File name: Pandora132s1_Berlin_20180923_L1_smca1c17d20171113p1-8.txt
File generation date: 20260714T132801.9Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c17d20171113p1-8
Local principal investigator: Lionel Doppler
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 132
Spectrometer number: 1
Processing software version used: BlickP v1.8.88
Instrument operation file used: Pandora132_OF_v3d20170220.txt
Instrument calibration file used: Pandora132s1_CF_v17d20171113.txt
Level 0 file used: Pandora132s1_Berlin_20180923_L0.txt
Full location name: Institute of Space Sciences FU Berlin
Short location name: Berlin
Country of location: Germany
Location latitude [deg]: 52.4600
Location longitude [deg]: 13.3100
Location altitude [m]: 100
Local noon date: 20180923
Notes on s-number (L1 configuration): Corrections NOT applied although requested by the s-number are latency correction, radiometric temperature correction, matrix method stray light correction (replaced by simple method)
Data caveats: None
Nominal wavelengths [nm]: 270.8048 270.9482 271.0916 271.2350 271.3783 271.5217 271.6650 271.8084 271.9517 272.0950 272.2383 272.3816 272.5249 272.6681 272.8114 272.9547 273.0979 273.2411 273.3843 273.5275 273.6707 273.8139 273.9571 274.1003 274.2434 274.3866 274.5297 274.6728 274.8159 274.9590 275.1021 275.2452 275.3882 275.5313 275.6743 275.8174 275.9604 276.1034 276.2464 276.3894 276.5324 276.6753 276.8183 276.9613 277.1042 277.2471 277.3900 277.5329 277.6758 277.8187 277.9616 278.1044 278.2473 278.3901 278.5330 278.6758 278.8186 278.9614 279.1042 279.2470 279.3897 279.5325 279.6752 279.8179 279.9607 280.1034 280.2461 280.3888 280.5315 280.6741 280.8168 280.9594 281.1021 281.2447 281.3873 281.5299 281.6725 281.8151 281.9577 282.1002 282.2428 282.3853 282.5278 282.6704 282.8129 282.9554 283.0978 283.2403 283.3828 283.5252 283.6677 283.8101 283.9525 284.0949 284.2373 284.3797 284.5221 284.6645 284.8068 284.9492 285.0915 285.2338 285.3762 285.5185 285.6607 285.8030 285.9453 286.0876 286.2298 286.3720 286.5143 286.6565 286.7987 286.9409 287.0831 287.2253 287.3674 287.5096 287.6517 287.7938 287.9360 288.0781 288.2202 288.3623 288.5043 288.6464 288.7885 288.9305 289.0725 289.2146 289.3566 289.4986 289.6406 289.7825 289.9245 290.0665 290.2084 290.3504 290.4923 290.6342 290.7761 290.9180 291.0599 291.2018 291.3436 291.4855 291.6273 291.7691 291.9110 292.0528 292.1946 292.3363 292.4781 292.6199 292.7616 292.9034 293.0451 293.1868 293.3285 293.4702 293.6119 293.7536 293.8953 294.0369 294.1786 294.3202 294.4618 294.6035 294.7451 294.8866 295.0282 295.1698 295.3114 295.4529 295.5944 295.7360 295.8775 296.0190 296.1605 296.3020 296.4434 296.5849 296.7263 296.8678 297.0092 297.1506 297.2920 297.4334 297.5748 297.7162 297.8576 297.9989 298.1403 298.2816 298.4229 298.5642 298.7055 298.8468 298.9881 299.1293 299.2706 299.4118 299.5531 299.6943 299.8355 299.9767 300.1179 300.2591 300.4002 300.5414 300.6825 300.8237 300.9648 301.1059 301.2470 301.3881 301.5292 301.6703 301.8113 301.9524 302.0934 302.2344 302.3754 302.5164 302.6574 302.7984 302.9394 303.0803 303.2213 303.3622 303.5032 303.6441 303.7850 303.9259 304.0668 304.2076 304.3485 304.4893 304.6302 304.7710 304.9118 305.0526 305.1934 305.3342 305.4750 305.6157 305.7565 305.8972 306.0380 306.1787 306.3194 306.4601 306.6008 306.7414 306.8821 307.0228 307.1634 307.3040 307.4446 307.5853 307.7259 307.8664 308.0070 308.1476 308.2881 308.4287 308.5692 308.7097 308.8502 308.9907 309.1312 309.2717 309.4121 309.5526 309.6930 309.8335 309.9739 310.1143 310.2547 310.3951 310.5355 310.6758 310.8162 310.9565 311.0968 311.2372 311.3775 311.5178 311.6581 311.7983 311.9386 312.0789 312.2191 312.3593 312.4995 312.6398 312.7799 312.9201 313.0603 313.2005 313.3406 313.4808 313.6209 313.7610 313.9011 314.0412 314.1813 314.3214 314.4614 314.6015 314.7415 314.8816 315.0216 315.1616 315.3016 315.4416 315.5815 315.7215 315.8614 316.0014 316.1413 316.2812 316.4211 316.5610 316.7009 316.8408 316.9806 317.1205 317.2603 317.4002 317.5400 317.6798 317.8196 317.9594 318.0991 318.2389 318.3786 318.5184 318.6581 318.7978 318.9375 319.0772 319.2169 319.3565 319.4962 319.6358 319.7755 319.9151 320.0547 320.1943 320.3339 320.4735 320.6130 320.7526 320.8921 321.0317 321.1712 321.3107 321.4502 321.5897 321.7292 321.8686 322.0081 322.1475 322.2870 322.4264 322.5658 322.7052 322.8446 322.9839 323.1233 323.2626 323.4020 323.5413 323.6806 323.8199 323.9592 324.0985 324.2378 324.3770 324.5163 324.6555 324.7947 324.9339 325.0731 325.2123 325.3515 325.4907 325.6298 325.7690 325.9081 326.0472 326.1863 326.3254 326.4645 326.6036 326.7426 326.8817 327.0207 327.1598 327.2988 327.4378 327.5768 327.7158 327.8547 327.9937 328.1326 328.2716 328.4105 328.5494 328.6883 328.8272 328.9661 329.1049 329.2438 329.3826 329.5215 329.6603 329.7991 329.9379 330.0767 330.2154 330.3542 330.4930 330.6317 330.7704 330.9091 331.0478 331.1865 331.3252 331.4639 331.6025 331.7412 331.8798 332.0184 332.1570 332.2956 332.4342 332.5728 332.7113 332.8499 332.9884 333.1270 333.2655 333.4040 333.5425 333.6810 333.8194 333.9579 334.0963 334.2348 334.3732 334.5116 334.6500 334.7884 334.9267 335.0651 335.2035 335.3418 335.4801 335.6184 335.7567 335.8950 336.0333 336.1716 336.3098 336.4481 336.5863 336.7245 336.8627 337.0009 337.1391 337.2773 337.4154 337.5536 337.6917 337.8299 337.9680 338.1061 338.2442 338.3822 338.5203 338.6584 338.7964 338.9344 339.0725 339.2105 339.3485 339.4864 339.6244 339.7624 339.9003 340.0382 340.1762 340.3141 340.4520 340.5899 340.7277 340.8656 341.0034 341.1413 341.2791 341.4169 341.5547 341.6925 341.8303 341.9681 342.1058 342.2436 342.3813 342.5190 342.6567 342.7944 342.9321 343.0698 343.2074 343.3451 343.4827 343.6203 343.7579 343.8955 344.0331 344.1707 344.3082 344.4458 344.5833 344.7209 344.8584 344.9959 345.1334 345.2708 345.4083 345.5457 345.6832 345.8206 345.9580 346.0954 346.2328 346.3702 346.5076 346.6449 346.7823 346.9196 347.0569 347.1942 347.3315 347.4688 347.6061 347.7433 347.8806 348.0178 348.1550 348.2922 348.4294 348.5666 348.7038 348.8409 348.9781 349.1152 349.2523 349.3894 349.5265 349.6636 349.8007 349.9378 350.0748 350.2118 350.3489 350.4859 350.6229 350.7599 350.8968 351.0338 351.1707 351.3077 351.4446 351.5815 351.7184 351.8553 351.9922 352.1290 352.2659 352.4027 352.5396 352.6764 352.8132 352.9500 353.0867 353.2235 353.3602 353.4970 353.6337 353.7704 353.9071 354.0438 354.1805 354.3172 354.4538 354.5904 354.7271 354.8637 355.0003 355.1369 355.2734 355.4100 355.5466 355.6831 355.8196 355.9561 356.0926 356.2291 356.3656 356.5021 356.6385 356.7750 356.9114 357.0478 357.1842 357.3206 357.4570 357.5933 357.7297 357.8660 358.0023 358.1387 358.2750 358.4112 358.5475 358.6838 358.8200 358.9563 359.0925 359.2287 359.3649 359.5011 359.6373 359.7734 359.9096 360.0457 360.1818 360.3179 360.4540 360.5901 360.7262 360.8623 360.9983 361.1343 361.2704 361.4064 361.5424 361.6784 361.8143 361.9503 362.0862 362.2222 362.3581 362.4940 362.6299 362.7658 362.9016 363.0375 363.1733 363.3092 363.4450 363.5808 363.7166 363.8524 363.9881 364.1239 364.2596 364.3953 364.5311 364.6668 364.8024 364.9381 365.0738 365.2094 365.3451 365.4807 365.6163 365.7519 365.8875 366.0231 366.1586 366.2942 366.4297 366.5652 366.7007 366.8362 366.9717 367.1072 367.2426 367.3781 367.5135 367.6489 367.7843 367.9197 368.0551 368.1905 368.3258 368.4612 368.5965 368.7318 368.8671 369.0024 369.1377 369.2730 369.4082 369.5434 369.6787 369.8139 369.9491 370.0843 370.2194 370.3546 370.4897 370.6249 370.7600 370.8951 371.0302 371.1653 371.3003 371.4354 371.5704 371.7055 371.8405 371.9755 372.1105 372.2454 372.3804 372.5153 372.6503 372.7852 372.9201 373.0550 373.1899 373.3248 373.4596 373.5945 373.7293 373.8641 373.9989 374.1337 374.2685 374.4032 374.5380 374.6727 374.8075 374.9422 375.0769 375.2116 375.3462 375.4809 375.6155 375.7502 375.8848 376.0194 376.1540 376.2886 376.4231 376.5577 376.6922 376.8268 376.9613 377.0958 377.2303 377.3647 377.4992 377.6336 377.7681 377.9025 378.0369 378.1713 378.3057 378.4400 378.5744 378.7087 378.8431 378.9774 379.1117 379.2460 379.3802 379.5145 379.6487 379.7830 379.9172 380.0514 380.1856 380.3198 380.4539 380.5881 380.7222 380.8563 380.9905 381.1246 381.2586 381.3927 381.5268 381.6608 381.7949 381.9289 382.0629 382.1969 382.3308 382.4648 382.5988 382.7327 382.8666 383.0005 383.1344 383.2683 383.4022 383.5360 383.6699 383.8037 383.9375 384.0713 384.2051 384.3389 384.4727 384.6064 384.7401 384.8739 385.0076 385.1413 385.2749 385.4086 385.5423 385.6759 385.8095 385.9431 386.0767 386.2103 386.3439 386.4774 386.6110 386.7445 386.8780 387.0115 387.1450 387.2785 387.4120 387.5454 387.6789 387.8123 387.9457 388.0791 388.2125 388.3458 388.4792 388.6125 388.7458 388.8792 389.0125 389.1457 389.2790 389.4123 389.5455 389.6787 389.8120 389.9452 390.0783 390.2115 390.3447 390.4778 390.6110 390.7441 390.8772 391.0103 391.1434 391.2764 391.4095 391.5425 391.6755 391.8085 391.9415 392.0745 392.2075 392.3404 392.4734 392.6063 392.7392 392.8721 393.0050 393.1379 393.2707 393.4036 393.5364 393.6692 393.8020 393.9348 394.0676 394.2003 394.3331 394.4658 394.5985 394.7312 394.8639 394.9966 395.1293 395.2619 395.3946 395.5272 395.6598 395.7924 395.9250 396.0575 396.1901 396.3226 396.4551 396.5876 396.7201 396.8526 396.9851 397.1175 397.2500 397.3824 397.5148 397.6472 397.7796 397.9120 398.0443 398.1767 398.3090 398.4413 398.5736 398.7059 398.8382 398.9704 399.1027 399.2349 399.3671 399.4993 399.6315 399.7637 399.8958 400.0280 400.1601 400.2922 400.4243 400.5564 400.6885 400.8205 400.9526 401.0846 401.2166 401.3486 401.4806 401.6126 401.7446 401.8765 402.0084 402.1404 402.2723 402.4041 402.5360 402.6679 402.7997 402.9316 403.0634 403.1952 403.3270 403.4588 403.5905 403.7223 403.8540 403.9857 404.1174 404.2491 404.3808 404.5125 404.6441 404.7757 404.9074 405.0390 405.1706 405.3021 405.4337 405.5653 405.6968 405.8283 405.9598 406.0913 406.2228 406.3542 406.4857 406.6171 406.7486 406.8800 407.0114 407.1427 407.2741 407.4054 407.5368 407.6681 407.7994 407.9307 408.0620 408.1932 408.3245 408.4557 408.5869 408.7181 408.8493 408.9805 409.1117 409.2428 409.3740 409.5051 409.6362 409.7673 409.8983 410.0294 410.1605 410.2915 410.4225 410.5535 410.6845 410.8155 410.9464 411.0774 411.2083 411.3392 411.4701 411.6010 411.7319 411.8628 411.9936 412.1244 412.2553 412.3861 412.5168 412.6476 412.7784 412.9091 413.0398 413.1706 413.3013 413.4319 413.5626 413.6933 413.8239 413.9545 414.0852 414.2158 414.3463 414.4769 414.6075 414.7380 414.8685 414.9990 415.1295 415.2600 415.3905 415.5209 415.6514 415.7818 415.9122 416.0426 416.1730 416.3034 416.4337 416.5640 416.6944 416.8247 416.9550 417.0852 417.2155 417.3458 417.4760 417.6062 417.7364 417.8666 417.9968 418.1269 418.2571 418.3872 418.5173 418.6474 418.7775 418.9076 419.0377 419.1677 419.2977 419.4278 419.5578 419.6877 419.8177 419.9477 420.0776 420.2075 420.3374 420.4673 420.5972 420.7271 420.8569 420.9868 421.1166 421.2464 421.3762 421.5060 421.6357 421.7655 421.8952 422.0250 422.1547 422.2843 422.4140 422.5437 422.6733 422.8030 422.9326 423.0622 423.1918 423.3213 423.4509 423.5804 423.7100 423.8395 423.9690 424.0985 424.2279 424.3574 424.4868 424.6162 424.7457 424.8751 425.0044 425.1338 425.2631 425.3925 425.5218 425.6511 425.7804 425.9097 426.0389 426.1682 426.2974 426.4266 426.5558 426.6850 426.8142 426.9433 427.0725 427.2016 427.3307 427.4598 427.5889 427.7180 427.8470 427.9761 428.1051 428.2341 428.3631 428.4921 428.6210 428.7500 428.8789 429.0078 429.1367 429.2656 429.3945 429.5233 429.6522 429.7810 429.9098 430.0386 430.1674 430.2962 430.4249 430.5537 430.6824 430.8111 430.9398 431.0685 431.1971 431.3258 431.4544 431.5830 431.7116 431.8402 431.9688 432.0973 432.2259 432.3544 432.4829 432.6114 432.7399 432.8684 432.9968 433.1253 433.2537 433.3821 433.5105 433.6389 433.7672 433.8956 434.0239 434.1522 434.2805 434.4088 434.5371 434.6653 434.7936 434.9218 435.0500 435.1782 435.3064 435.4345 435.5627 435.6908 435.8189 435.9471 436.0751 436.2032 436.3313 436.4593 436.5873 436.7154 436.8434 436.9713 437.0993 437.2273 437.3552 437.4831 437.6110 437.7389 437.8668 437.9947 438.1225 438.2503 438.3782 438.5060 438.6337 438.7615 438.8893 439.0170 439.1447 439.2725 439.4001 439.5278 439.6555 439.7831 439.9108 440.0384 440.1660 440.2936 440.4212 440.5487 440.6763 440.8038 440.9313 441.0588 441.1863 441.3137 441.4412 441.5686 441.6960 441.8234 441.9508 442.0782 442.2056 442.3329 442.4602 442.5876 442.7149 442.8421 442.9694 443.0967 443.2239 443.3511 443.4783 443.6055 443.7327 443.8598 443.9870 444.1141 444.2412 444.3683 444.4954 444.6225 444.7495 444.8766 445.0036 445.1306 445.2576 445.3846 445.5115 445.6385 445.7654 445.8923 446.0192 446.1461 446.2730 446.3998 446.5266 446.6535 446.7803 446.9071 447.0338 447.1606 447.2873 447.4141 447.5408 447.6675 447.7942 447.9208 448.0475 448.1741 448.3007 448.4273 448.5539 448.6805 448.8071 448.9336 449.0601 449.1866 449.3131 449.4396 449.5661 449.6925 449.8190 449.9454 450.0718 450.1982 450.3246 450.4509 450.5773 450.7036 450.8299 450.9562 451.0825 451.2087 451.3350 451.4612 451.5874 451.7136 451.8398 451.9660 452.0922 452.2183 452.3444 452.4705 452.5966 452.7227 452.8488 452.9748 453.1008 453.2269 453.3529 453.4788 453.6048 453.7308 453.8567 453.9826 454.1085 454.2344 454.3603 454.4861 454.6120 454.7378 454.8636 454.9894 455.1152 455.2410 455.3667 455.4925 455.6182 455.7439 455.8696 455.9952 456.1209 456.2465 456.3722 456.4978 456.6234 456.7489 456.8745 457.0001 457.1256 457.2511 457.3766 457.5021 457.6276 457.7530 457.8784 458.0039 458.1293 458.2547 458.3800 458.5054 458.6307 458.7561 458.8814 459.0067 459.1320 459.2572 459.3825 459.5077 459.6329 459.7581 459.8833 460.0085 460.1336 460.2588 460.3839 460.5090 460.6341 460.7592 460.8842 461.0093 461.1343 461.2593 461.3843 461.5093 461.6343 461.7592 461.8841 462.0091 462.1340 462.2588 462.3837 462.5086 462.6334 462.7582 462.8830 463.0078 463.1326 463.2574 463.3821 463.5068 463.6316 463.7562 463.8809 464.0056 464.1302 464.2549 464.3795 464.5041 464.6287 464.7533 464.8778 465.0023 465.1269 465.2514 465.3759 465.5003 465.6248 465.7492 465.8737 465.9981 466.1225 466.2469 466.3712 466.4956 466.6199 466.7442 466.8685 466.9928 467.1171 467.2413 467.3656 467.4898 467.6140 467.7382 467.8623 467.9865 468.1106 468.2348 468.3589 468.4830 468.6070 468.7311 468.8551 468.9792 469.1032 469.2272 469.3512 469.4751 469.5991 469.7230 469.8469 469.9708 470.0947 470.2186 470.3424 470.4663 470.5901 470.7139 470.8377 470.9615 471.0852 471.2090 471.3327 471.4564 471.5801 471.7038 471.8274 471.9511 472.0747 472.1983 472.3219 472.4455 472.5691 472.6926 472.8162 472.9397 473.0632 473.1867 473.3101 473.4336 473.5570 473.6804 473.8038 473.9272 474.0506 474.1740 474.2973 474.4206 474.5439 474.6672 474.7905 474.9138 475.0370 475.1602 475.2835 475.4066 475.5298 475.6530 475.7761 475.8993 476.0224 476.1455 476.2686 476.3916 476.5147 476.6377 476.7607 476.8837 477.0067 477.1297 477.2527 477.3756 477.4985 477.6214 477.7443 477.8672 477.9900 478.1129 478.2357 478.3585 478.4813 478.6041 478.7268 478.8496 478.9723 479.0950 479.2177 479.3404 479.4631 479.5857 479.7083 479.8309 479.9535 480.0761 480.1987 480.3212 480.4438 480.5663 480.6888 480.8113 480.9337 481.0562 481.1786 481.3010 481.4234 481.5458 481.6682 481.7906 481.9129 482.0352 482.1575 482.2798 482.4021 482.5243 482.6466 482.7688 482.8910 483.0132 483.1354 483.2575 483.3797 483.5018 483.6239 483.7460 483.8681 483.9901 484.1122 484.2342 484.3562 484.4782 484.6002 484.7222 484.8441 484.9660 485.0880 485.2099 485.3317 485.4536 485.5754 485.6973 485.8191 485.9409 486.0627 486.1844 486.3062 486.4279 486.5496 486.6713 486.7930 486.9147 487.0363 487.1580 487.2796 487.4012 487.5228 487.6444 487.7659 487.8874 488.0090 488.1305 488.2520 488.3734 488.4949 488.6163 488.7377 488.8591 488.9805 489.1019 489.2233 489.3446 489.4659 489.5872 489.7085 489.8298 489.9510 490.0723 490.1935 490.3147 490.4359 490.5571 490.6782 490.7994 490.9205 491.0416 491.1627 491.2838 491.4048 491.5259 491.6469 491.7679 491.8889 492.0099 492.1308 492.2518 492.3727 492.4936 492.6145 492.7354 492.8562 492.9771 493.0979 493.2187 493.3395 493.4603 493.5811 493.7018 493.8225 493.9432 494.0639 494.1846 494.3053 494.4259 494.5465 494.6671 494.7877 494.9083 495.0289 495.1494 495.2700 495.3905 495.5110 495.6314 495.7519 495.8723 495.9928 496.1132 496.2336 496.3539 496.4743 496.5947 496.7150 496.8353 496.9556 497.0759 497.1961 497.3164 497.4366 497.5568 497.6770 497.7972 497.9173 498.0375 498.1576 498.2777 498.3978 498.5179 498.6379 498.7580 498.8780 498.9980 499.1180 499.2380 499.3579 499.4779 499.5978 499.7177 499.8376 499.9575 500.0774 500.1972 500.3170 500.4368 500.5566 500.6764 500.7961 500.9159 501.0356 501.1553 501.2750 501.3947 501.5143 501.6340 501.7536 501.8732 501.9928 502.1124 502.2319 502.3515 502.4710 502.5905 502.7100 502.8294 502.9489 503.0683 503.1878 503.3072 503.4265 503.5459 503.6653 503.7846 503.9039 504.0232 504.1425 504.2618 504.3810 504.5003 504.6195 504.7387 504.8579 504.9770 505.0962 505.2153 505.3344 505.4535 505.5726 505.6917 505.8107 505.9297 506.0487 506.1677 506.2867 506.4057 506.5246 506.6436 506.7625 506.8814 507.0002 507.1191 507.2379 507.3568 507.4756 507.5944 507.7131 507.8319 507.9506 508.0694 508.1881 508.3067 508.4254 508.5441 508.6627 508.7813 508.8999 509.0185 509.1371 509.2556 509.3742 509.4927 509.6112 509.7297 509.8481 509.9666 510.0850 510.2034 510.3218 510.4402 510.5586 510.6769 510.7952 510.9136 511.0318 511.1501 511.2684 511.3866 511.5049 511.6231 511.7412 511.8594 511.9776 512.0957 512.2138 512.3319 512.4500 512.5681 512.6862 512.8042 512.9222 513.0402 513.1582 513.2762 513.3941 513.5120 513.6299 513.7478 513.8657 513.9836 514.1014 514.2193 514.3371 514.4549 514.5726 514.6904 514.8081 514.9259 515.0436 515.1612 515.2789 515.3966 515.5142 515.6318 515.7494 515.8670 515.9846 516.1021 516.2197 516.3372 516.4547 516.5721 516.6896 516.8071 516.9245 517.0419 517.1593 517.2767 517.3940 517.5114 517.6287 517.7460 517.8633 517.9805 518.0978 518.2150 518.3322 518.4494 518.5666 518.6838 518.8009 518.9181 519.0352 519.1523 519.2693 519.3864 519.5034 519.6205 519.7375 519.8544 519.9714 520.0884 520.2053 520.3222 520.4391 520.5560 520.6729 520.7897 520.9065 521.0234 521.1402 521.2569 521.3737 521.4904 521.6072 521.7239 521.8405 521.9572 522.0739 522.1905 522.3071 522.4237 522.5403 522.6569 522.7734 522.8899 523.0064 523.1229 523.2394 523.3559 523.4723 523.5887 523.7051 523.8215 523.9379 524.0542 524.1706 524.2869 524.4032 524.5195 524.6357 524.7520 524.8682 524.9844 525.1006 525.2168 525.3329 525.4490 525.5652 525.6813 525.7973 525.9134 526.0294 526.1455 526.2615 526.3775 526.4934 526.6094 526.7253 526.8413 526.9572 527.0730 527.1889 527.3048 527.4206 527.5364 527.6522 527.7680 527.8837 527.9995 528.1152 528.2309 528.3466 528.4622 528.5779 528.6935 528.8091 528.9247 529.0403 529.1559 529.2714 529.3869 529.5024 529.6179 529.7334 529.8488 529.9643 530.0797 530.1951 530.3105 530.4258 530.5412 530.6565 530.7718 530.8871 531.0023 531.1176 531.2328 531.3480 531.4632 531.5784 531.6936 531.8087 531.9238 532.0389 532.1540 532.2691 532.3841 532.4991 532.6142 532.7291 532.8441 532.9591 533.0740 533.1889 533.3038 533.4187 533.5336 533.6484 533.7633 533.8781 533.9929 534.1076 534.2224 534.3371 534.4518 534.5665 534.6812 534.7959 534.9105 535.0251 535.1397 535.2543 535.3689 535.4834 535.5980 535.7125 535.8270 535.9415 536.0559 536.1704 536.2848 536.3992 536.5136 536.6279 536.7423 536.8566 536.9709 537.0852 537.1995 537.3137
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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: Spectrometer control temperature [°C], 999=no temperature signal
Column 73: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 74: Temperature at electronics board 1 [°C], 999=no temperature signal
Column 75: Temperature at electronics board 2 [°C], 999=no temperature 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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MO 20180922T232401.0Z 6839.975012 2 1 48.01 3 4000.000 12 3 0 1 1 0.00 2 0.00 2 -1.00 347 1 11 32 0 16.34 924 0 0 264 6.515e+02 4.262e+00 6.683e+02 7.995e+00 21 3.701e+02 1.919e+02 -3.634e+00 3.705e+02 3.405e+00 92 0 0 618 8.88e+02 3.212e-32 1.225e-32 4.639e+01 2.209e-01 2.095e+03 3.769e-01 -1.980e+01 9.801e-01 1 28.21 -3.00 -3.00 34.87 -1.00 23.33 -3.00 -3.00 15 -9.000e+00 1733 -9 -9.00 -9.00 -9.00 -9.00 -0.01066 0.00000e+00 0.00000e+00 15.02 16.34 20.67 20.96 1.929e+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 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -153 -116 -11 -207 58 -67 -54 -94 -68 -146 114 -54 -303 40 -113 130 -128 111 -58 -41 -228 -46 -95 -169 -34 -31 68 -315 -116 -34 -21 -214 36 -18 -120 -19 -85 -55 -230 -115 44 -105 -121 -153 215 -70 -7 70 -107 47 -137 -55 -111 23 40 82 -35 -35 -9 -106 43 -95 70 40 -10 40 -76 101 73 0 -145 68 -238 -108 176 46 -75 0 60 -85 33 -246 89 -76 40 -27 -33 53 -12 157 -140 -135 20 7 -178 -50 35 -61 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75 27 3 -10 39 -21 3 56 4 29 -5 31 -14 94 81 54 0 47 58 49 -3 27 63 89 -21 -21 -41 3 -22 22 45 -6 -37 34 -49 22 -48 -41 -21 51 -13 -59 58 -19 23 14 23 -56 62 86 -14 6 -92 -32 -8 -27 22 -21 25 -64 37 17 49 -20 27 -31 26 -16 -52 99 113 37 13 28 69 -40 10 -32 23 36 2 40 1 40 43 45 30 67 10 109 27 6 -19 -35 76 -27 58 48 18 1 -32 -35 -46 -31 -8 -5 -46 -6 22 44 51 -15 64 25 46 -30 16 37 63 41 15 68 7 22 33 13 -11 37 53 -42 9 -37 9 -84 53 -4 13 102 -52 52 -25 37 16 66 -78 -39 76 75 36 26 94 -5 9 78 49 0 -16 19 -36 33 9 110 107 39 26 35 140 28 72 30 39 -39 71 0 -21 59 106 57 2 53 -32 5 11 48 108 58 60 6 89 33 117 31 2 36 23 24 -10 -1 -14 5 13 53 56 8 25 49 32 24 8 52 57 47 17 87 36 37 -6 -13 48 44 9 -18 44 64 119 14 67 30 79 -13 -55 105 39 79 72 6 1 70 21 11 -8 -8 -16 -16 80 38 24 74 20 77 -78 55 110 66 27 54 1 38 8 -49 6 21 62 19 43 50 5 -19 -18 -19 1 56 12 11 23 7 2 -34 35 12 93 31 -12 -43 -35 70 -14 37 -5 20 -8 26 -13 15 41 20 9 0 56 50 65 48 7 -29 69 85 30 -87 62 42 69 74 44 0 50 6 97 57 99 32 38 39 5 31 -16 -11 -17 -13 94 -20 37 72 67 42 72 -33 86 43 -9 69 104 78 38 20 36 24 78 -8 -34 1 37 11 53 17 93 27 97 29 44 41 81 59 24 -44 -18 22 -5 47 21 50 79 -32 35 42 99 48 64 27 92 -1 93 100 87 35 26 75 80 115 10 23 90 17 28 80 1 46 6 93 -15 80 -56 145 -14 29 72 76 109 30 71 23 -21 -1 -60 44 79 19 -70 29 5 67 13 26 23 121 -50 -2 30 -7 8 57 57 40 30 96 25 66 61 122 13 48 17 88 39 -39 28 47 17 110 66 38 78 36 8 80 -45 64 24 123 105 83 -5 57 72 9 141 98 85 90 73 -15 28 16 60 51 43 108 6 41 -20 72 21 9 16 135 72 25 79 46 32 -7 7 69 20 43 52 7 -39 86 1 6 84 68 44 33 34 24 85 68 29 -16 60 54 24 96 -5 58 51 63 140 84 45 55 45 18 25 8 5 11 20 72 13 55 -9 75 8 28 73 52 81 41 86 -9 118 11 71 46 31 38 -27 104 -35 107 126 101 11 40 -3 26 67 40 66 35 -39 129 21 -23 18 42 -34 152 -3 2 22 30 -51 -57 23 -15 85 -38 116 81 -13 48 1 82 -72 120 22 14 -14 58 59 -22 90 -10 38 -33 69 89 -41 34 0 53 18 91 77 48 -5 77 59 5 -7 29 -7 106 75 37 10 75 22 24 39 134 63 31 49 -16 56 -6 60 12 76 33 60 79 -4 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13.11 12.24 19.41 14.20 17.54 14.94 26.83 11.12 19.28 29.99 9.63 21.20 11.63 22.65 19.60 20.49 23.32 19.52 18.73 21.91 29.91 19.46 29.67 15.29 23.13 13.16 11.25 27.18 18.03 33.19 10.26 30.61 23.13 20.94 15.85 25.22 25.46 11.64 24.24 8.73 33.44 21.36 25.25 11.55 13.01 22.73 14.87 27.49 18.70 27.33 16.16 25.00 30.77 23.89 22.12 18.61 12.67 24.58 35.58 8.42 23.16 23.28 29.59 14.71 14.38 29.88 25.28 24.36 19.54 16.67 10.84 14.58 23.46 17.12 23.30 16.59 37.15 15.21 24.84 20.72 15.06 19.20 14.69 12.13 20.45 21.32 21.86 23.02 22.88 21.87 23.48 14.57 22.06 15.39 25.73 9.70 26.03 22.26 28.87 25.70 26.13 33.07 32.66 33.67 26.72 36.42 25.95 20.23 20.92 19.09 17.73 25.36 30.68 20.67 36.56 26.84 33.14 24.17 22.44 33.45 26.57 28.78 25.57 29.41 23.63 23.84 31.46 30.45 32.06 34.23 33.13 29.73 30.53 28.01 38.44 26.06 28.83 30.34 22.44 26.68 24.54 32.01 32.19 28.81 30.53 26.26 31.44 27.93 34.35 34.99 37.35 36.21 35.63 36.46 36.23 34.58 28.17 32.90 21.25 35.13 30.33 40.90 30.52 36.22 34.56 32.79 33.06 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89.76 89.95 90.41 90.03 89.95 90.36 89.94 89.05 88.62 87.69 87.72 87.29 87.68 86.59 86.97 84.71 84.59 83.69 83.82 86.18 84.91 84.43 83.93 84.30 83.78 85.91 83.97 83.80 86.00 87.70 88.56 89.41 89.94 89.57 89.53 89.55 90.07 89.65 89.59 89.20 88.50 87.87 87.27 88.51 89.85 90.13 91.18 90.15 90.62 89.43 88.92 88.56 90.14 89.96 90.56 90.81 89.55 89.20 89.67 90.49 89.68 89.69 89.31 89.52 89.85 90.57 91.01 91.18 92.33 92.00 92.31 92.14 91.93 92.03 91.63 91.99 91.63 91.67 92.01 92.52 93.07 93.24 92.89 93.20 92.82 93.09 92.82 92.19 92.11 92.07 91.86 91.49 91.11 89.92 86.63 85.89 83.40 80.84 80.53 83.26 85.04 87.55 89.78 90.87 91.37 91.24 91.67 92.20 92.78 93.33 93.13 93.31 93.67 93.54 93.73 93.62 93.19 92.97 92.09 91.33 90.50 89.18 87.65 84.01 84.39 84.82 88.62 90.07 91.51 92.53 93.60 93.80 94.26 94.53 94.51 94.54 94.56 94.72 94.67 94.87 94.96 95.10 95.15 94.97 95.02 94.99 94.86 95.20 95.25 95.41 95.03 95.15 94.91 95.35 95.31 95.30 95.43 95.57 95.57 95.56 95.63 95.65 95.74 95.61 95.63 95.77 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19.75 13.62 33.26 16.99 35.45 22.14 33.85 26.43 33.30 15.26 16.71 29.59 29.99 36.97 29.59 31.75 25.29 29.94 28.28 31.55 17.04 34.77 37.19 27.68 43.45 32.33 32.10 22.79 28.36 32.28 27.62 38.85 35.41 40.07 30.11 32.37 23.69 27.32 40.98 37.62 37.09 30.01 37.84 35.91 40.58 40.24 31.00 37.85 35.07 34.26 27.49 39.84 35.93 36.19 37.85 44.46 37.30 29.04 37.25 31.58 42.02 33.64 46.46 39.44 33.23 42.86 39.76 43.26 43.46 44.38 38.85 41.39 42.30 41.47 38.60 34.19 39.78 40.53 41.96 42.25 43.37 40.71 43.20 36.58 35.77 43.62 34.12 41.57 40.45 48.27 44.56 46.36 43.61 42.85 32.11 47.85 51.04 47.37 49.04 43.61 48.87 47.12 43.03 45.64 45.18 45.18 47.34 50.83 43.01 52.50 48.63 43.79 49.65 41.93 43.79 49.93 53.40 50.88 52.58 40.02 45.12 48.91 52.22 49.45 46.38 51.33 49.03 51.43 48.54 53.64 46.21 45.77 53.36 41.92 54.95 51.56 58.43 50.53 57.30 56.79 52.41 61.83 54.62 61.20 53.39 61.02 51.55 53.20 51.06 55.67 59.34 52.22 59.28 51.72 58.87 50.56 53.98 55.62 54.56 55.27 57.98 61.41 57.25 58.90 52.67 62.72 56.14 62.07 55.86 57.62 60.10 59.80 63.58 59.23 62.99 61.36 62.53 63.19 60.42 60.50 60.09 63.69 63.46 63.68 63.77 61.91 62.50 60.08 62.71 65.50 65.30 61.80 69.71 64.92 64.54 62.78 59.55 62.59 59.58 64.61 62.44 66.49 61.13 69.45 68.91 68.00 66.34 65.95 68.46 66.27 66.06 65.57 64.58 67.33 65.92 65.74 66.98 68.05 66.06 72.35 66.57 65.25 63.64 65.71 69.22 66.05 69.23 65.36 72.27 70.11 70.66 70.36 67.05 68.78 63.86 66.21 63.57 72.18 67.13 74.82 68.93 67.01 65.99 64.42 68.40 66.59 67.81 66.15 70.26 72.03 68.37 69.83 66.13 71.45 66.64 73.05 73.52 72.25 70.52 73.23 71.17 70.22 70.99 72.26 74.87 70.26 76.67 75.80 74.92 75.24 74.77 77.03 73.84 76.42 73.44 75.94 77.08 74.73 74.83 76.89 77.79 76.08 75.34 71.36 76.04 76.41 76.66 76.47 75.85 75.86 77.19 81.51 77.31 79.93 78.57 77.58 77.77 79.27 80.78 77.36 75.89 75.97 77.99 77.79 77.55 77.50 78.54 77.88 77.93 77.55 77.74 80.37 78.69 79.01 78.86 78.39 80.27 81.16 78.70 78.78 80.61 78.26 79.78 78.06 78.57 79.86 79.88 81.02 80.53 81.30 80.51 80.76 79.46 80.14 81.36 81.97 83.10 83.41 82.38 78.59 79.41 77.57 78.52 79.96 81.15 82.20 79.15 80.06 77.69 79.41 79.50 81.59 81.59 83.27 82.19 81.68 81.66 81.56 83.85 84.00 83.70 84.68 84.06 83.64 81.75 84.17 82.66 84.96 85.10 86.16 85.76 85.12 85.68 85.15 85.13 84.64 85.12 86.05 85.03 83.91 84.32 84.01 85.45 86.83 86.65 86.81 85.52 87.10 86.38 87.61 87.88 87.54 88.32 87.58 88.52 86.99 87.15 86.15 84.91 84.86 82.87 84.29 84.05 86.40 87.73 87.77 87.73 88.27 89.10 88.81 88.70 88.05 88.30 87.95 88.20 88.40 88.51 89.23 89.24 90.33 89.93 89.72 89.60 89.08 88.88 88.82 88.65 89.67 90.29 90.11 90.43 89.68 90.18 90.07 89.87 90.35 89.72 89.42 89.81 90.84 89.89 90.91 91.48 92.20 92.58 92.89 92.36 92.57 92.94 92.37 91.96 91.94 91.10 92.02 92.11 92.86 92.73 92.57 92.31 91.96 90.56 91.30 92.24 92.41 93.09 93.30 93.61 93.41 93.52 93.62 94.19 94.18 93.99 94.29 94.35 94.47 94.25 94.63 94.62 94.79 94.50 94.58 93.96 94.13 94.22 94.31 94.76 94.59 94.85 94.28 93.92 93.37 93.19 93.11 92.90 93.71 93.78 94.84 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818 830 910 875 834 862 941 973 962 902 906 832 626 716 833 802 894 844 952 971 1023 848 763 719 730 804 750 839 848 895 896 766 717 617 581 563 645 646 817 791 748 656 669 606 539 640 707 794 920 940 929 840 905 739 927 852 756 846 849 808 885 905 928 970 985 1014 1069 1033 1137 1129 1173 1066 1023 841 879 889 892 810 836 856 718 794 745 836 904 984 1012 1002 975 970 1014 971 923 791 770 865 692 688 731 726 673 672 655 494 508 583 562 558 562 475 619 568 617 664 755 852 822 861 928 925 828 848 854 848 794 772 722 695 794 826 894 990 904 844 747 808 737 831 862 880 883 845 762 809 878 826 790 826 741 848 914 914 928 1019 1002 1051 1034 1098 1010 936 926 944 946 1003 1121 1180 1191 1103 1134 1166 1116 1035 946 952 930 869 865 766 726 604 490 413 393 422 481 512 587 698 836 852 858 926 979 1028 1069 1077 1125 1138 1111 1060 1050 993 998 938 850 712 665 546 447 471 486 564 727 840 911 999 1133 1213 1216 1249 1260 1215 1276 1324 1393 1338 1439 1451 1413 1397 1386 1369 1396 1435 1481 1450 1415 1377 1389 1428 1470 1475 1529 1540 1473 1500 1476 1506 1554 1578 1556 1576 1560 1562 1580 1482 1446 1404 1407 1401 1484 1593 1583 1597 1513 1426 1367 1342 1315 1431 1481 1549 1507 1497 1488 1421 1420 1425 1455 1399 1389 1415 1369 1382 1468 1527 1514 1447 1506 1504 1433 1405 1408 1434 1535 1547 1542 1523 1567 1541 1637 1620 1606 1632 1587 1500 1424 1375 1341 1222 1248 1251 1352 1411 1530 1534 1539 1602 1603 1625 1670 1672 1653 1623 1606 1655 1652 1642 1662 1604 1528 1589 1562 1476 1481 1510 1568 1652 1653 1655 1645 1617 1522 1550 1620 1555 1640 1573 1601 1588 1541 1523 1621 1594 1635 1688 1731 1756 1734 1748 1662 1625 1619 1569 1523 1464 1524 1516 1583 1599 1567 1577 1589 1535 1558 1532 1519 1537 1583 1636 1669 1613 1529 1489 1513 1447 1465 1511 1571 1597 1638 1707 1690 1649 1683 1641 1668 1617 1604 1608 1673 1660 1615 1565 1489 1349 1330 1400 1561 1584 1639 1569 1521 1521 1465 1510 1557 1575 1528 1629 1646 1532 1519 1498 1486 1503 1509 1583 1629 1607 1913 1572 1539 1584 1648 1697 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34 31 34 34 35 31 32 33 34 32 32 32 36 32 34 32 36 33 36 33 33 37 38 33 33 37 37 36 36 34 37 38 38 36 38 34 38 38 39 39 35 39 35 37 39 35 38 39 40 36 40 37 39 39 40 36 40 41 40 41 38 39 37 40 37 41 39 42 40 42 37 41 43 37 42 41 42 42 38 42 41 42 38 41 44 41 43 43 43 39 39 39 43 39 40 43 43 42 43 44 41 44 43 39 39 45 44 43 42 39 43 39 44 45 44 41 44 42 43 42 40 42 44 44 44 44 44 40 45 43 43 44 43 44 40 44 45 39 44 44 41 44 42 44 44 39 45 43 43 39 43 43 39 44 43 44 43 43 39 39 43 38 43 43 43 40 43 43 38 43 41 42 40 43 39 42 41 42 42 40 43 42 42 41 40 39 42 37 38 40 41 39 42 37 40 41 41 39 39 39 36 39 39 38 37 38 40 41 35 40 38 35 39 38 39 38 38 39 38 39 39 37 36 38 37 37 36 38 37 38 36 38 37 37 38 37 35 36 35 32 36 32 36 37 35 36 34 39 36 36 36 33 35 35 35 35 36 34 35 34 35 34 34 32 33 34 34 34 34 33 33 33 33 32 33 33 31 32 32 33 32 32 32 32 32 32 32 32 31 31 31 31 32 31 31 30 31 31 30 31 30 30 30 30 29 29 30 43 28 30 28 29 29 29 28 29 27 28 25 28 27 28 28 28 27 28 28 28 27 28 27 27 26 27 26 27 26 27 26 26 26 26 26 26 25 26 25 25 25 25 25 25 25 24 23 25 24 25 24 24 24 24 24 24 24 24 24 24 23 24 24 24 23 23 23 23 23 23 23 23 22 23 23 22 22 22 22 22 22 21 22 22 21 21 21 21 21 21 21 21 21 21 21 21 20 19 20 20 20 20 20 20 20 20 20 20 19 19 19 19 19 19 19 19 19 18 18 18 18 18 18 18 18 18 18 18 18 17 18 18 18 18 18 18 18 18 17 18 17 17 17 17 17 17 17 17 17 17 17 17 17 17 17 17 17 17 16 16 16 16 16 16 16 16 16 16 16 16 16 16 16 16 16 16 15 15 15 15 15 15 15 15 15 15 15 15 14 14 15 14 14 14 14 15 14 14 14 14 15 14 14 15 15 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 13 14 14 14 13 14 13 14 14 13 14 14 14 14 14 14 13 13 13 13 13 13 13 14 14 13 13 13 13 13 13 13 13 13 13 13 13 12 12 12 12 12 12 12 12 12 13 13 13 13 13 13 13 13 13 13 13 12 13 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 11 11 11 12 12 12 12 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838 839 811 761 841 790 829 865 876 797 833 841 807 902 885 878 890 882 850 908 806 808 825 798 779 839 883 897 873 857 777 794 784 739 834 809 907 830 896 832 798 783 771 801 812 796 812 742 809 824 891 888 783 872 902 800 847 792 813 874 868 886 891 912 809 954 880 882 976 942 814 791 757 760 749 694 683 761 764 885 855 873 926 912 882 965 937 943 900 875 952 889 977 962 967 907 944 914 850 876 851 895 956 953 942 933 944 872 868 926 855 929 862 869 940 840 801 945 918 909 931 1006 958 1007 989 939 979 945 914 869 793 871 868 929 952 901 889 945 845 900 844 874 822 911 913 963 898 855 839 886 849 819 853 901 927 930 998 978 886 982 855 984 911 913 916 954 953 853 899 832 802 771 800 895 870 931 827 856 880 818 866 903 891 860 929 949 864 857 888 831 819 799 932 935 898 1461 904 870 914 973 949 1013 1042 928 831 743 717 797 828 868 876 909 888 885 841 833 806 866 783 774 852 810 872 805 845 724 720 622 621 606 709 625 594 625 585 569 629 696 703 849 974 1040 1048 1016 976 918 807 767 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