File name: Pandora174s1_FairbanksAK_20210208_L1_smca1c2d20210103p1-8.txt
File generation date: 20251118T223632.6Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c2d20210103p1-8
Local principal investigator: Jingqiu Mao
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 174
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora174_OF_v4d20200215.txt
Instrument calibration file used: Pandora174s1_CF_v2d20210103.txt
Level 0 file used: Pandora174s1_FairbanksAK_20210208_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: 20210208
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]: 272.5195 272.6626 272.8057 272.9488 273.0919 273.2350 273.3780 273.5211 273.6642 273.8072 273.9503 274.0933 274.2363 274.3793 274.5223 274.6654 274.8084 274.9513 275.0943 275.2373 275.3802 275.5232 275.6661 275.8091 275.9520 276.0949 276.2378 276.3807 276.5236 276.6665 276.8094 276.9522 277.0951 277.2379 277.3807 277.5235 277.6663 277.8091 277.9519 278.0947 278.2375 278.3802 278.5230 278.6657 278.8084 278.9512 279.0939 279.2366 279.3792 279.5219 279.6646 279.8072 279.9499 280.0925 280.2351 280.3777 280.5203 280.6629 280.8055 280.9481 281.0906 281.2332 281.3757 281.5183 281.6608 281.8033 281.9458 282.0883 282.2307 282.3732 282.5157 282.6581 282.8006 282.9430 283.0854 283.2278 283.3702 283.5126 283.6550 283.7973 283.9397 284.0820 284.2244 284.3667 284.5090 284.6513 284.7936 284.9359 285.0782 285.2204 285.3627 285.5049 285.6472 285.7894 285.9316 286.0738 286.2160 286.3582 286.5004 286.6425 286.7847 286.9268 287.0690 287.2111 287.3532 287.4953 287.6374 287.7795 287.9216 288.0637 288.2057 288.3478 288.4898 288.6318 288.7739 288.9159 289.0579 289.1999 289.3418 289.4838 289.6258 289.7677 289.9097 290.0516 290.1935 290.3354 290.4773 290.6192 290.7611 290.9030 291.0448 291.1867 291.3285 291.4704 291.6122 291.7540 291.8958 292.0376 292.1794 292.3212 292.4629 292.6047 292.7464 292.8882 293.0299 293.1716 293.3133 293.4550 293.5967 293.7384 293.8801 294.0217 294.1634 294.3050 294.4466 294.5882 294.7298 294.8714 295.0130 295.1546 295.2962 295.4377 295.5793 295.7208 295.8623 296.0039 296.1454 296.2869 296.4284 296.5698 296.7113 296.8527 296.9942 297.1356 297.2771 297.4185 297.5599 297.7013 297.8427 297.9840 298.1254 298.2668 298.4081 298.5494 298.6908 298.8321 298.9734 299.1147 299.2559 299.3972 299.5385 299.6797 299.8210 299.9622 300.1034 300.2446 300.3858 300.5270 300.6682 300.8094 300.9505 301.0917 301.2328 301.3739 301.5151 301.6562 301.7973 301.9383 302.0794 302.2205 302.3615 302.5026 302.6436 302.7846 302.9256 303.0666 303.2076 303.3486 303.4896 303.6305 303.7715 303.9124 304.0534 304.1943 304.3352 304.4761 304.6170 304.7578 304.8987 305.0396 305.1804 305.3212 305.4621 305.6029 305.7437 305.8845 306.0252 306.1660 306.3068 306.4475 306.5882 306.7290 306.8697 307.0104 307.1511 307.2918 307.4324 307.5731 307.7138 307.8544 307.9950 308.1357 308.2763 308.4169 308.5574 308.6980 308.8386 308.9791 309.1197 309.2602 309.4007 309.5413 309.6818 309.8223 309.9627 310.1032 310.2437 310.3841 310.5246 310.6650 310.8054 310.9458 311.0862 311.2266 311.3670 311.5073 311.6477 311.7880 311.9283 312.0687 312.2090 312.3493 312.4896 312.6298 312.7701 312.9104 313.0506 313.1908 313.3311 313.4713 313.6115 313.7517 313.8919 314.0320 314.1722 314.3123 314.4525 314.5926 314.7327 314.8728 315.0129 315.1530 315.2931 315.4331 315.5732 315.7132 315.8533 315.9933 316.1333 316.2733 316.4133 316.5533 316.6932 316.8332 316.9731 317.1131 317.2530 317.3929 317.5328 317.6727 317.8126 317.9524 318.0923 318.2321 318.3720 318.5118 318.6516 318.7914 318.9312 319.0710 319.2108 319.3505 319.4903 319.6300 319.7697 319.9094 320.0491 320.1888 320.3285 320.4682 320.6079 320.7475 320.8871 321.0268 321.1664 321.3060 321.4456 321.5852 321.7248 321.8643 322.0039 322.1434 322.2829 322.4225 322.5620 322.7015 322.8409 322.9804 323.1199 323.2593 323.3988 323.5382 323.6776 323.8170 323.9564 324.0958 324.2352 324.3745 324.5139 324.6532 324.7926 324.9319 325.0712 325.2105 325.3498 325.4890 325.6283 325.7676 325.9068 326.0460 326.1852 326.3244 326.4636 326.6028 326.7420 326.8811 327.0203 327.1594 327.2986 327.4377 327.5768 327.7159 327.8550 327.9940 328.1331 328.2721 328.4112 328.5502 328.6892 328.8282 328.9672 329.1062 329.2451 329.3841 329.5230 329.6620 329.8009 329.9398 330.0787 330.2176 330.3564 330.4953 330.6342 330.7730 330.9118 331.0506 331.1894 331.3282 331.4670 331.6058 331.7445 331.8833 332.0220 332.1607 332.2995 332.4382 332.5768 332.7155 332.8542 332.9928 333.1315 333.2701 333.4087 333.5473 333.6859 333.8245 333.9631 334.1016 334.2402 334.3787 334.5172 334.6557 334.7942 334.9327 335.0712 335.2097 335.3481 335.4866 335.6250 335.7634 335.9018 336.0402 336.1786 336.3170 336.4553 336.5937 336.7320 336.8703 337.0086 337.1469 337.2852 337.4235 337.5617 337.7000 337.8382 337.9764 338.1147 338.2529 338.3911 338.5292 338.6674 338.8055 338.9437 339.0818 339.2199 339.3580 339.4961 339.6342 339.7723 339.9103 340.0484 340.1864 340.3244 340.4624 340.6004 340.7384 340.8764 341.0144 341.1523 341.2902 341.4282 341.5661 341.7040 341.8419 341.9797 342.1176 342.2555 342.3933 342.5311 342.6689 342.8067 342.9445 343.0823 343.2201 343.3578 343.4956 343.6333 343.7710 343.9087 344.0464 344.1841 344.3218 344.4594 344.5971 344.7347 344.8723 345.0099 345.1475 345.2851 345.4227 345.5603 345.6978 345.8353 345.9729 346.1104 346.2479 346.3854 346.5228 346.6603 346.7978 346.9352 347.0726 347.2100 347.3474 347.4848 347.6222 347.7596 347.8969 348.0343 348.1716 348.3089 348.4462 348.5835 348.7208 348.8581 348.9953 349.1326 349.2698 349.4070 349.5442 349.6814 349.8186 349.9558 350.0929 350.2301 350.3672 350.5043 350.6415 350.7786 350.9156 351.0527 351.1898 351.3268 351.4639 351.6009 351.7379 351.8749 352.0119 352.1489 352.2858 352.4228 352.5597 352.6967 352.8336 352.9705 353.1074 353.2442 353.3811 353.5180 353.6548 353.7916 353.9285 354.0653 354.2021 354.3388 354.4756 354.6124 354.7491 354.8858 355.0226 355.1593 355.2960 355.4327 355.5693 355.7060 355.8426 355.9793 356.1159 356.2525 356.3891 356.5257 356.6623 356.7988 356.9354 357.0719 357.2084 357.3450 357.4815 357.6180 357.7544 357.8909 358.0273 358.1638 358.3002 358.4366 358.5730 358.7094 358.8458 358.9822 359.1185 359.2549 359.3912 359.5275 359.6638 359.8001 359.9364 360.0727 360.2089 360.3452 360.4814 360.6176 360.7538 360.8900 361.0262 361.1624 361.2985 361.4347 361.5708 361.7069 361.8431 361.9792 362.1152 362.2513 362.3874 362.5234 362.6595 362.7955 362.9315 363.0675 363.2035 363.3394 363.4754 363.6114 363.7473 363.8832 364.0191 364.1550 364.2909 364.4268 364.5626 364.6985 364.8343 364.9702 365.1060 365.2418 365.3776 365.5133 365.6491 365.7848 365.9206 366.0563 366.1920 366.3277 366.4634 366.5991 366.7347 366.8704 367.0060 367.1416 367.2773 367.4129 367.5484 367.6840 367.8196 367.9551 368.0907 368.2262 368.3617 368.4972 368.6327 368.7681 368.9036 369.0390 369.1745 369.3099 369.4453 369.5807 369.7161 369.8515 369.9868 370.1222 370.2575 370.3928 370.5281 370.6634 370.7987 370.9340 371.0692 371.2045 371.3397 371.4749 371.6101 371.7453 371.8805 372.0156 372.1508 372.2859 372.4211 372.5562 372.6913 372.8264 372.9614 373.0965 373.2315 373.3666 373.5016 373.6366 373.7716 373.9066 374.0415 374.1765 374.3114 374.4464 374.5813 374.7162 374.8511 374.9860 375.1208 375.2557 375.3905 375.5253 375.6601 375.7949 375.9297 376.0645 376.1993 376.3340 376.4687 376.6035 376.7382 376.8729 377.0075 377.1422 377.2768 377.4115 377.5461 377.6807 377.8153 377.9499 378.0845 378.2190 378.3536 378.4881 378.6226 378.7571 378.8916 379.0261 379.1606 379.2950 379.4294 379.5639 379.6983 379.8327 379.9671 380.1014 380.2358 380.3701 380.5044 380.6388 380.7731 380.9073 381.0416 381.1759 381.3101 381.4444 381.5786 381.7128 381.8470 381.9811 382.1153 382.2495 382.3836 382.5177 382.6518 382.7859 382.9200 383.0541 383.1881 383.3222 383.4562 383.5902 383.7242 383.8582 383.9922 384.1261 384.2601 384.3940 384.5279 384.6618 384.7957 384.9296 385.0634 385.1973 385.3311 385.4649 385.5987 385.7325 385.8663 386.0000 386.1338 386.2675 386.4013 386.5350 386.6686 386.8023 386.9360 387.0696 387.2033 387.3369 387.4705 387.6041 387.7377 387.8712 388.0048 388.1383 388.2719 388.4054 388.5389 388.6723 388.8058 388.9393 389.0727 389.2061 389.3395 389.4729 389.6063 389.7397 389.8730 390.0064 390.1397 390.2730 390.4063 390.5396 390.6729 390.8061 390.9394 391.0726 391.2058 391.3390 391.4722 391.6054 391.7385 391.8717 392.0048 392.1379 392.2710 392.4041 392.5372 392.6702 392.8032 392.9363 393.0693 393.2023 393.3353 393.4682 393.6012 393.7341 393.8671 394.0000 394.1329 394.2658 394.3986 394.5315 394.6643 394.7972 394.9300 395.0628 395.1956 395.3283 395.4611 395.5938 395.7266 395.8593 395.9920 396.1247 396.2573 396.3900 396.5226 396.6553 396.7879 396.9205 397.0531 397.1857 397.3182 397.4508 397.5833 397.7158 397.8483 397.9808 398.1133 398.2457 398.3782 398.5106 398.6430 398.7754 398.9078 399.0402 399.1725 399.3049 399.4372 399.5695 399.7018 399.8341 399.9664 400.0986 400.2309 400.3631 400.4953 400.6275 400.7597 400.8919 401.0240 401.1562 401.2883 401.4204 401.5525 401.6846 401.8167 401.9487 402.0808 402.2128 402.3448 402.4768 402.6088 402.7408 402.8727 403.0047 403.1366 403.2685 403.4004 403.5323 403.6642 403.7960 403.9279 404.0597 404.1915 404.3233 404.4551 404.5868 404.7186 404.8503 404.9821 405.1138 405.2455 405.3772 405.5088 405.6405 405.7721 405.9038 406.0354 406.1670 406.2986 406.4301 406.5617 406.6932 406.8248 406.9563 407.0878 407.2193 407.3507 407.4822 407.6136 407.7451 407.8765 408.0079 408.1393 408.2706 408.4020 408.5333 408.6647 408.7960 408.9273 409.0586 409.1898 409.3211 409.4523 409.5835 409.7148 409.8460 409.9771 410.1083 410.2395 410.3706 410.5017 410.6328 410.7639 410.8950 411.0261 411.1572 411.2882 411.4192 411.5502 411.6812 411.8122 411.9432 412.0741 412.2051 412.3360 412.4669 412.5978 412.7287 412.8596 412.9904 413.1213 413.2521 413.3829 413.5137 413.6445 413.7752 413.9060 414.0367 414.1675 414.2982 414.4289 414.5596 414.6902 414.8209 414.9515 415.0821 415.2127 415.3433 415.4739 415.6045 415.7350 415.8656 415.9961 416.1266 416.2571 416.3876 416.5181 416.6485 416.7789 416.9094 417.0398 417.1702 417.3005 417.4309 417.5613 417.6916 417.8219 417.9522 418.0825 418.2128 418.3431 418.4733 418.6035 418.7338 418.8640 418.9942 419.1243 419.2545 419.3846 419.5148 419.6449 419.7750 419.9051 420.0352 420.1652 420.2953 420.4253 420.5553 420.6853 420.8153 420.9453 421.0752 421.2052 421.3351 421.4650 421.5949 421.7248 421.8547 421.9845 422.1144 422.2442 422.3740 422.5038 422.6336 422.7634 422.8931 423.0229 423.1526 423.2823 423.4120 423.5417 423.6713 423.8010 423.9306 424.0602 424.1898 424.3194 424.4490 424.5786 424.7081 424.8377 424.9672 425.0967 425.2262 425.3557 425.4851 425.6146 425.7440 425.8734 426.0028 426.1322 426.2616 426.3909 426.5203 426.6496 426.7789 426.9082 427.0375 427.1668 427.2960 427.4253 427.5545 427.6837 427.8129 427.9421 428.0712 428.2004 428.3295 428.4586 428.5877 428.7168 428.8459 428.9750 429.1040 429.2330 429.3621 429.4911 429.6201 429.7490 429.8780 430.0069 430.1359 430.2648 430.3937 430.5225 430.6514 430.7803 430.9091 431.0379 431.1667 431.2955 431.4243 431.5531 431.6818 431.8106 431.9393 432.0680 432.1967 432.3253 432.4540 432.5826 432.7113 432.8399 432.9685 433.0971 433.2256 433.3542 433.4827 433.6113 433.7398 433.8683 433.9967 434.1252 434.2537 434.3821 434.5105 434.6389 434.7673 434.8957 435.0240 435.1524 435.2807 435.4090 435.5373 435.6656 435.7939 435.9221 436.0504 436.1786 436.3068 436.4350 436.5632 436.6914 436.8195 436.9476 437.0758 437.2039 437.3320 437.4600 437.5881 437.7161 437.8442 437.9722 438.1002 438.2282 438.3561 438.4841 438.6120 438.7399 438.8678 438.9957 439.1236 439.2515 439.3793 439.5072 439.6350 439.7628 439.8906 440.0183 440.1461 440.2738 440.4016 440.5293 440.6570 440.7847 440.9123 441.0400 441.1676 441.2952 441.4228 441.5504 441.6780 441.8056 441.9331 442.0606 442.1882 442.3157 442.4431 442.5706 442.6981 442.8255 442.9529 443.0803 443.2077 443.3351 443.4625 443.5898 443.7171 443.8445 443.9718 444.0991 444.2263 444.3536 444.4808 444.6081 444.7353 444.8625 444.9896 445.1168 445.2440 445.3711 445.4982 445.6253 445.7524 445.8795 446.0065 446.1336 446.2606 446.3876 446.5146 446.6416 446.7686 446.8955 447.0225 447.1494 447.2763 447.4032 447.5301 447.6569 447.7838 447.9106 448.0374 448.1642 448.2910 448.4178 448.5446 448.6713 448.7980 448.9247 449.0514 449.1781 449.3048 449.4314 449.5580 449.6847 449.8113 449.9379 450.0644 450.1910 450.3175 450.4441 450.5706 450.6971 450.8235 450.9500 451.0765 451.2029 451.3293 451.4557 451.5821 451.7085 451.8348 451.9612 452.0875 452.2138 452.3401 452.4664 452.5927 452.7189 452.8452 452.9714 453.0976 453.2238 453.3500 453.4761 453.6023 453.7284 453.8545 453.9806 454.1067 454.2327 454.3588 454.4848 454.6109 454.7369 454.8629 454.9888 455.1148 455.2407 455.3667 455.4926 455.6185 455.7444 455.8702 455.9961 456.1219 456.2477 456.3735 456.4993 456.6251 456.7509 456.8766 457.0023 457.1281 457.2538 457.3794 457.5051 457.6308 457.7564 457.8820 458.0076 458.1332 458.2588 458.3843 458.5099 458.6354 458.7609 458.8864 459.0119 459.1374 459.2628 459.3883 459.5137 459.6391 459.7645 459.8898 460.0152 460.1405 460.2659 460.3912 460.5165 460.6418 460.7670 460.8923 461.0175 461.1427 461.2679 461.3931 461.5183 461.6434 461.7686 461.8937 462.0188 462.1439 462.2690 462.3940 462.5191 462.6441 462.7691 462.8941 463.0191 463.1441 463.2690 463.3940 463.5189 463.6438 463.7687 463.8936 464.0184 464.1433 464.2681 464.3929 464.5177 464.6425 464.7672 464.8920 465.0167 465.1414 465.2661 465.3908 465.5155 465.6401 465.7648 465.8894 466.0140 466.1386 466.2632 466.3877 466.5123 466.6368 466.7613 466.8858 467.0103 467.1347 467.2592 467.3836 467.5080 467.6324 467.7568 467.8812 468.0055 468.1299 468.2542 468.3785 468.5028 468.6271 468.7513 468.8756 468.9998 469.1240 469.2482 469.3724 469.4965 469.6207 469.7448 469.8689 469.9930 470.1171 470.2412 470.3652 470.4893 470.6133 470.7373 470.8613 470.9852 471.1092 471.2331 471.3570 471.4810 471.6048 471.7287 471.8526 471.9764 472.1002 472.2241 472.3478 472.4716 472.5954 472.7191 472.8429 472.9666 473.0903 473.2140 473.3376 473.4613 473.5849 473.7085 473.8321 473.9557 474.0793 474.2028 474.3264 474.4499 474.5734 474.6969 474.8204 474.9438 475.0672 475.1907 475.3141 475.4375 475.5608 475.6842 475.8075 475.9309 476.0542 476.1775 476.3008 476.4240 476.5473 476.6705 476.7937 476.9169 477.0401 477.1633 477.2864 477.4095 477.5327 477.6558 477.7788 477.9019 478.0250 478.1480 478.2710 478.3940 478.5170 478.6400 478.7629 478.8859 479.0088 479.1317 479.2546 479.3775 479.5003 479.6232 479.7460 479.8688 479.9916 480.1144 480.2371 480.3599 480.4826 480.6053 480.7280 480.8507 480.9733 481.0960 481.2186 481.3412 481.4638 481.5864 481.7090 481.8315 481.9540 482.0765 482.1990 482.3215 482.4440 482.5664 482.6889 482.8113 482.9337 483.0561 483.1784 483.3008 483.4231 483.5454 483.6678 483.7900 483.9123 484.0346 484.1568 484.2790 484.4012 484.5234 484.6456 484.7677 484.8899 485.0120 485.1341 485.2562 485.3783 485.5003 485.6224 485.7444 485.8664 485.9884 486.1104 486.2323 486.3543 486.4762 486.5981 486.7200 486.8419 486.9637 487.0856 487.2074 487.3292 487.4510 487.5728 487.6945 487.8163 487.9380 488.0597 488.1814 488.3031 488.4248 488.5464 488.6680 488.7896 488.9112 489.0328 489.1544 489.2759 489.3975 489.5190 489.6405 489.7620 489.8834 490.0049 490.1263 490.2477 490.3691 490.4905 490.6118 490.7332 490.8545 490.9758 491.0971 491.2184 491.3397 491.4609 491.5822 491.7034 491.8246 491.9458 492.0669 492.1881 492.3092 492.4303 492.5514 492.6725 492.7936 492.9146 493.0356 493.1567 493.2777 493.3986 493.5196 493.6406 493.7615 493.8824 494.0033 494.1242 494.2450 494.3659 494.4867 494.6075 494.7283 494.8491 494.9699 495.0906 495.2114 495.3321 495.4528 495.5735 495.6941 495.8148 495.9354 496.0560 496.1766 496.2972 496.4177 496.5383 496.6588 496.7793 496.8998 497.0203 497.1408 497.2612 497.3816 497.5020 497.6224 497.7428 497.8632 497.9835 498.1038 498.2241 498.3444 498.4647 498.5850 498.7052 498.8254 498.9456 499.0658 499.1860 499.3061 499.4263 499.5464 499.6665 499.7866 499.9067 500.0267 500.1467 500.2668 500.3868 500.5067 500.6267 500.7467 500.8666 500.9865 501.1064 501.2263 501.3461 501.4660 501.5858 501.7056 501.8254 501.9452 502.0650 502.1847 502.3044 502.4241 502.5438 502.6635 502.7832 502.9028 503.0224 503.1420 503.2616 503.3812 503.5007 503.6203 503.7398 503.8593 503.9788 504.0982 504.2177 504.3371 504.4565 504.5759 504.6953 504.8147 504.9340 505.0534 505.1727 505.2920 505.4112 505.5305 505.6497 505.7690 505.8882 506.0074 506.1265 506.2457 506.3648 506.4839 506.6030 506.7221 506.8412 506.9602 507.0793 507.1983 507.3173 507.4363 507.5552 507.6742 507.7931 507.9120 508.0309 508.1498 508.2686 508.3875 508.5063 508.6251 508.7439 508.8627 508.9814 509.1002 509.2189 509.3376 509.4563 509.5749 509.6936 509.8122 509.9308 510.0494 510.1680 510.2866 510.4051 510.5236 510.6421 510.7606 510.8791 510.9975 511.1160 511.2344 511.3528 511.4712 511.5896 511.7079 511.8263 511.9446 512.0629 512.1811 512.2994 512.4177 512.5359 512.6541 512.7723 512.8905 513.0086 513.1268 513.2449 513.3630 513.4811 513.5992 513.7172 513.8352 513.9533 514.0713 514.1893 514.3072 514.4252 514.5431 514.6610 514.7789 514.8968 515.0146 515.1325 515.2503 515.3681 515.4859 515.6037 515.7214 515.8392 515.9569 516.0746 516.1923 516.3100 516.4276 516.5452 516.6628 516.7804 516.8980 517.0156 517.1331 517.2507 517.3682 517.4857 517.6031 517.7206 517.8380 517.9554 518.0728 518.1902 518.3076 518.4249 518.5423 518.6596 518.7769 518.8942 519.0114 519.1287 519.2459 519.3631 519.4803 519.5975 519.7146 519.8318 519.9489 520.0660 520.1831 520.3001 520.4172 520.5342 520.6512 520.7682 520.8852 521.0021 521.1191 521.2360 521.3529 521.4698 521.5867 521.7035 521.8204 521.9372 522.0540 522.1707 522.2875 522.4042 522.5210 522.6377 522.7544 522.8710 522.9877 523.1043 523.2209 523.3375 523.4541 523.5707 523.6872 523.8037 523.9202 524.0367 524.1532 524.2697 524.3861 524.5025 524.6189 524.7353 524.8516 524.9680 525.0843 525.2006 525.3169 525.4332 525.5494 525.6657 525.7819 525.8981 526.0142 526.1304 526.2465 526.3627 526.4788 526.5949 526.7109 526.8270 526.9430 527.0590 527.1750 527.2910 527.4069 527.5229 527.6388 527.7547 527.8706 527.9865 528.1023 528.2181 528.3339 528.4497 528.5655 528.6813 528.7970 528.9127 529.0284 529.1441 529.2598 529.3754 529.4911 529.6067 529.7223 529.8378 529.9534 530.0689 530.1844 530.3000 530.4154 530.5309 530.6464 530.7618 530.8772 530.9926 531.1080 531.2233 531.3387 531.4540 531.5693 531.6846 531.7999 531.9151 532.0304 532.1456 532.2608 532.3760 532.4911 532.6063 532.7214 532.8365 532.9516 533.0667 533.1817 533.2968 533.4118 533.5268 533.6418 533.7568 533.8717 533.9867 534.1016 534.2165 534.3314 534.4463 534.5611 534.6759 534.7908 534.9056 535.0203 535.1351 535.2498 535.3646 535.4793 535.5940 535.7086 535.8233 535.9379 536.0526 536.1672 536.2817 536.3963 536.5108 536.6254 536.7399 536.8543 536.9688 537.0833 537.1977 537.3121 537.4265 537.5408 537.6552 537.7695 537.8838 537.9980 538.1123 538.2265 538.3407 538.4549 538.5690 538.6831 538.7972 538.9113
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Column 1: Two letter code of measurement routine
Column 2: UT date and time for beginning of measurement, yyyymmddThhmmssZ (ISO 8601)
Column 3: Fractional days since 1-Jan-2000 UT midnight for beginning of measurement
Column 4: Routine count (1 for the first routine of the day, 2 for the second, etc.)
Column 5: Repetition count (1 for the first set in the routine, 2 for the second, etc.)
Column 6: Total duration of measurement set in seconds
Column 7: Data processing type index
Column 8: Integration time [ms]
Column 9: Number of bright count cycles
Column 10: Number of dark count cycles
Column 11: Saturation index: positive integer is the number of saturated cycles included in the data, negative integer is the number of cycles skipped due to saturation
Column 12: Effective position of filterwheel #1, 0=filterwheel not used, 1-9 are valid positions
Column 13: Effective position of filterwheel #2, 0=filterwheel not used, 1-9 are valid positions
Column 14: Pointing zenith angle in degree, absolute or relative (see next column), 999=tracker not used
Column 15: Zenith pointing mode: zenith angle is... 0=absolute, 1=relative to sun, 2=relative to moon
Column 16: Pointing azimuth in degree, increases clockwise, absolute (0=north) or relative (see next column), 999=tracker not used
Column 17: Azimuth pointing mode: like zenith angle mode but also fixed scattering angles relative to sun (3) or moon (4)
Column 18: Target distance [m], -1=not pointed on target
Column 19: Sum over 2^i with i being a L0 to L1 conversion step, 0=dark correction, 1=non-linearity correction, 2=latency correction, 3=flat field correction, 4=conversion to count rates, 5=temperature correction, 6=stray light correction, 7=wavelength change determination, 8=sensitivity correction, 9=wavelength correction
Column 20: Dark correction method: -9=no dark correction done, since it was not requested, -2=no dark correction done, since there were no bright measurements, -1=no dark correction done, since there was no matching dark measurement, 0=dark correction done with measured dark count only, since input darkmeth was MEAS or no dark map parameters available, 1=dark correction done using dark fine structure map and measured dark count, >1=dark correction done with measured dark count only, since dark background fitting gave an error
Column 21: L1 data quality flag: 0=assured high quality, 1=assured medium quality, 2=assured low quality, 10=not-assured high quality, 11=not-assured medium quality, 12=not-assured low quality
Column 22: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ1 limit, 0=Saturated data, 1=Too few dark counts measurements, 2=No temperature given or effective temperature too different from the reference temperature, 3=Dark count too high, 4=Unsuccessful dark background fitting, 5=The dark count differs significantly from the dark map for too many pixels, 6=Absolute value of estimated average residual stray light level too high, 7=Although attempted, no wavelength change could be retrieved, 8=Absolute value of retrieved wavelength shift too large, 9=Retrieved wavelength shift differs too much from the shift predicted by the effective temperature
Column 23: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ2 limit (same parameters as for DQ1)
Column 24: Wavelength effective temperature [°C], 999=no effective temperature given
Column 25: Number of pixels, where dark count is higher than bright count, -9=no bright counts or dark counts measured
Column 26: Number of pixels, where DQ1 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 27: Number of pixels, where DQ2 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 28: Index of (not dead, blind, warm, or saturated) pixel with highest corrected counts
Column 29: Mean over blind and oversampled pixels in the bright counts, -9 if there is no bright count
Column 30: Standard error of blind and oversampled pixels in the bright counts, -9 if there is no bright count standard error
Column 31: Mean over blind and oversampled pixels in the dark counts, -9 if there is no dark count
Column 32: Standard error of blind and oversampled pixels in the dark counts, -9 if there is no dark count standard error
Column 33: Number of function evaluations used for dark background fitting, -9 if no background fitting was done
Column 34: rms of unweighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 35: Normalized rms of weighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 36: Mean difference dark map to measured dark count, -9 if no background fitting was done
Column 37: rms of difference dark map to measured dark count, -9 if no background fitting was done
Column 38: Mean absolute difference dark map to measured dark count expressed in number of standard deviations, -9 if no background fitting was done
Column 39: Number of regular pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 40: Number of warm pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 41: Number of hot pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 42: Index of regular pixel, where the dark map differed most from the measured dark count, -9 if no background fitting was done
Column 43: Number of sigmas the dark map differs from the measured dark for the pixel with the largest difference, -9 if no background fitting was done
Column 44: Retrieved value for dark background fitting parameter 1, -9 if no background fitting was done
Column 45: Uncertainty of retrieved value for dark background fitting parameter 1, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 46: Retrieved value for dark background fitting parameter 2, -9 if no background fitting was done
Column 47: Uncertainty of retrieved value for dark background fitting parameter 2, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 48: Retrieved value for dark background fitting parameter 3, -9 if no background fitting was done
Column 49: Uncertainty of retrieved value for dark background fitting parameter 3, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 50: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 51: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 52: Estimated stray light in the signal before correction at 300nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 53: Estimated stray light in the signal before correction at 302.5nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 54: Estimated stray light in the signal before correction at 305nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 55: Estimated stray light in the signal before correction at 310nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 56: Estimated stray light in the signal before correction at 320nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 57: Estimated stray light in the signal before correction at 350nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 58: Estimated stray light in the signal before correction at 400nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 59: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 60: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 61: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 62: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 63: Mean wavelength correction applied [%], -9=no wavelength correction
Column 64: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 65: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 66: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 67: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 68: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 69: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 70: Temperature at electronics board [°C], 999=no temperature signal
Column 71: Spectrometer control temperature [°C], 999=no temperature signal
Column 72: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 73: Temperature in head sensor [°C], 999=no temperature signal
Column 74: Humidity in head sensor [%], -9=no humidity signal
Column 75: Pressure in head sensor [hPa], -9=no pressure signal
Column 76: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 77: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 78: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 79-2126: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2127-4174: Atmospheric variability of L1 data for each pixel [%], 101=no atmospheric variability was measured and pixel is inside the range of the filter, 102=no atmospheric variability was measured and pixel is outside the range of the filter, 103=atmospheric variability was measured, but pixel is outside the range of the filter, 104=saturated data, 109=no atmospheric variability was determined since no dark correction was attempted
Columns 4175-6222: Independent instrumental uncertainty of L1 data for each pixel, -2=pixel is outside the range of the filter, -4=saturated data
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632 12 12 12 476 12 12 12 632 308 12 12 698 456 12 593 12 12 590 427 11 355 676 11 594 11 590 624 475 11 11 11 11 11 467 11 11 11 599 551 534 11 11 11 381 11 566 10 736 10 576 511 10 661 10 10 654 542 394 624 497 10 619 425 488 630 654 10 417 602 571 538 641 700 522 373 663 585 606 649 662 646 516 661 691 598 608 581 528 403 629 498 713 537 698 620 703 683 742 677 634 660 370 688 626 714 716 709 723 741 731 698 737 737 724 692 709 718 713 724 735 740 769 772 747 746 737 732 739 740 739 744 750 766 766 767 782 773 757 765 769 769 776 770 762 747 753 742 749 728 744 745 744 762 780 784 789 805 811 808 802 798 807 799 787 772 775 774 783 788 795 806 826 834 848 855 857 863 872 870 864 859 844 841 839 835 807 802 810 808 823 842 848 860 873 897 905 921 922 931 927 929 926 905 885 870 861 849 848 849 847 855 847 867 883 892 909 911 914 916 920 927 923 923 917 915 901 891 875 861 864 876 889 906 919 926 933 927 928 941 954 960 971 958 941 912 894 891 908 915 909 901 889 877 875 878 895 913 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953 919 959 385 931 689 894 736 891 1004 672 879 381 838 827 477 339 288 650 554 719 663 727 804 592 620 14 317 14 505 528 505 719 508 633 473 697 568 486 12 12 452 532 12 626 544 502 592 538 508 436 291 177 528 442 601 11 535 11 422 381 10 481 217 182 10 517 306 484 346 395 582 303 405 205 255 439 409 441 164 440 347 356 407 441 427 367 399 379 366 388 422 408 403 494 413 263 380 317 337 393 333 212 305 310 305 273 373 348 405 318 432 423 386 420 249 454 432 366 447 348 382 415 426 412 433 457 427 469 420 483 446 470 438 440 462 441 452 478 470 453 485 507 510 520 506 516 501 520 505 523 517 530 525 520 533 511 529 525 534 544 544 550 545 552 550 568 576 582 591 589 590 589 595 593 593 598 602 607 613 626 630 637 642 643 644 638 638 638 647 658 672 683 682 685 688 705 720 739 746 742 734 716 699 691 699 715 745 779 806 835 847 860 873 879 881 878 868 851 839 836 853 886 931 980 1024 1063 1070 1045 1002 965 952 967 984 997 1026 1063 1115 1168 1205 1220 1215 1200 1183 1181 1191 1210 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866 975 700 807 602 736 842 838 848 865 822 447 754 792 657 717 604 672 669 656 625 581 757 589 667 495 594 409 621 623 640 699 519 625 593 559 644 591 551 533 619 635 389 552 539 572 440 603 564 540 455 472 530 517 576 347 547 439 488 448 10 536 347 415 355 447 446 493 467 456 560 429 421 338 418 429 385 409 350 474 424 468 461 443 436 411 436 416 375 383 441 439 394 488 425 412 451 370 389 436 402 357 382 384 403 345 398 396 365 402 401 415 404 416 375 427 405 353 418 367 401 423 432 410 429 430 412 445 413 454 438 451 443 418 448 436 452 452 462 451 462 482 484 497 484 494 494 506 493 497 503 508 515 507 508 503 512 512 519 532 531 539 535 538 544 557 568 577 582 582 585 585 586 588 589 596 599 610 616 628 635 645 650 652 654 648 647 647 656 672 689 702 702 705 712 729 749 768 777 774 762 743 725 715 723 744 777 814 848 879 893 908 922 931 933 930 918 898 884 882 897 934 985 1037 1086 1124 1128 1102 1056 1016 1006 1025 1046 1061 1089 1128 1183 1237 1275 1285 1276 1256 1238 1235 1249 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1361 1262 464 900 24 744 856 1341 735 1050 338 859 1191 1002 1085 21 1057 870 667 977 659 1102 843 867 825 698 783 734 665 17 844 809 837 826 627 580 710 864 182 578 567 516 507 210 671 344 776 457 710 393 478 14 452 675 337 739 247 622 602 601 667 400 461 12 590 598 385 647 485 605 289 642 491 465 415 11 610 442 611 11 554 11 10 503 10 583 230 394 10 437 432 446 538 291 575 342 393 206 329 496 316 504 288 449 385 425 377 415 513 259 457 413 380 436 426 465 341 519 292 429 434 363 403 386 453 272 353 279 417 364 414 435 332 450 396 460 447 451 420 461 488 391 483 431 430 462 456 474 457 500 453 503 456 499 494 487 495 461 501 476 499 509 503 509 512 545 532 553 543 543 550 554 549 549 560 559 566 565 559 555 557 565 568 582 580 586 583 586 593 608 623 632 642 642 642 643 644 648 648 656 657 668 677 693 702 711 719 721 721 718 715 718 726 747 766 782 779 781 788 808 835 856 867 862 849 826 804 791 799 821 860 904 942 976 994 1010 1028 1038 1044 1035 1023 999 980 976 991 1031 1085 1144 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1652 1935 1763 2161 1650 1067 1656 1599 1772 968 1919 33 1847 1312 1422 1393 1086 1799 322 1526 973 744 632 26 1113 826 1313 1043 1207 24 1033 1311 741 1147 582 1250 1249 1159 1248 764 1209 1091 969 1129 1111 844 993 19 953 781 994 915 882 782 494 876 797 586 685 746 793 655 781 627 382 822 690 710 436 306 15 709 676 624 767 361 709 553 735 653 504 450 13 686 692 407 656 627 547 638 726 617 530 327 12 536 640 627 12 625 12 11 279 11 540 11 11 11 532 458 622 445 340 648 359 304 10 221 483 448 403 10 358 333 363 492 566 574 421 364 454 293 457 482 478 411 584 374 426 463 338 457 500 445 344 386 390 321 403 481 421 465 468 459 510 474 540 441 544 548 488 536 498 489 532 533 528 532 559 540 571 551 579 574 575 547 554 557 543 566 584 589 576 591 614 615 621 622 621 619 627 614 622 625 637 633 631 634 623 629 630 642 651 652 655 654 660 669 686 699 711 720 722 723 722 725 727 728 735 739 751 763 778 789 799 807 813 813 805 804 807 819 843 864 877 876 877 883 904 936 959 971 967 952 928 901 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1226 1231 1230 1222 1198 1159 1126 1110 1125 1169 1217 1270 1321 1376 1419 1452 1467 1474 1489 1508 1514 1500 1471 1444 1428 1422 1400 1364 1329 1320 1335 1367 1392 1416 1455 1510 1575 1630 1670 1682 1692 1697 1700 1689 1649 1596 1529 1479 1469 1475 1484 1491 1487 1490 1517 1557 1595 1617 1612 1602 1605 1622 1630 1634 1620 1611 1607 1590 1550 1505 1487 1497 1533 1574 1612 1648 1667 1660 1637 1641 1663 1702 1741 1742 1700 1615 1516 1458 1477 1543 1592 1588 1539 1480 1442 1448 1497 1569 1627 1641 1620 1596 1599 1633 1685 1717 1725 1735 1712 1679 1657 1657 1691 1746 1792 1811 1806 1782 1755 1728 1711 1707 1713 1717 1705 1680 1670 1685 1737 1791 1809 1796 1774 1755 1755 1779 1815 1823 1813 1793 1771 1751 1725 1669 1574 1497 1466 1485 1549 1620 1692 1746 1779 1788 1797 1795 1781 1756 1709 1678 1687 1726 1758 1786 1806 1817 1832 1816 1770 1707 1662 1671 1711 1763 1791 1784 1769 1779 1792 1788 1762 1725 1701 1712 1727 1737 1772 1824 1885 1949 1977 1966 1954 1936 1908 1886 1854 1811 1797 1827 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119 120 120 121 122 123 125 127 128 130 131 131 132 130 131 131 132 135 138 140 140 141 142 145 149 152 154 153 151 148 145 143 145 148 154 161 166 172 174 177 180 181 182 181 179 176 173 173 176 182 191 200 209 216 216 211 204 197 196 200 203 206 211 218 227 237 243 245 243 239 236 235 238 242 243 239 234 229 227 223 221 220 224 235 247 258 266 272 279 286 291 292 292 290 285 276 269 265 269 279 290 302 314 327 337 345 350 351 356 360 362 359 352 346 343 341 336 328 320 318 322 330 336 342 352 365 380 394 403 407 409 411 411 409 400 388 373 361 359 361 362 364 364 365 372 381 391 397 396 394 395 399 402 403 400 398 397 393 384 374 369 372 381 391 401 410 414 413 409 410 416 425 435 436 426 405 382 368 373 389 401 401 388 375 366 367 380 397 412 416 411 406 407 416 429 437 440 442 437 429 425 425 434 448 460 465 463 458 451 445 441 441 443 445 441 436 434 438 451 465 470 467 462 458 458 465 474 476 474 469 464 460 453 439 415 396 388 393 410 430 448 463 472 475 478 478 475 469 457 449 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2264 2254 2227 2191 2158 2140 2134 2142 2147 2127 2099 2088 2108 2166 2230 2251 2237 2208 2187 2186 2214 2256 2264 2249 2225 2199 2173 2141 2072 1957 1869 1828 1852 1926 2011 2095 2160 2195 2208 2220 2215 2200 2167 2113 2077 2088 2132 2169 2200 2222 2236 2253 2233 2178 2101 2051 2059 2108 2166 2200 2189 2172 2183 2199 2193 2161 2117 2088 2101 2120 2129 2172 2231 2305 2378 2410 2397 2382 2361 2332 2299 2261 2213 2192 2232 2291 2340 2349 2302 2222 2141 2097 2114 2183 2265 2328 2357 2366 2387 2409 2439 2453 2453 2456 2463 2470 2624 2496 2497 2493 2477 2448 2409 2388 2384 2391 2408 2420 2436 2410 2331 2252 2173 2115 2121 2140 2178 2250 2300 2294 2242 2147 2054 2001 1974 1987 2018 2074 2181 2311 2406 2475 2526 2558 2601 2634 2637 2589 2527 2458 2398 2360 2323 2325 2349 2398 2473 2501 2468 2398 2353 2359 2437 2559 2669 2754 2791 2769 2668 2553 2489 2491 2571 2661 2740 2806 2828 2810 2759 2700 2649 2632 2659 2731 2838 2939 3008 3059 3095 3131 3158 3158 3141 3125 3115 3107 3106 3112 3143 3180 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537 677 762 738 466 758 280 647 542 688 593 747 713 553 578 519 438 635 525 631 592 621 407 641 559 581 598 404 544 539 614 382 578 544 519 552 519 541 342 515 271 463 540 482 453 453 465 274 451 10 516 391 405 401 336 437 434 464 446 476 444 310 429 251 482 350 442 349 350 405 259 455 411 432 349 409 433 287 415 335 454 367 452 415 283 450 328 402 347 332 302 313 400 361 390 321 384 325 379 353 364 379 364 364 379 407 341 386 390 337 419 390 421 382 403 391 413 410 396 440 416 395 394 395 417 409 439 408 430 432 454 461 462 466 462 472 473 466 476 474 487 482 489 484 479 484 486 498 505 514 512 515 515 523 538 545 553 559 562 557 563 564 566 569 571 577 583 593 602 609 616 621 623 623 621 617 621 628 641 657 667 668 669 679 692 711 728 735 732 720 705 690 682 690 708 740 771 803 825 841 853 867 873 877 873 861 847 834 834 848 882 928 974 1019 1053 1055 1033 992 958 949 967 986 999 1027 1063 1112 1161 1195 1206 1197 1179 1163 1161 1175 1191 1196 1178 1149 1123 1108 1095 1084 1080 1101 1159 1223 1279 1320 1354 1392 1427 1449 1456 1452 1443 1413 1368 1329 1310 1331 1381 1440 1501 1563 1631 1687 1728 1753 1763 1784 1807 1814 1799 1763 1730 1713 1705 1678 1633 1592 1583 1603 1644 1679 1713 1765 1835 1911 1982 2030 2049 2062 2067 2072 2058 2009 1943 1863 1805 1795 1801 1811 1819 1816 1825 1861 1912 1963 1993 1990 1979 1985 2009 2022 2026 2008 1998 1994 1971 1922 1867 1844 1859 1905 1959 2011 2055 2081 2075 2050 2056 2087 2138 2186 2190 2137 2032 1913 1840 1866 1949 2009 2004 1943 1871 1823 1832 1894 1985 2059 2080 2055 2029 2036 2081 2148 2188 2202 2213 2188 2145 2122 2124 2165 2238 2295 2321 2313 2284 2251 2218 2200 2197 2208 2216 2198 2170 2159 2182 2247 2318 2344 2328 2300 2278 2279 2314 2359 2369 2357 2332 2306 2281 2249 2177 2051 1957 1918 1945 2028 2124 2220 2292 2336 2350 2365 2361 2345 2314 2253 2216 2230 2284 2326 2364 2391 2410 2429 2408 2348 2266 2210 2221 2279 2348 2387 2379 2362 2376 2396 2391 2357 2308 2277 2294 2317 2331 2380 2449 2536 2622 2660 2649 2632 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612 600 568 591 324 616 547 564 483 543 399 441 553 239 524 486 522 433 384 343 10 490 394 524 500 418 441 367 487 414 448 244 370 397 459 420 365 458 335 418 400 407 377 220 295 361 421 394 301 374 309 271 248 55 355 335 293 222 318 283 376 354 317 384 360 321 249 336 342 345 287 312 257 292 319 270 353 306 345 280 334 252 310 322 308 309 338 337 241 312 266 268 323 235 282 230 273 287 274 304 234 319 268 306 267 295 303 236 326 306 293 298 286 300 299 304 285 305 306 309 312 305 325 323 336 301 319 303 311 317 326 326 317 346 344 351 353 358 357 348 362 344 361 355 372 364 365 367 356 368 364 374 379 380 386 383 390 388 403 406 411 416 416 418 416 421 420 422 425 428 433 437 444 449 455 456 458 459 457 456 457 463 472 480 489 489 491 494 504 517 529 532 532 524 513 504 498 504 516 538 559 579 597 606 616 623 629 630 629 621 611 605 603 614 637 668 702 731 756 756 741 714 689 684 696 708 718 737 761 797 832 856 865 860 847 836 837 845 856 860 845 824 806 798 786 779 777 792 835 880 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1076 1133 1186 1226 1229 1200 1149 1106 1096 1116 1137 1155 1186 1226 1288 1345 1385 1399 1387 1365 1347 1342 1358 1375 1379 1358 1320 1291 1272 1253 1240 1236 1260 1328 1407 1472 1521 1560 1602 1644 1670 1673 1668 1655 1616 1565 1516 1491 1515 1572 1641 1711 1783 1863 1927 1976 2002 2019 2040 2063 2072 2053 2008 1966 1945 1935 1901 1846 1796 1783 1805 1853 1897 1934 1994 2074 2163 2244 2297 2315 2329 2336 2336 2320 2262 2182 2087 2019 2006 2012 2021 2028 2024 2031 2075 2131 2189 2223 2219 2204 2213 2238 2248 2251 2231 2217 2211 2183 2129 2062 2033 2048 2100 2158 2212 2263 2290 2282 2254 2259 2294 2347 2401 2403 2345 2227 2094 2013 2038 2125 2189 2183 2114 2032 1979 1987 2052 2149 2229 2252 2224 2195 2200 2251 2321 2361 2376 2385 2357 2310 2282 2282 2327 2400 2462 2486 2475 2445 2406 2371 2350 2346 2356 2362 2344 2312 2301 2321 2391 2465 2487 2470 2439 2417 2414 2448 2493 2503 2488 2463 2435 2403 2367 2288 2158 2058 2013 2041 2127 2226 2321 2395 2438 2451 2464 2462 2441 2409 2345 2303 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530 456 307 243 231 420 444 560 11 467 11 11 202 11 512 11 165 11 319 308 434 485 333 573 287 10 231 361 486 393 395 570 479 253 393 167 425 460 283 367 392 296 328 396 388 346 528 376 382 416 287 370 426 398 184 311 348 330 263 298 361 366 445 433 424 382 383 302 399 446 323 415 380 321 426 440 399 394 469 413 458 343 464 434 435 389 416 428 440 441 457 472 434 456 497 488 507 495 492 489 514 489 510 506 525 520 518 515 502 516 518 528 537 541 541 543 546 550 569 572 577 585 588 583 585 587 590 590 595 595 604 607 617 622 629 632 634 633 629 635 631 636 647 659 667 666 670 675 687 703 716 721 719 710 697 685 679 687 701 728 753 777 800 813 822 832 841 842 838 828 815 806 808 824 854 897 937 975 1010 1011 991 955 922 914 929 944 956 980 1012 1062 1110 1143 1158 1155 1140 1129 1129 1141 1153 1154 1130 1102 1077 1065 1054 1045 1044 1066 1125 1191 1248 1292 1327 1368 1401 1423 1425 1420 1406 1378 1330 1289 1270 1289 1340 1396 1456 1517 1589 1647 1694 1723 1738 1764 1786 1795 1777 1738 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