e+00 1 77.42 -1.00 -1.00 -1.00 -1.00 -1.00 -1.00 80.61 0 5.893e-01 1781 -9 -9.00 -9.00 -9.00 -9.00 -0.00929 5.11903e-03 -5.23999e-05 28.73 20.00 26.90 31.57 4.3 1003.82 9.389e+09 10 3 0 0 0 0 0 0 0 0 0 0 0 0 0 -77 -32 -20 -14 18 -45 9 -12 11 28 -19 -4 39 24 -36 -32 4 -5 -9 4 -6 3 -8 0 -17 58 39 -25 -32 37 -36 -34 -20 -23 18 -22 -23 20 3 -12 -14 -18 13 2 -5 -1 30 -9 -6 22 14 -19 -16 -44 0 -7 -26 -2 -29 7 -32 4 -21 11 -18 -19 17 -8 16 17 28 14 1 -26 4 -6 -12 -18 10 -6 -13 19 -29 -9 20 3 -23 -39 11 -6 -50 -12 -3 -39 -11 23 -21 -7 -15 8 -16 -9 2 1 11 17 -29 -17 3 14 -26 8 -25 27 -16 12 -21 1 19 -10 -3 6 -7 -1 -18 -29 -4 -16 -2 -31 25 -3 4 13 25 -8 -21 2 18 -1 -11 -1 -12 -1 -19 -25 13 14 -5 4 -11 -19 26 -11 -28 3 12 -29 1 14 8 -13 -18 -5 -3 5 -1 -9 0 -34 14 -5 -2 6 -22 7 16 10 -30 8 -27 29 9 20 -3 -1 11 3 -41 -13 -17 -8 -10 -1 6 -19 26 19 20 11 -39 15 -20 -2 13 4 -2 17 -19 -2 -15 4 -21 -21 -4 -25 3 -10 -22 18 -11 -12 -18 -13 11 5 -19 -20 -29 -2 -2 -15 2 -6 5 -21 -16 19 5 -36 6 -25 -14 -25 25 -27 -5 -2 3 -15 -11 -4 -26 -2 0 -5 -6 1 -14 -19 -37 10 -35 -9 -19 -22 -11 15 -8 4 5 -5 -12 -37 -12 -16 -4 0 9 -7 -12 7 8 -7 -2 27 -22 -30 8 -11 -25 15 -24 23 21 1 22 15 -4 -9 3 -7 -3 -10 -9 5 -4 -6 -9 -6 -2 2 1 16 18 -21 -21 -30 -14 -39 22 -14 11 0 -9 -4 1 -22 20 1 1 -25 0 13 -33 -17 2 -3 -8 -30 -24 -31 -26 8 0 8 -32 16 -2 -26 -7 36 1 1 -17 -7 -12 6 -30 16 -13 -11 -23 -3 -21 18 -13 -12 8 8 13 -17 3 -10 -12 22 -7 -9 25 -1 -35 -26 9 -16 10 13 -2 -11 8 -17 6 -2 17 -24 -14 -3 -31 -9 16 -20 20 -3 22 -20 11 -34 -28 -7 2 14 7 8 -12 18 18 1 5 7 14 14 -4 -43 19 1 -1 -8 -6 -20 -4 -24 -13 5 -12 -8 14 -9 -14 17 -9 -4 -11 -15 -20 -7 -17 3 19 -9 -2 -9 -1 -8 -13 24 -3 -1 14 -38 22 -11 -13 9 5 1 11 -5 5 -19 -6 9 19 -9 -12 -24 -3 -4 7 -40 24 7 -5 -7 13 -23 -11 -20 -12 -2 9 -21 -14 -24 7 -15 -1 -15 -2 7 -2 -4 -20 16 13 -4 -29 -8 -18 11 -5 12 -1 -30 0 -21 0 -20 16 -26 23 -25 -8 1 20 -18 -26 -26 11 -14 11 21 -21 2 1 3 -7 -6 12 -3 -10 -20 -20 10 -1 -7 10 -24 6 -5 -1 -9 10 10 -10 -8 -33 5 8 10 3 -34 -5 -29 2 -4 -11 3 5 -5 -13 -7 33 -13 6 16 -3 -12 -3 -8 -30 -9 31 7 -5 -1 -21 0 39 31 22 -3 -17 -4 -35 23 -17 -13 13 5 9 -8 -9 5 -10 7 -16 25 28 -2 -7 10 -14 -31 24 9 -4 5 -10 22 -4 -18 2 -24 9 7 -26 -11 13 6 -12 -11 -14 17 -8 13 5 -22 29 -5 -35 4 12 -44 21 -7 -22 -16 -20 -9 33 -23 -18 -19 4 -1 -10 12 19 -46 32 -11 0 -21 22 9 -41 17 -8 -8 -26 -3 7 -6 -1 -6 -6 14 18 -30 -54 28 -8 3 -21 18 -1 -23 -5 1 -33 11 1 19 -15 -5 -9 -6 3 -8 -4 -5 -16 10 -39 -2 17 -5 -23 20 -22 -5 34 -7 29 10 -7 -16 4 -5 -13 -1 -2 7 -12 -10 2 -14 29 -48 11 -12 -13 13 2 19 0 -44 -21 -25 8 -14 -10 -15 -17 -7 19 -3 -23 0 -18 -1 -3 -14 18 -12 -14 -2 -7 7 9 16 7 -11 -17 -7 -12 3 28 -23 -12 29 7 -18 -28 -10 -23 -12 -19 -36 6 2 -12 8 11 6 -8 2 -10 -7 -20 5 -3 -25 -22 -31 2 6 29 8 26 0 12 8 17 -22 15 33 23 10 6 -23 -3 11 -25 -20 -5 -18 16 -5 8 22 7 -42 -5 47 5 -21 7 -8 -4 -7 24 -19 7 -1 -1 33 0 20 2 5 -9 7 8 -16 6 10 -11 -18 1 -12 12 3 -41 1 -13 14 18 5 -36 -2 -8 -14 -13 4 -3 -2 36 4 11 16 4 -3 7 15 -4 21 17 -9 -22 -17 15 8 15 24 23 -15 17 -19 -13 8 -3 5 6 4 -2 12 29 14 -4 -19 18 16 -12 -18 -7 11 -3 13 6 -32 -4 0 4 -18 9 -12 5 16 25 -1 10 16 -30 45 -22 24 34 22 -27 -34 15 5 23 0 -8 12 9 29 -15 5 -14 38 25 9 15 18 -7 26 1 21 36 10 18 -18 7 16 8 15 -7 23 14 0 -17 -15 -6 29 18 8 15 8 -10 -17 -15 -24 10 -28 -14 -32 8 -3 14 19 -14 -6 19 1 15 1 20 40 -18 0 33 17 20 23 -18 15 -9 -1 18 1 -9 14 0 -7 -6 8 10 5 11 19 8 19 16 23 14 22 10 17 -35 40 1 4 13 28 19 -8 1 33 12 9 -20 25 -13 2 29 34 24 29 7 20 7 8 39 13 1 -10 33 -25 16 -6 5 17 21 29 26 48 -7 14 21 -12 3 14 21 4 31 7 41 14 -7 24 2 28 15 14 28 18 -2 28 -6 33 -41 1 8 -5 -6 26 15 40 30 29 -10 6 -30 37 -47 14 43 -11 11 4 2 -1 33 7 9 -6 -4 2 9 24 31 -13 10 6 -1 -19 15 10 36 48 26 24 35 -14 11 -6 -4 14 20 8 14 16 15 -9 -1 22 18 29 29 11 41 -2 26 14 1 16 -25 -1 -1 16 -1 19 19 11 30 -13 20 -4 8 14 21 11 3 7 14 -20 8 16 -10 15 26 4 21 47 17 15 -11 25 -18 -8 18 8 13 14 40 28 13 32 12 48 29 36 3 55 -2 -3 45 9 2 -1 28 7 15 30 -26 26 0 9 16 1 5 22 19 -3 39 -5 49 23 35 13 13 15 23 33 19 -17 -2 -3 13 10 52 -12 50 31 -12 49 6 -10 20 46 30 32 57 14 11 -38 16 0 -13 1 25 -8 13 29 3 -8 -5 52 1 9 35 14 9 33 -1 34 0 26 6 50 46 8 48 40 40 21 15 29 35 35 27 28 51 29 -6 36 43 43 33 -9 39 24 -1 25 36 13 38 17 17 35 38 29 29 22 32 62 28 37 5 13 57 13 22 -18 17 13 20 26 0 47 17 20 12 40 22 -10 41 44 -12 26 34 17 33 9 21 9 28 51 2 30 21 15 13 0 26 36 35 43 15 24 31 12 34 17 28 35 34 14 17 42 12 23 40 14 36 16 35 27 15 16 38 12 22 18 3 43 51 30 -4 33 43 30 14 10 16 14 32 14 38 17 27 6 28 15 16 21 33 34 25 32 24 39 21 29 51 72 27 -1 7 -3 -1 22 -8 31 51 15 11 7 30 10 41 31 29 42 10 38 2 23 0 33 15 14 24 23 2 35 -2 -260 4 24 6 -3 58 8 10 12 21 40 32 10 3 31 30 47 7 22 6 11 3 25 16 22 21 28 32 39 14 30 26 20 10 11 69 1 -9 10 4 9 25 0 42 11 24 9 21 42 27 -2 -4 26 28 23 7 6 -1 39 35 -14 21 46 40 -10 10 26 -11 49 9 -1 2 10 26 13 3 18 9 43 34 38 9 59 13 16 -5 59 34 21 36 36 40 25 15 18 -29 31 -4 -4 11 -1 32 19 -11 34 0 16 -4 -32 10 17 4 32 34 11 8 10 1 -4 6 -21 18 29 19 29 2 35 4 54 19 13 40 38 20 10 -39 39 14 41 23 20 9 34 55 51 19 37 16 -1 11 40 -8 11 12 -7 8 16 29 9 11 29 16 -3 55 2 19 29 61 22 43 1 7 12 20 9 8 19 11 62 2 25 14 -9 28 41 23 26 41 -2 27 39 27 1 17 17 34 -17 36 2 46 -4 48 31 17 18 -2 51 28 -13 11 23 69 5 22 31 -13 24 30 24 -6 -13 46 1 1 48 40 6 22 31 40 5 6 12 -6 31 33 13 -18 44 39 47 38 14 21 10 -19 58 0 21 1 35 48 2 14 19 6 27 26 41 35 -22 13 -7 -14 37 4 41 30 -17 16 55 17 8 53 -25 26 -6 45 22 -7 27 17 12 9 52 -1 -11 -5 37 50 15 30 29 15 -30 58 39 24 26 5 49 25 7 12 28 -5 25 26 36 -5 1 33 18 25 40 12 25 34 -4 -3 55 8 54 16 60 39 4 31 64 -14 62 -7 2 47 54 -38 30 48 13 29 20 18 -2 69 -21 25 49 10 26 3 17 50 59 55 40 16 31 33 -17 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1906 1925 1908 1852 1844 1826 1824 1857 1905 1930 1913 1898 1930 1950 1992 2016 1983 1961 1937 1848 1792 1798 1795 1856 1904 1933 1953 1967 1972 1994 1943 1891 1890 1947 1929 1974 1992 1963 1982 1939 1962 1968 1995 1992 1984 1973 1939 1920 1849 1859 1854 1860 1895 1938 1938 1948 1949 1999 1983 2014 2015 2055 2124 2116 2127 2600 2135 2089 2070 2021 1969 1986 1962 1954 2019 2013 2022 2035 2023 2065 2094 2048 2078 2110 2108 2107 2114 2109 2073 2048 2061 2030 2050 2030 2071 2094 2039 2032 1999 1985 1982 1991 2031 2073 2102 2109 2128 2157 2178 2205 2211 2195 2197 2156 2143 2128 2059 2112 2073 2082 2112 2123 2184 2190 2231 2186 2206 2179 2162 2129 2159 2177 2196 2157 2146 2171 2188 2184 2195 2218 2221 2226 2252 2299 2273 2215 2173 2230 2169 2178 2231 2210 2196 2208 2189 2210 2173 2220 2232 2182 2137 2132 2107 2184 2197 2201 2213 2166 2182 2163 2183 2144 2062 2033 1986 1894 1764 1607 1616 1658 1737 1875 1981 2017 2041 1983 2027 1990 2023 2097 2136 2176 2215 2202 2185 2207 2155 2134 2112 2109 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1892 1773 1710 1685 1748 1886 1967 1992 1938 1879 1868 1858 1858 1909 1829 1782 1773 1747 1785 1886 1953 1928 1910 1926 1905 1902 1863 1855 1940 2012 2046 2067 2071 2110 2178 2216 2225 2205 2191 2134 2078 2006 1960 1822 1764 1712 1724 1824 2008 2106 2147 2147 2164 2201 2294 2317 2322 2314 2275 2265 2284 2322 2310 2289 2276 2267 2227 2172 2136 2121 2146 2252 2372 2437 2413 2357 2249 2215 2202 2285 2342 2365 2344 2335 2273 2277 2238 2267 2303 2367 2443 2516 2514 2540 2481 2452 2400 2366 2316 2272 2211 2218 2301 2332 2341 2334 2344 2333 2361 2311 2339 2352 2297 2421 2525 2503 2486 2397 2297 2231 2245 2238 2333 2363 2454 2535 2600 2568 2652 2635 2615 2559 2539 2508 2505 2593 2603 2572 2508 2226 2110 2115 2220 2414 2555 2632 2566 2449 2413 2401 2463 2527 2535 2629 2630 2602 2560 2474 2410 2436 2494 2490 2543 2587 2569 2512 2427 2451 2511 2644 2749 2765 2737 2572 2378 2278 2219 2236 2380 2511 2617 2652 2657 2581 2574 2580 2553 2463 2416 2367 2369 2437 2467 2531 2426 2284 2135 1959 1880 1903 1967 1972 1930 1825 1814 1817 1957 2178 2443 2699 2943 3109 3191 3081 2915 2669 2458 2392 2497 2698 2947 3026 3071 3052 3037 2893 2702 2466 2320 2310 2366 2601 2786 2887 3017 3021 2980 2855 2819 2800 2894 2992 3008 3090 3130 3157 3229 3300 3247 3249 3169 3092 3112 3078 2971 3009 2985 3005 3067 3126 2989 2751 2546 2518 2584 2795 2891 2986 3044 3011 3025 3136 3165 3191 3183 3173 3147 2997 2941 2949 2966 3051 3259 3330 3494 3416 3375 3300 3310 3400 3530 3558 3600 3491 3435 3432 3514 3480 3483 3506 3462 3340 3366 3345 3432 3477 3526 3548 3434 3437 3446 3501 3642 3660 3603 3602 3526 3368 3341 3267 3217 3242 3301 3326 3408 3483 3584 3647 3597 3596 3631 3733 3778 3852 3891 3921 3864 3787 3651 3583 3645 3738 3857 3901 3871 3807 3789 3790 3775 3838 3846 3840 3881 3950 4008 4027 4126 4147 4191 4181 4204 4169 4172 4119 4107 4023 4012 3973 4034 4077 4059 4083 4003 3883 3797 3679 3623 3646 3666 3704 3758 3817 3862 3951 4085 4144 4132 4044 4090 4059 4030 3921 3876 3917 3920 3946 3949 4014 4062 4090 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44 44 4 34 59 36 50 38 63 34 19 21 31 46 41 19 52 45 18 67 53 42 38 50 62 96 45 83 51 45 28 27 60 40 73 67 54 29 20 76 46 30 65 59 66 45 66 41 77 80 110 63 61 54 72 50 73 53 34 50 64 60 85 59 41 30 83 73 55 104 76 66 40 73 64 56 62 67 32 65 65 67 56 43 56 79 58 42 44 73 39 94 58 50 60 84 64 67 45 41 54 81 31 56 76 56 39 79 55 54 63 76 78 37 50 53 46 65 73 57 38 53 68 63 77 54 67 41 78 48 70 66 55 51 63 86 80 79 63 71 41 42 72 62 62 29 72 64 48 57 67 78 43 63 55 80 84 52 37 40 55 33 73 50 50 87 77 77 44 49 27 69 58 52 55 66 77 87 40 81 47 64 35 74 65 41 65 89 76 39 72 48 47 39 43 74 60 65 53 62 51 62 57 42 53 46 64 39 72 25 40 49 91 37 85 58 53 56 30 34 78 47 88 71 66 88 48 58 38 49 37 65 52 60 46 76 88 67 36 66 62 51 64 42 40 61 33 46 42 59 17 43 72 44 32 90 56 44 52 46 61 82 31 76 53 34 43 53 42 41 60 31 29 56 52 36 61 48 38 38 11 71 79 55 86 67 39 26 34 39 76 59 56 32 46 68 55 52 76 60 31 13 47 56 53 79 67 48 43 37 38 49 50 69 48 53 55 74 90 64 53 59 43 68 65 74 54 90 78 53 55 58 46 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