File name: Pandora138s1_Milan-MIBI_20260202_L1_smca1c22d20250714p1-8.txt
File generation date: 20260202T234039.4Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c22d20250714p1-8
Local principal investigator: Stefano Casadio
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 138
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora138_OF_v3d20210407.txt
Instrument calibration file used: Pandora138s1_CF_v22d20250714.txt
Level 0 file used: Pandora138s1_Milan-MIBI_20260202_L0.txt
Full location name: University Milano Bicocca, building U9
Short location name: Milan-MIBI
Country of location: Italy
Location latitude [deg]: 45.5090
Location longitude [deg]: 9.2080
Location altitude [m]: 150
Local noon date: 20260202
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]: 275.4319 275.5752 275.7184 275.8617 276.0049 276.1481 276.2913 276.4345 276.5777 276.7209 276.8640 277.0072 277.1503 277.2935 277.4366 277.5797 277.7228 277.8659 278.0090 278.1521 278.2952 278.4382 278.5813 278.7243 278.8673 279.0103 279.1533 279.2963 279.4393 279.5823 279.7253 279.8682 280.0112 280.1541 280.2970 280.4399 280.5828 280.7257 280.8686 281.0115 281.1543 281.2972 281.4400 281.5829 281.7257 281.8685 282.0113 282.1541 282.2969 282.4396 282.5824 282.7251 282.8679 283.0106 283.1533 283.2960 283.4387 283.5814 283.7241 283.8667 284.0094 284.1520 284.2947 284.4373 284.5799 284.7225 284.8651 285.0077 285.1503 285.2928 285.4354 285.5779 285.7204 285.8629 286.0055 286.1480 286.2904 286.4329 286.5754 286.7178 286.8603 287.0027 287.1451 287.2875 287.4299 287.5723 287.7147 287.8571 287.9994 288.1418 288.2841 288.4265 288.5688 288.7111 288.8534 288.9957 289.1379 289.2802 289.4224 289.5647 289.7069 289.8491 289.9913 290.1335 290.2757 290.4179 290.5601 290.7022 290.8444 290.9865 291.1286 291.2707 291.4128 291.5549 291.6970 291.8391 291.9811 292.1232 292.2652 292.4072 292.5492 292.6913 292.8332 292.9752 293.1172 293.2592 293.4011 293.5430 293.6850 293.8269 293.9688 294.1107 294.2526 294.3944 294.5363 294.6782 294.8200 294.9618 295.1036 295.2455 295.3872 295.5290 295.6708 295.8126 295.9543 296.0961 296.2378 296.3795 296.5212 296.6629 296.8046 296.9463 297.0880 297.2296 297.3712 297.5129 297.6545 297.7961 297.9377 298.0793 298.2209 298.3624 298.5040 298.6455 298.7871 298.9286 299.0701 299.2116 299.3531 299.4946 299.6360 299.7775 299.9189 300.0604 300.2018 300.3432 300.4846 300.6260 300.7674 300.9087 301.0501 301.1914 301.3328 301.4741 301.6154 301.7567 301.8980 302.0393 302.1805 302.3218 302.4630 302.6043 302.7455 302.8867 303.0279 303.1691 303.3103 303.4514 303.5926 303.7337 303.8749 304.0160 304.1571 304.2982 304.4393 304.5804 304.7214 304.8625 305.0035 305.1446 305.2856 305.4266 305.5676 305.7086 305.8496 305.9905 306.1315 306.2724 306.4134 306.5543 306.6952 306.8361 306.9770 307.1178 307.2587 307.3996 307.5404 307.6812 307.8221 307.9629 308.1037 308.2444 308.3852 308.5260 308.6667 308.8075 308.9482 309.0889 309.2296 309.3703 309.5110 309.6517 309.7923 309.9330 310.0736 310.2143 310.3549 310.4955 310.6361 310.7767 310.9172 311.0578 311.1983 311.3389 311.4794 311.6199 311.7604 311.9009 312.0414 312.1819 312.3223 312.4628 312.6032 312.7436 312.8840 313.0244 313.1648 313.3052 313.4456 313.5859 313.7263 313.8666 314.0069 314.1472 314.2875 314.4278 314.5681 314.7084 314.8486 314.9888 315.1291 315.2693 315.4095 315.5497 315.6899 315.8301 315.9702 316.1104 316.2505 316.3906 316.5308 316.6709 316.8109 316.9510 317.0911 317.2312 317.3712 317.5112 317.6513 317.7913 317.9313 318.0713 318.2112 318.3512 318.4912 318.6311 318.7710 318.9110 319.0509 319.1908 319.3307 319.4705 319.6104 319.7502 319.8901 320.0299 320.1697 320.3095 320.4493 320.5891 320.7289 320.8686 321.0084 321.1481 321.2878 321.4276 321.5673 321.7069 321.8466 321.9863 322.1259 322.2656 322.4052 322.5448 322.6845 322.8240 322.9636 323.1032 323.2428 323.3823 323.5219 323.6614 323.8009 323.9404 324.0799 324.2194 324.3588 324.4983 324.6378 324.7772 324.9166 325.0560 325.1954 325.3348 325.4742 325.6135 325.7529 325.8922 326.0316 326.1709 326.3102 326.4495 326.5888 326.7280 326.8673 327.0065 327.1458 327.2850 327.4242 327.5634 327.7026 327.8418 327.9809 328.1201 328.2592 328.3984 328.5375 328.6766 328.8157 328.9548 329.0938 329.2329 329.3720 329.5110 329.6500 329.7890 329.9280 330.0670 330.2060 330.3450 330.4839 330.6229 330.7618 330.9007 331.0396 331.1785 331.3174 331.4563 331.5951 331.7340 331.8728 332.0116 332.1504 332.2892 332.4280 332.5668 332.7056 332.8443 332.9830 333.1218 333.2605 333.3992 333.5379 333.6766 333.8152 333.9539 334.0925 334.2312 334.3698 334.5084 334.6470 334.7856 334.9242 335.0627 335.2013 335.3398 335.4783 335.6169 335.7554 335.8938 336.0323 336.1708 336.3092 336.4477 336.5861 336.7245 336.8629 337.0013 337.1397 337.2781 337.4164 337.5548 337.6931 337.8314 337.9698 338.1081 338.2463 338.3846 338.5229 338.6611 338.7994 338.9376 339.0758 339.2140 339.3522 339.4904 339.6285 339.7667 339.9048 340.0430 340.1811 340.3192 340.4573 340.5954 340.7334 340.8715 341.0095 341.1476 341.2856 341.4236 341.5616 341.6996 341.8375 341.9755 342.1134 342.2514 342.3893 342.5272 342.6651 342.8030 342.9409 343.0787 343.2166 343.3544 343.4923 343.6301 343.7679 343.9057 344.0434 344.1812 344.3189 344.4567 344.5944 344.7321 344.8698 345.0075 345.1452 345.2829 345.4205 345.5582 345.6958 345.8334 345.9710 346.1086 346.2462 346.3838 346.5213 346.6589 346.7964 346.9339 347.0714 347.2089 347.3464 347.4839 347.6213 347.7588 347.8962 348.0336 348.1710 348.3084 348.4458 348.5832 348.7205 348.8579 348.9952 349.1325 349.2699 349.4071 349.5444 349.6817 349.8190 349.9562 350.0934 350.2307 350.3679 350.5051 350.6423 350.7794 350.9166 351.0537 351.1909 351.3280 351.4651 351.6022 351.7393 351.8764 352.0134 352.1505 352.2875 352.4245 352.5615 352.6985 352.8355 352.9725 353.1095 353.2464 353.3833 353.5203 353.6572 353.7941 353.9310 354.0678 354.2047 354.3415 354.4784 354.6152 354.7520 354.8888 355.0256 355.1624 355.2991 355.4359 355.5726 355.7093 355.8460 355.9827 356.1194 356.2561 356.3927 356.5294 356.6660 356.8026 356.9392 357.0758 357.2124 357.3490 357.4855 357.6221 357.7586 357.8951 358.0317 358.1681 358.3046 358.4411 358.5775 358.7140 358.8504 358.9868 359.1232 359.2596 359.3960 359.5324 359.6687 359.8051 359.9414 360.0777 360.2140 360.3503 360.4866 360.6229 360.7591 360.8953 361.0316 361.1678 361.3040 361.4402 361.5763 361.7125 361.8487 361.9848 362.1209 362.2570 362.3931 362.5292 362.6653 362.8013 362.9374 363.0734 363.2094 363.3454 363.4814 363.6174 363.7534 363.8893 364.0253 364.1612 364.2971 364.4330 364.5689 364.7048 364.8407 364.9765 365.1124 365.2482 365.3840 365.5198 365.6556 365.7914 365.9271 366.0629 366.1986 366.3343 366.4701 366.6058 366.7414 366.8771 367.0128 367.1484 367.2840 367.4197 367.5553 367.6909 367.8264 367.9620 368.0976 368.2331 368.3686 368.5041 368.6396 368.7751 368.9106 369.0461 369.1815 369.3170 369.4524 369.5878 369.7232 369.8586 369.9939 370.1293 370.2646 370.4000 370.5353 370.6706 370.8059 370.9412 371.0764 371.2117 371.3469 371.4822 371.6174 371.7526 371.8878 372.0229 372.1581 372.2932 372.4284 372.5635 372.6986 372.8337 372.9688 373.1038 373.2389 373.3739 373.5090 373.6440 373.7790 373.9140 374.0490 374.1839 374.3189 374.4538 374.5887 374.7236 374.8585 374.9934 375.1283 375.2631 375.3980 375.5328 375.6676 375.8024 375.9372 376.0720 376.2068 376.3415 376.4762 376.6110 376.7457 376.8804 377.0150 377.1497 377.2844 377.4190 377.5536 377.6883 377.8229 377.9575 378.0920 378.2266 378.3611 378.4957 378.6302 378.7647 378.8992 379.0337 379.1682 379.3026 379.4371 379.5715 379.7059 379.8403 379.9747 380.1091 380.2434 380.3778 380.5121 380.6464 380.7807 380.9150 381.0493 381.1836 381.3178 381.4521 381.5863 381.7205 381.8547 381.9889 382.1231 382.2572 382.3914 382.5255 382.6596 382.7937 382.9278 383.0619 383.1960 383.3300 383.4640 383.5981 383.7321 383.8661 384.0001 384.1340 384.2680 384.4019 384.5359 384.6698 384.8037 384.9376 385.0714 385.2053 385.3391 385.4730 385.6068 385.7406 385.8744 386.0082 386.1419 386.2757 386.4094 386.5432 386.6769 386.8106 386.9442 387.0779 387.2116 387.3452 387.4788 387.6125 387.7461 387.8796 388.0132 388.1468 388.2803 388.4139 388.5474 388.6809 388.8144 388.9479 389.0813 389.2148 389.3482 389.4816 389.6150 389.7484 389.8818 390.0152 390.1485 390.2819 390.4152 390.5485 390.6818 390.8151 390.9484 391.0816 391.2149 391.3481 391.4813 391.6145 391.7477 391.8809 392.0141 392.1472 392.2803 392.4135 392.5466 392.6797 392.8127 392.9458 393.0788 393.2119 393.3449 393.4779 393.6109 393.7439 393.8769 394.0098 394.1428 394.2757 394.4086 394.5415 394.6744 394.8072 394.9401 395.0729 395.2058 395.3386 395.4714 395.6042 395.7370 395.8697 396.0025 396.1352 396.2679 396.4006 396.5333 396.6660 396.7986 396.9313 397.0639 397.1965 397.3291 397.4617 397.5943 397.7269 397.8594 397.9920 398.1245 398.2570 398.3895 398.5220 398.6544 398.7869 398.9193 399.0517 399.1842 399.3165 399.4489 399.5813 399.7137 399.8460 399.9783 400.1106 400.2429 400.3752 400.5075 400.6397 400.7720 400.9042 401.0364 401.1686 401.3008 401.4330 401.5651 401.6973 401.8294 401.9615 402.0936 402.2257 402.3578 402.4898 402.6219 402.7539 402.8859 403.0179 403.1499 403.2819 403.4138 403.5458 403.6777 403.8096 403.9415 404.0734 404.2053 404.3372 404.4690 404.6008 404.7327 404.8645 404.9963 405.1280 405.2598 405.3915 405.5233 405.6550 405.7867 405.9184 406.0501 406.1817 406.3134 406.4450 406.5766 406.7082 406.8398 406.9714 407.1030 407.2345 407.3660 407.4976 407.6291 407.7606 407.8920 408.0235 408.1549 408.2864 408.4178 408.5492 408.6806 408.8120 408.9433 409.0747 409.2060 409.3373 409.4686 409.5999 409.7312 409.8625 409.9937 410.1250 410.2562 410.3874 410.5186 410.6498 410.7809 410.9121 411.0432 411.1743 411.3054 411.4365 411.5676 411.6987 411.8297 411.9607 412.0918 412.2228 412.3537 412.4847 412.6157 412.7466 412.8776 413.0085 413.1394 413.2703 413.4012 413.5320 413.6629 413.7937 413.9245 414.0553 414.1861 414.3169 414.4476 414.5784 414.7091 414.8398 414.9705 415.1012 415.2319 415.3625 415.4932 415.6238 415.7544 415.8850 416.0156 416.1462 416.2768 416.4073 416.5378 416.6683 416.7988 416.9293 417.0598 417.1903 417.3207 417.4511 417.5815 417.7119 417.8423 417.9727 418.1030 418.2334 418.3637 418.4940 418.6243 418.7546 418.8849 419.0151 419.1454 419.2756 419.4058 419.5360 419.6662 419.7963 419.9265 420.0566 420.1867 420.3169 420.4469 420.5770 420.7071 420.8371 420.9672 421.0972 421.2272 421.3572 421.4872 421.6171 421.7471 421.8770 422.0069 422.1368 422.2667 422.3966 422.5264 422.6563 422.7861 422.9159 423.0457 423.1755 423.3053 423.4351 423.5648 423.6945 423.8242 423.9539 424.0836 424.2133 424.3429 424.4726 424.6022 424.7318 424.8614 424.9910 425.1206 425.2501 425.3796 425.5092 425.6387 425.7682 425.8976 426.0271 426.1566 426.2860 426.4154 426.5448 426.6742 426.8036 426.9329 427.0623 427.1916 427.3209 427.4502 427.5795 427.7088 427.8380 427.9673 428.0965 428.2257 428.3549 428.4841 428.6133 428.7424 428.8716 429.0007 429.1298 429.2589 429.3880 429.5170 429.6461 429.7751 429.9041 430.0331 430.1621 430.2911 430.4201 430.5490 430.6779 430.8069 430.9358 431.0646 431.1935 431.3224 431.4512 431.5800 431.7089 431.8377 431.9664 432.0952 432.2240 432.3527 432.4814 432.6101 432.7388 432.8675 432.9962 433.1248 433.2534 433.3821 433.5107 433.6392 433.7678 433.8964 434.0249 434.1534 434.2820 434.4105 434.5389 434.6674 434.7959 434.9243 435.0527 435.1811 435.3095 435.4379 435.5663 435.6946 435.8230 435.9513 436.0796 436.2079 436.3361 436.4644 436.5927 436.7209 436.8491 436.9773 437.1055 437.2336 437.3618 437.4899 437.6181 437.7462 437.8743 438.0023 438.1304 438.2585 438.3865 438.5145 438.6425 438.7705 438.8985 439.0264 439.1544 439.2823 439.4102 439.5381 439.6660 439.7939 439.9217 440.0496 440.1774 440.3052 440.4330 440.5608 440.6885 440.8163 440.9440 441.0717 441.1994 441.3271 441.4548 441.5824 441.7101 441.8377 441.9653 442.0929 442.2205 442.3481 442.4756 442.6031 442.7307 442.8582 442.9857 443.1131 443.2406 443.3680 443.4955 443.6229 443.7503 443.8777 444.0050 444.1324 444.2597 444.3870 444.5143 444.6416 444.7689 444.8962 445.0234 445.1506 445.2779 445.4051 445.5322 445.6594 445.7866 445.9137 446.0408 446.1679 446.2950 446.4221 446.5492 446.6762 446.8033 446.9303 447.0573 447.1843 447.3112 447.4382 447.5651 447.6920 447.8190 447.9459 448.0727 448.1996 448.3264 448.4533 448.5801 448.7069 448.8337 448.9605 449.0872 449.2139 449.3407 449.4674 449.5941 449.7208 449.8474 449.9741 450.1007 450.2273 450.3539 450.4805 450.6071 450.7336 450.8602 450.9867 451.1132 451.2397 451.3662 451.4926 451.6191 451.7455 451.8719 451.9983 452.1247 452.2511 452.3775 452.5038 452.6301 452.7564 452.8827 453.0090 453.1353 453.2615 453.3877 453.5140 453.6402 453.7663 453.8925 454.0187 454.1448 454.2709 454.3970 454.5231 454.6492 454.7753 454.9013 455.0273 455.1533 455.2793 455.4053 455.5313 455.6572 455.7832 455.9091 456.0350 456.1609 456.2868 456.4126 456.5385 456.6643 456.7901 456.9159 457.0417 457.1674 457.2932 457.4189 457.5446 457.6703 457.7960 457.9217 458.0473 458.1730 458.2986 458.4242 458.5498 458.6754 458.8009 458.9265 459.0520 459.1775 459.3030 459.4285 459.5540 459.6794 459.8049 459.9303 460.0557 460.1811 460.3064 460.4318 460.5571 460.6825 460.8078 460.9331 461.0583 461.1836 461.3089 461.4341 461.5593 461.6845 461.8097 461.9349 462.0600 462.1851 462.3103 462.4354 462.5605 462.6855 462.8106 462.9356 463.0606 463.1857 463.3106 463.4356 463.5606 463.6855 463.8105 463.9354 464.0603 464.1852 464.3100 464.4349 464.5597 464.6845 464.8093 464.9341 465.0589 465.1836 465.3084 465.4331 465.5578 465.6825 465.8072 465.9318 466.0565 466.1811 466.3057 466.4303 466.5549 466.6795 466.8040 466.9285 467.0531 467.1776 467.3020 467.4265 467.5510 467.6754 467.7998 467.9242 468.0486 468.1730 468.2974 468.4217 468.5460 468.6703 468.7946 468.9189 469.0432 469.1674 469.2916 469.4158 469.5400 469.6642 469.7884 469.9125 470.0367 470.1608 470.2849 470.4090 470.5330 470.6571 470.7811 470.9051 471.0291 471.1531 471.2771 471.4011 471.5250 471.6489 471.7728 471.8967 472.0206 472.1444 472.2683 472.3921 472.5159 472.6397 472.7635 472.8873 473.0110 473.1347 473.2584 473.3821 473.5058 473.6295 473.7531 473.8768 474.0004 474.1240 474.2476 474.3711 474.4947 474.6182 474.7417 474.8652 474.9887 475.1122 475.2357 475.3591 475.4825 475.6059 475.7293 475.8527 475.9760 476.0994 476.2227 476.3460 476.4693 476.5926 476.7158 476.8391 476.9623 477.0855 477.2087 477.3319 477.4551 477.5782 477.7013 477.8244 477.9475 478.0706 478.1937 478.3167 478.4398 478.5628 478.6858 478.8087 478.9317 479.0547 479.1776 479.3005 479.4234 479.5463 479.6692 479.7920 479.9148 480.0377 480.1605 480.2832 480.4060 480.5288 480.6515 480.7742 480.8969 481.0196 481.1423 481.2649 481.3876 481.5102 481.6328 481.7554 481.8780 482.0005 482.1230 482.2456 482.3681 482.4906 482.6130 482.7355 482.8579 482.9804 483.1028 483.2252 483.3475 483.4699 483.5922 483.7145 483.8369 483.9591 484.0814 484.2037 484.3259 484.4481 484.5704 484.6925 484.8147 484.9369 485.0590 485.1811 485.3033 485.4253 485.5474 485.6695 485.7915 485.9135 486.0356 486.1575 486.2795 486.4015 486.5234 486.6454 486.7673 486.8892 487.0110 487.1329 487.2547 487.3766 487.4984 487.6202 487.7419 487.8637 487.9854 488.1072 488.2289 488.3506 488.4723 488.5939 488.7156 488.8372 488.9588 489.0804 489.2020 489.3235 489.4451 489.5666 489.6881 489.8096 489.9311 490.0525 490.1740 490.2954 490.4168 490.5382 490.6596 490.7809 490.9023 491.0236 491.1449 491.2662 491.3875 491.5087 491.6300 491.7512 491.8724 491.9936 492.1148 492.2359 492.3571 492.4782 492.5993 492.7204 492.8415 492.9625 493.0836 493.2046 493.3256 493.4466 493.5676 493.6885 493.8095 493.9304 494.0513 494.1722 494.2931 494.4139 494.5347 494.6556 494.7764 494.8972 495.0179 495.1387 495.2594 495.3801 495.5008 495.6215 495.7422 495.8629 495.9835 496.1041 496.2247 496.3453 496.4659 496.5864 496.7070 496.8275 496.9480 497.0685 497.1889 497.3094 497.4298 497.5502 497.6706 497.7910 497.9114 498.0317 498.1520 498.2724 498.3927 498.5129 498.6332 498.7534 498.8737 498.9939 499.1141 499.2343 499.3544 499.4746 499.5947 499.7148 499.8349 499.9550 500.0750 500.1951 500.3151 500.4351 500.5551 500.6751 500.7950 500.9150 501.0349 501.1548 501.2747 501.3946 501.5144 501.6343 501.7541 501.8739 501.9937 502.1134 502.2332 502.3529 502.4726 502.5923 502.7120 502.8317 502.9514 503.0710 503.1906 503.3102 503.4298 503.5493 503.6689 503.7884 503.9079 504.0274 504.1469 504.2664 504.3858 504.5052 504.6247 504.7440 504.8634 504.9828 505.1021 505.2215 505.3408 505.4600 505.5793 505.6986 505.8178 505.9370 506.0562 506.1754 506.2946 506.4138 506.5329 506.6520 506.7711 506.8902 507.0093 507.1283 507.2473 507.3664 507.4854 507.6043 507.7233 507.8422 507.9612 508.0801 508.1990 508.3179 508.4367 508.5556 508.6744 508.7932 508.9120 509.0308 509.1495 509.2683 509.3870 509.5057 509.6244 509.7430 509.8617 509.9803 510.0990 510.2176 510.3361 510.4547 510.5733 510.6918 510.8103 510.9288 511.0473 511.1657 511.2842 511.4026 511.5210 511.6394 511.7578 511.8762 511.9945 512.1128 512.2311 512.3494 512.4677 512.5859 512.7042 512.8224 512.9406 513.0588 513.1770 513.2951 513.4132 513.5314 513.6495 513.7675 513.8856 514.0037 514.1217 514.2397 514.3577 514.4757 514.5936 514.7116 514.8295 514.9474 515.0653 515.1832 515.3010 515.4189 515.5367 515.6545 515.7723 515.8900 516.0078 516.1255 516.2432 516.3609 516.4786 516.5963 516.7139 516.8315 516.9491 517.0667 517.1843 517.3019 517.4194 517.5369 517.6544 517.7719 517.8894 518.0069 518.1243 518.2417 518.3591 518.4765 518.5939 518.7112 518.8285 518.9458 519.0631 519.1804 519.2977 519.4149 519.5321 519.6494 519.7665 519.8837 520.0009 520.1180 520.2351 520.3522 520.4693 520.5864 520.7034 520.8205 520.9375 521.0545 521.1714 521.2884 521.4053 521.5223 521.6392 521.7561 521.8729 521.9898 522.1066 522.2234 522.3403 522.4570 522.5738 522.6905 522.8073 522.9240 523.0407 523.1574 523.2740 523.3907 523.5073 523.6239 523.7405 523.8571 523.9736 524.0901 524.2067 524.3232 524.4396 524.5561 524.6726 524.7890 524.9054 525.0218 525.1382 525.2545 525.3709 525.4872 525.6035 525.7198 525.8361 525.9523 526.0685 526.1848 526.3009 526.4171 526.5333 526.6494 526.7656 526.8817 526.9978 527.1138 527.2299 527.3459 527.4619 527.5779 527.6939 527.8099 527.9258 528.0418 528.1577 528.2736 528.3894 528.5053 528.6211 528.7370 528.8528 528.9685 529.0843 529.2001 529.3158 529.4315 529.5472 529.6629 529.7785 529.8942 530.0098 530.1254 530.2410 530.3566 530.4721 530.5876 530.7032 530.8186 530.9341 531.0496 531.1650 531.2804 531.3959 531.5112 531.6266 531.7420 531.8573 531.9726 532.0879 532.2032 532.3184 532.4337 532.5489 532.6641 532.7793 532.8945 533.0096 533.1247 533.2399 533.3550 533.4700 533.5851 533.7001 533.8151 533.9302 534.0451 534.1601 534.2751 534.3900 534.5049 534.6198 534.7347 534.8495 534.9644 535.0792 535.1940 535.3088 535.4235 535.5383 535.6530 535.7677 535.8824 535.9971 536.1117 536.2263 536.3410 536.4556 536.5701 536.6847 536.7992 536.9138 537.0283 537.1427 537.2572 537.3717 537.4861 537.6005 537.7149 537.8293 537.9436 538.0579 538.1723 538.2866 538.4008 538.5151 538.6293 538.7436 538.8578 538.9719 539.0861 539.2003 539.3144 539.4285 539.5426 539.6566 539.7707 539.8847 539.9987 540.1127 540.2267 540.3407 540.4546 540.5685 540.6824 540.7963 540.9102 541.0240 541.1378 541.2516 541.3654
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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: Spectrometer control temperature [°C], 999=no temperature signal
Column 71: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 72: Temperature in head sensor [°C], 999=no temperature signal
Column 73: Temperature at electronics board 1 [°C], 999=no temperature signal
Column 74: Temperature at electronics board 2 [°C], 999=no temperature signal
Column 75: Humidity in head sensor [%], -9=no humidity signal
Column 76: Pressure in head sensor [hPa], -9=no pressure signal
Column 77: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 78: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 79: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 80-2127: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2128-4175: 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 4176-6223: 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 20260201T233840.5Z 9528.985191 2 1 48.00 3 4000.000 12 3 0 1 1 0.00 2 0.00 2 -1.00 507 1 11 32 0 17.11 7 0 0 1464 7.616e+02 4.482e+00 7.776e+02 7.061e+00 19 2.397e+02 1.097e+02 -9.326e+00 2.400e+02 3.017e+00 65 2 1 270 3.18e+02 1.402e-19 2.241e-20 2.973e+01 9.302e-02 2.457e+03 3.602e-01 1 0.59 31.21 27.04 20.30 12.31 5.04 1.92 0.68 0 1.881e-02 1774 -9 -9.00 -9.00 -9.00 -9.00 0.00399 5.13454e-03 -4.26830e-05 15.00 17.11 8.69 20.77 20.46 21.6 913.02 1.208e+11 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 -688 62 96 466 -664 -113 -105 -267 264 -1202 -56 -229 -429 -1077 -352 -821 -8 -410 97 -1135 535 190 -109 -92 -1021 -572 -361 -573 -565 -500 -612 -857 -325 -423 -306 -673 -124 -764 -526 -239 -464 -718 -733 -92 -720 -122 197 -711 -429 -139 -648 240 -521 -7 91 570 519 62 32 232 250 705 269 722 568 215 -135 290 508 534 197 470 584 404 557 345 556 135 814 500 681 303 528 473 793 190 431 673 482 520 -59 610 412 1054 467 674 762 732 631 679 973 306 531 492 661 437 108 808 488 485 984 1005 1044 945 610 643 865 1008 1316 695 994 963 999 1027 850 972 529 1190 594 985 800 1206 827 1141 1139 1263 1022 970 1271 1000 1168 1128 1123 1131 892 1161 1243 1094 1463 1212 1185 951 1212 1063 1128 1268 1342 1178 1482 976 1471 1472 1642 1509 1392 1577 1445 1574 1434 1501 1558 1847 1857 1894 1977 1933 1877 1706 2240 2168 1958 2342 2052 2169 2323 2175 2348 2344 2040 2622 2409 2692 2814 2878 2930 2677 3193 2918 3028 2670 3082 3239 3288 2944 2753 3168 2887 2734 3031 3172 3229 3019 3148 3095 3759 4234 4650 4909 5080 4856 4845 4816 5016 4488 4710 4574 4790 3135 4748 5466 5214 5503 5399 5394 5436 5597 5567 6153 6094 6119 6678 6379 5811 5766 5936 5809 6793 6948 7252 7030 6389 5913 5686 5390 5380 5931 6301 6782 7184 7269 8131 8076 8557 9006 9299 8487 8199 7127 7447 6932 7029 7425 7822 8800 9256 8810 8909 8493 8004 8114 8665 9272 9526 10038 10457 10361 11039 11372 10854 10522 9442 8674 8727 9164 9279 10386 10661 10666 10564 10183 10024 9101 8866 8656 8877 9608 9850 10156 10442 10686 11098 11918 12355 12464 12838 12397 12107 11643 11509 11485 11957 13093 13890 14511 16148 16113 16325 16253 16004 16092 16296 16576 16688 16415 15946 15943 16139 16116 15654 15217 15630 15220 15664 15472 15228 15034 15825 17227 18493 19590 19404 19651 20149 20373 20181 19955 19365 17627 17012 16273 16793 17041 17944 17549 17524 17366 17536 18699 18900 18496 17644 17862 18290 18732 18532 18502 18542 18668 18524 18002 17147 16932 17390 17983 18680 19771 19772 20276 19701 19075 19107 19278 19851 21268 21523 20880 18858 15908 15564 15253 16947 18722 19193 17853 16147 15677 15531 16728 18763 19922 20110 19556 18581 18231 18861 20035 21259 21039 21740 20873 20077 19218 19176 19973 21842 23119 24330 24328 23832 22873 21631 21172 20912 21169 21201 20846 20425 19566 20222 21379 22857 23492 22872 22882 21703 21214 22530 23830 24019 23807 23389 22991 22584 21996 20857 18493 16559 15075 15821 16971 18837 20943 21797 23101 23306 23051 23401 23161 22456 20818 19857 20386 21419 22202 23022 23166 24313 24448 24127 23218 21024 19908 19968 20772 22334 23224 22823 22769 22853 23227 23000 22473 21385 20349 20891 21214 21637 22072 23666 25389 27215 27995 27724 27074 27099 26035 25699 24672 23263 23071 23834 25375 26784 27476 25955 24067 21752 20716 20787 22201 24495 26144 26441 26900 27185 27409 28319 28748 28841 28804 29193 28812 29465 30043 30026 29973 29446 28302 27493 27154 27134 27285 27909 28225 28806 28070 25988 24137 22384 21348 20821 21765 22073 24581 25965 25541 24186 21950 19860 18471 18143 17818 18768 19533 21701 25240 26485 28496 29658 30822 31594 32843 32627 31384 29607 28026 26015 25184 24341 24326 24806 25418 27419 28542 27049 25416 24061 24172 25740 28496 31737 33418 34291 33924 30603 27891 25849 25652 27795 29574 31386 33415 33366 32902 31328 29668 27584 27423 27658 29172 31709 34090 35358 36927 37558 37958 38664 38498 37684 37125 36266 36061 35339 35709 35798 36618 37592 37881 36221 34660 33795 32751 33400 34166 34141 33337 32645 32765 35180 37186 38511 38936 38181 38293 39622 40175 40972 40387 37373 34063 31563 30226 31385 33793 37231 40601 42539 43030 41136 36821 31689 28807 28232 31241 34953 36726 37558 36892 35895 34284 29418 25492 23976 24841 28689 33030 35762 35243 33249 30109 26745 25361 25319 28183 32221 37715 41061 41032 38308 35527 33922 34208 35851 36841 35923 35149 36626 36630 38205 40472 42300 43785 44333 45111 45977 47735 48598 49383 47882 45783 42872 39473 38839 38710 38355 38161 37006 34832 33589 34377 36313 39468 43405 44611 44259 43856 43982 44779 44786 42655 39239 36523 35323 34310 33050 33180 32244 30501 29577 28305 26429 26356 27203 26367 25817 25988 25638 25831 25904 26043 28022 31253 35200 38646 40378 40827 39811 39665 40016 39001 38342 37800 35605 32585 31535 32784 35784 39047 41956 42508 40885 38527 35876 34358 35114 37360 39583 40183 39623 37929 35858 36741 37680 37008 36654 36204 35738 39082 41846 44941 46559 47713 47714 48049 48118 47778 46371 45519 44221 44532 45393 48832 51863 53381 54241 54058 53404 52178 50079 46674 45660 44165 43533 42957 40939 36774 31563 26091 21618 18752 17418 18735 22285 27313 32393 36094 38260 40440 42590 44985 47235 50469 52156 52907 53772 54405 53362 53575 53381 50876 46942 42990 37649 32329 28356 24260 21498 21969 26146 30508 36856 42722 47894 52858 57423 59430 60681 61115 60878 61436 63294 64701 65673 67308 68251 68144 67208 66175 66098 67526 69530 71342 70868 68141 66757 66333 67810 70848 72902 73377 73915 73956 73273 73621 74152 74342 74916 74956 74438 75519 76097 75389 73409 70174 67360 66152 68199 72493 75925 77867 78137 77508 73828 68721 65168 64752 66938 71985 76295 76443 75275 73202 71464 70205 70901 71457 70465 68630 67027 66774 68150 71505 73269 72992 72864 72333 72143 70973 70509 70230 72385 75462 77177 77587 77809 78302 80420 82913 83280 83176 81917 79998 77742 75226 72525 68396 65178 62952 63543 67101 72599 76426 78211 78885 80354 81411 84068 85318 85687 84934 83778 83054 82823 83495 84054 83393 83093 82276 81115 79208 77894 78015 78786 81636 84978 87473 87698 85604 82769 80066 79439 81584 83418 85210 84875 83582 82500 81657 80936 80981 82763 84406 87233 88660 89958 89629 88951 87298 86041 84521 82471 80831 79298 79090 80361 81550 82885 83064 83469 83474 83068 81965 81815 81426 82045 84183 87485 87356 86650 84669 81427 78600 77626 78332 80236 82944 85927 88679 90451 90907 91512 91964 91584 89988 88298 87504 87735 89671 91539 90024 86114 79158 72920 72725 75412 81454 87353 89454 88816 85458 83635 82758 83456 85396 87233 89247 90857 89848 88738 86072 83121 82693 83496 84909 86883 87864 86894 85645 83768 82909 83872 88103 91658 93142 91894 86640 83191 77600 75898 75450 78964 83621 86783 88521 88203 87976 87143 86120 85752 83405 81463 79071 79653 80727 81664 82410 81124 76355 71473 66404 62956 62996 63127 63803 62987 61433 60149 60593 63472 69963 77874 86525 94898 101290 104182 101885 97833 90393 83735 80038 80981 86572 92666 98523 100448 101218 99125 96055 90886 83678 77604 74766 77283 82051 88711 94041 96908 98772 97504 94936 92624 92604 93809 96022 98312 100085 101379 102545 104681 105564 106103 105042 103414 102541 100788 99160 97810 96181 95739 96612 98185 99326 96183 91415 85323 81826 83314 85964 91536 94495 96714 97039 97538 99487 100686 102270 102364 102282 100653 97810 94987 94174 94355 96513 99680 104916 107573 108918 107438 105467 104777 105603 109040 111303 111037 111578 109302 109518 109526 110272 110107 110263 108302 107235 105857 105862 107905 109938 111389 111622 110210 109861 110152 111869 113774 114716 114852 113638 112304 109339 105876 102733 102030 101532 102552 103625 105251 107950 110272 111684 112453 112267 112717 113839 115925 118853 120650 121274 120399 118931 115675 112947 112791 114570 117675 119263 119899 117425 116952 116484 117030 116885 117338 118595 119217 120796 122448 123238 124875 126732 128121 128892 128884 128042 128322 127079 125761 124487 123629 123391 123419 124356 124488 123975 123001 120521 118199 114118 111897 111489 110992 112241 113251 113737 116073 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76 73 71 68 439 65 549 62 599 58 552 55 54 1217 523 49 479 592 45 44 43 42 41 40 39 38 37 36 35 35 34 33 32 32 31 374 30 29 28 288 27 27 27 26 26 26 25 24 24 23 23 173 22 22 22 21 21 21 21 215 20 20 20 19 19 19 19 18 223 18 199 18 17 17 118 194 17 17 16 16 162 16 16 16 16 15 15 15 15 15 15 15 14 14 14 14 177 14 14 14 14 13 13 13 13 13 13 13 142 13 13 12 12 88 158 97 136 150 127 127 104 104 12 129 11 131 105 113 11 11 11 143 122 11 132 120 11 139 104 131 10 92 134 115 146 134 136 10 137 104 115 101 131 133 126 128 130 142 139 145 139 144 140 145 142 136 138 147 147 147 150 149 149 150 152 153 150 152 149 150 152 153 154 153 154 155 158 160 161 161 163 162 163 163 163 164 165 166 166 166 163 164 165 168 169 172 173 171 172 175 181 187 192 194 196 197 196 197 198 197 198 199 201 231 209 213 217 218 219 220 219 217 218 249 227 233 237 235 232 232 235 243 252 255 256 252 246 238 232 230 232 243 253 264 272 277 282 288 293 295 295 291 284 275 270 267 274 285 298 311 321 323 316 306 294 292 301 307 310 317 324 334 345 351 350 343 335 326 324 328 334 340 341 336 330 325 318 312 307 306 316 328 339 346 351 357 366 373 377 378 379 374 365 357 351 353 362 376 389 401 416 424 431 433 431 433 437 439 438 432 426 423 422 418 410 401 397 399 404 406 407 414 425 440 457 468 470 472 474 476 475 467 456 439 423 421 421 424 429 425 423 427 434 443 448 445 440 439 442 445 445 442 439 439 437 427 417 412 414 423 432 441 448 454 450 441 441 444 453 466 469 458 436 407 389 393 412 428 429 416 399 388 388 401 421 437 441 433 425 420 427 442 449 451 454 448 437 432 431 438 454 468 474 474 469 461 452 446 444 445 446 440 433 429 431 444 460 467 462 457 451 449 458 467 470 468 464 458 452 449 435 408 388 376 380 395 413 431 446 453 455 459 457 454 448 434 424 427 436 443 451 457 460 464 461 450 432 419 421 430 444 452 448 443 445 450 448 443 434 426 430 433 434 444 456 472 490 496 493 490 486 477 472 465 452 448 457 470 482 485 475 457 438 427 429 444 463 477 483 485 487 491 498 500 498 499 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248 254 259 255 250 248 251 261 272 276 276 272 266 256 248 245 247 257 269 281 290 295 301 308 313 316 317 312 304 294 286 283 288 299 312 326 337 337 330 320 309 307 316 324 328 334 341 350 361 367 364 357 346 336 334 337 344 352 354 350 344 338 330 324 318 316 326 337 347 354 358 362 372 381 383 385 387 382 374 366 361 362 372 386 398 411 424 432 438 439 436 438 441 444 443 437 431 428 428 425 417 409 405 406 411 412 411 417 428 442 459 469 471 474 475 477 477 469 459 442 427 424 425 429 433 430 427 429 436 444 449 445 439 438 441 443 445 441 439 439 436 427 417 413 415 423 432 440 448 453 449 440 439 442 451 464 467 456 433 405 387 390 409 426 427 415 397 386 386 400 419 435 439 431 422 417 424 438 445 448 451 444 434 429 426 434 450 464 471 471 466 458 448 442 440 441 441 436 428 425 426 440 456 461 457 452 446 444 452 463 465 463 458 453 447 444 430 404 383 372 375 390 408 425 440 448 449 453 451 448 442 428 419 421 430 436 445 450 453 458 455 444 426 413 415 425 437 445 441 437 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245 271 256 263 268 264 259 258 260 271 281 285 287 282 276 266 257 254 257 266 279 291 300 305 312 319 324 329 329 325 316 306 298 294 299 311 324 337 350 350 344 332 321 319 328 336 340 347 354 364 374 381 379 370 360 350 347 351 357 366 368 363 359 352 344 338 331 329 339 351 361 368 372 377 387 396 400 401 403 398 390 382 376 377 387 401 414 428 442 450 457 457 455 456 460 463 462 455 450 447 445 443 435 427 423 424 428 430 429 435 447 462 478 489 492 495 496 498 499 489 480 462 446 443 444 448 452 450 446 449 456 464 469 466 459 458 461 464 465 462 459 459 457 448 438 433 434 444 452 461 469 474 470 461 459 462 472 486 489 478 455 425 406 409 429 447 448 434 417 405 405 419 440 456 461 452 443 438 445 460 467 470 474 467 456 450 448 455 472 488 495 495 489 482 472 465 462 463 464 459 451 447 448 463 480 485 481 476 470 467 475 487 490 487 483 477 470 467 454 426 404 392 394 410 429 448 464 471 474 478 475 472 467 453 442 443 454 460 469 474 479 483 480 469 450 436 438 448 461 470 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230 234 232 229 229 232 239 248 251 252 248 242 236 229 227 230 239 248 259 266 271 277 282 285 289 289 285 278 270 265 263 268 279 290 303 314 314 309 300 288 286 293 300 303 309 316 325 336 342 342 336 327 319 317 320 325 332 333 328 322 318 311 306 301 299 309 320 331 338 343 347 356 364 368 368 369 364 356 349 342 344 353 365 378 390 404 412 419 420 420 422 425 427 426 419 415 411 409 407 399 391 387 388 394 395 396 402 414 427 444 454 456 459 460 462 462 454 443 427 412 409 410 413 416 414 411 415 422 430 436 433 427 427 430 432 433 430 426 427 425 416 405 401 402 410 420 427 435 440 437 429 427 431 439 452 455 445 424 397 379 381 400 416 418 404 388 378 377 389 408 424 428 420 412 409 415 429 436 438 441 435 426 420 418 425 440 453 461 459 455 448 439 433 431 432 433 428 420 417 418 431 447 452 448 444 438 435 444 453 456 453 449 445 439 435 423 397 378 367 368 383 400 417 432 438 441 444 443 441 435 421 412 414 423 430 437 442 446 450 447 437 420 407 409 417 430 438 435 430 432 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