File name: Pandora118s1_Cabauw_20220118_L1_smca1c7d20210820p1-8.txt
File generation date: 20241001T102958.7Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c7d20210820p1-8
Local principal investigator: Ankie Piters
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 118
Spectrometer number: 1
Processing software version used: BlickP v1.8.60
Instrument operation file used: Pandora118_OF_v3d20200505.txt
Instrument calibration file used: Pandora118s1_CF_v7d20210820.txt
Level 0 file used: Pandora118s1_Cabauw_20220118_L0.txt
Full location name: Cabauw
Short location name: Cabauw
Country of location: Netherlands
Location latitude [deg]: 51.9704
Location longitude [deg]: 4.9262
Location altitude [m]: 0
Local noon date: 20220118
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: newDate as OF is out there
Nominal wavelengths [nm]: 271.9324 272.0760 272.2195 272.3631 272.5066 272.6501 272.7936 272.9371 273.0806 273.2241 273.3676 273.5110 273.6545 273.7979 273.9414 274.0848 274.2282 274.3716 274.5150 274.6584 274.8018 274.9451 275.0885 275.2318 275.3752 275.5185 275.6618 275.8051 275.9484 276.0917 276.2350 276.3782 276.5215 276.6647 276.8080 276.9512 277.0944 277.2376 277.3808 277.5240 277.6671 277.8103 277.9535 278.0966 278.2397 278.3828 278.5260 278.6691 278.8122 278.9552 279.0983 279.2414 279.3844 279.5274 279.6705 279.8135 279.9565 280.0995 280.2425 280.3855 280.5284 280.6714 280.8143 280.9573 281.1002 281.2431 281.3860 281.5289 281.6718 281.8147 281.9575 282.1004 282.2432 282.3860 282.5289 282.6717 282.8145 282.9573 283.1000 283.2428 283.3856 283.5283 283.6710 283.8138 283.9565 284.0992 284.2419 284.3846 284.5272 284.6699 284.8125 284.9552 285.0978 285.2404 285.3830 285.5256 285.6682 285.8108 285.9534 286.0959 286.2385 286.3810 286.5235 286.6660 286.8085 286.9510 287.0935 287.2360 287.3784 287.5209 287.6633 287.8057 287.9482 288.0906 288.2330 288.3753 288.5177 288.6601 288.8024 288.9448 289.0871 289.2294 289.3717 289.5140 289.6563 289.7986 289.9408 290.0831 290.2253 290.3676 290.5098 290.6520 290.7942 290.9364 291.0786 291.2207 291.3629 291.5050 291.6472 291.7893 291.9314 292.0735 292.2156 292.3577 292.4997 292.6418 292.7838 292.9259 293.0679 293.2099 293.3519 293.4939 293.6359 293.7778 293.9198 294.0617 294.2037 294.3456 294.4875 294.6294 294.7713 294.9132 295.0551 295.1969 295.3388 295.4806 295.6224 295.7642 295.9060 296.0478 296.1896 296.3314 296.4731 296.6149 296.7566 296.8984 297.0401 297.1818 297.3235 297.4652 297.6068 297.7485 297.8901 298.0318 298.1734 298.3150 298.4566 298.5982 298.7398 298.8814 299.0229 299.1645 299.3060 299.4475 299.5891 299.7306 299.8720 300.0135 300.1550 300.2965 300.4379 300.5793 300.7208 300.8622 301.0036 301.1450 301.2864 301.4277 301.5691 301.7104 301.8518 301.9931 302.1344 302.2757 302.4170 302.5583 302.6996 302.8408 302.9821 303.1233 303.2645 303.4057 303.5469 303.6881 303.8293 303.9705 304.1116 304.2528 304.3939 304.5351 304.6762 304.8173 304.9584 305.0994 305.2405 305.3816 305.5226 305.6636 305.8047 305.9457 306.0867 306.2277 306.3686 306.5096 306.6506 306.7915 306.9324 307.0734 307.2143 307.3552 307.4961 307.6369 307.7778 307.9186 308.0595 308.2003 308.3411 308.4819 308.6227 308.7635 308.9043 309.0451 309.1858 309.3266 309.4673 309.6080 309.7487 309.8894 310.0301 310.1708 310.3114 310.4521 310.5927 310.7333 310.8739 311.0145 311.1551 311.2957 311.4363 311.5769 311.7174 311.8579 311.9985 312.1390 312.2795 312.4200 312.5604 312.7009 312.8414 312.9818 313.1222 313.2627 313.4031 313.5435 313.6839 313.8242 313.9646 314.1050 314.2453 314.3856 314.5259 314.6663 314.8065 314.9468 315.0871 315.2274 315.3676 315.5079 315.6481 315.7883 315.9285 316.0687 316.2089 316.3490 316.4892 316.6293 316.7695 316.9096 317.0497 317.1898 317.3299 317.4700 317.6101 317.7501 317.8902 318.0302 318.1702 318.3102 318.4502 318.5902 318.7302 318.8701 319.0101 319.1500 319.2900 319.4299 319.5698 319.7097 319.8496 319.9894 320.1293 320.2691 320.4090 320.5488 320.6886 320.8284 320.9682 321.1080 321.2477 321.3875 321.5272 321.6670 321.8067 321.9464 322.0861 322.2258 322.3654 322.5051 322.6448 322.7844 322.9240 323.0636 323.2032 323.3428 323.4824 323.6220 323.7615 323.9011 324.0406 324.1801 324.3197 324.4592 324.5986 324.7381 324.8776 325.0170 325.1565 325.2959 325.4353 325.5747 325.7141 325.8535 325.9929 326.1322 326.2716 326.4109 326.5502 326.6895 326.8288 326.9681 327.1074 327.2467 327.3859 327.5252 327.6644 327.8036 327.9428 328.0820 328.2212 328.3604 328.4995 328.6387 328.7778 328.9169 329.0561 329.1952 329.3342 329.4733 329.6124 329.7514 329.8905 330.0295 330.1685 330.3075 330.4465 330.5855 330.7245 330.8634 331.0024 331.1413 331.2802 331.4192 331.5581 331.6969 331.8358 331.9747 332.1135 332.2524 332.3912 332.5300 332.6688 332.8076 332.9464 333.0852 333.2239 333.3627 333.5014 333.6401 333.7788 333.9175 334.0562 334.1949 334.3336 334.4722 334.6108 334.7495 334.8881 335.0267 335.1653 335.3039 335.4424 335.5810 335.7195 335.8580 335.9966 336.1351 336.2736 336.4120 336.5505 336.6890 336.8274 336.9659 337.1043 337.2427 337.3811 337.5195 337.6578 337.7962 337.9346 338.0729 338.2112 338.3495 338.4878 338.6261 338.7644 338.9027 339.0409 339.1792 339.3174 339.4556 339.5938 339.7320 339.8702 340.0084 340.1465 340.2847 340.4228 340.5609 340.6990 340.8371 340.9752 341.1133 341.2513 341.3894 341.5274 341.6655 341.8035 341.9415 342.0795 342.2174 342.3554 342.4933 342.6313 342.7692 342.9071 343.0450 343.1829 343.3208 343.4587 343.5965 343.7344 343.8722 344.0100 344.1478 344.2856 344.4234 344.5611 344.6989 344.8366 344.9744 345.1121 345.2498 345.3875 345.5252 345.6628 345.8005 345.9381 346.0758 346.2134 346.3510 346.4886 346.6262 346.7638 346.9013 347.0389 347.1764 347.3139 347.4514 347.5889 347.7264 347.8639 348.0013 348.1388 348.2762 348.4136 348.5511 348.6884 348.8258 348.9632 349.1006 349.2379 349.3753 349.5126 349.6499 349.7872 349.9245 350.0617 350.1990 350.3363 350.4735 350.6107 350.7479 350.8851 351.0223 351.1595 351.2967 351.4338 351.5709 351.7081 351.8452 351.9823 352.1194 352.2564 352.3935 352.5305 352.6676 352.8046 352.9416 353.0786 353.2156 353.3526 353.4895 353.6265 353.7634 353.9003 354.0373 354.1742 354.3110 354.4479 354.5848 354.7216 354.8585 354.9953 355.1321 355.2689 355.4057 355.5424 355.6792 355.8160 355.9527 356.0894 356.2261 356.3628 356.4995 356.6362 356.7728 356.9095 357.0461 357.1827 357.3193 357.4559 357.5925 357.7291 357.8656 358.0022 358.1387 358.2752 358.4117 358.5482 358.6847 358.8212 358.9576 359.0941 359.2305 359.3669 359.5033 359.6397 359.7761 359.9125 360.0488 360.1852 360.3215 360.4578 360.5941 360.7304 360.8667 361.0029 361.1392 361.2754 361.4116 361.5479 361.6841 361.8202 361.9564 362.0926 362.2287 362.3649 362.5010 362.6371 362.7732 362.9093 363.0453 363.1814 363.3174 363.4535 363.5895 363.7255 363.8615 363.9975 364.1334 364.2694 364.4053 364.5413 364.6772 364.8131 364.9490 365.0848 365.2207 365.3565 365.4924 365.6282 365.7640 365.8998 366.0356 366.1714 366.3071 366.4429 366.5786 366.7143 366.8500 366.9857 367.1214 367.2571 367.3927 367.5284 367.6640 367.7996 367.9352 368.0708 368.2064 368.3420 368.4775 368.6130 368.7486 368.8841 369.0196 369.1551 369.2905 369.4260 369.5614 369.6969 369.8323 369.9677 370.1031 370.2385 370.3738 370.5092 370.6445 370.7798 370.9152 371.0505 371.1857 371.3210 371.4563 371.5915 371.7268 371.8620 371.9972 372.1324 372.2676 372.4027 372.5379 372.6730 372.8082 372.9433 373.0784 373.2135 373.3485 373.4836 373.6187 373.7537 373.8887 374.0237 374.1587 374.2937 374.4287 374.5636 374.6986 374.8335 374.9684 375.1033 375.2382 375.3731 375.5079 375.6428 375.7776 375.9124 376.0473 376.1820 376.3168 376.4516 376.5864 376.7211 376.8558 376.9905 377.1252 377.2599 377.3946 377.5293 377.6639 377.7986 377.9332 378.0678 378.2024 378.3370 378.4715 378.6061 378.7406 378.8751 379.0097 379.1442 379.2786 379.4131 379.5476 379.6820 379.8165 379.9509 380.0853 380.2197 380.3541 380.4884 380.6228 380.7571 380.8914 381.0257 381.1600 381.2943 381.4286 381.5629 381.6971 381.8313 381.9655 382.0997 382.2339 382.3681 382.5023 382.6364 382.7706 382.9047 383.0388 383.1729 383.3070 383.4410 383.5751 383.7091 383.8431 383.9772 384.1112 384.2451 384.3791 384.5131 384.6470 384.7809 384.9149 385.0488 385.1827 385.3165 385.4504 385.5842 385.7181 385.8519 385.9857 386.1195 386.2533 386.3870 386.5208 386.6545 386.7883 386.9220 387.0557 387.1893 387.3230 387.4567 387.5903 387.7239 387.8576 387.9912 388.1247 388.2583 388.3919 388.5254 388.6590 388.7925 388.9260 389.0595 389.1930 389.3264 389.4599 389.5933 389.7267 389.8601 389.9935 390.1269 390.2603 390.3936 390.5270 390.6603 390.7936 390.9269 391.0602 391.1935 391.3267 391.4600 391.5932 391.7264 391.8596 391.9928 392.1260 392.2591 392.3923 392.5254 392.6585 392.7916 392.9247 393.0578 393.1908 393.3239 393.4569 393.5899 393.7229 393.8559 393.9889 394.1219 394.2548 394.3878 394.5207 394.6536 394.7865 394.9194 395.0522 395.1851 395.3179 395.4507 395.5836 395.7163 395.8491 395.9819 396.1147 396.2474 396.3801 396.5128 396.6455 396.7782 396.9109 397.0435 397.1762 397.3088 397.4414 397.5740 397.7066 397.8392 397.9717 398.1043 398.2368 398.3693 398.5018 398.6343 398.7668 398.8992 399.0317 399.1641 399.2965 399.4289 399.5613 399.6937 399.8261 399.9584 400.0907 400.2231 400.3554 400.4877 400.6199 400.7522 400.8844 401.0167 401.1489 401.2811 401.4133 401.5455 401.6776 401.8098 401.9419 402.0740 402.2061 402.3382 402.4703 402.6024 402.7344 402.8664 402.9985 403.1305 403.2625 403.3944 403.5264 403.6584 403.7903 403.9222 404.0541 404.1860 404.3179 404.4498 404.5816 404.7134 404.8453 404.9771 405.1089 405.2406 405.3724 405.5042 405.6359 405.7676 405.8993 406.0310 406.1627 406.2944 406.4260 406.5576 406.6893 406.8209 406.9525 407.0840 407.2156 407.3472 407.4787 407.6102 407.7417 407.8732 408.0047 408.1362 408.2676 408.3990 408.5305 408.6619 408.7933 408.9246 409.0560 409.1873 409.3187 409.4500 409.5813 409.7126 409.8439 409.9751 410.1064 410.2376 410.3688 410.5000 410.6312 410.7624 410.8936 411.0247 411.1559 411.2870 411.4181 411.5492 411.6802 411.8113 411.9423 412.0734 412.2044 412.3354 412.4664 412.5974 412.7283 412.8593 412.9902 413.1211 413.2520 413.3829 413.5138 413.6446 413.7755 413.9063 414.0371 414.1679 414.2987 414.4295 414.5602 414.6910 414.8217 414.9524 415.0831 415.2138 415.3445 415.4751 415.6058 415.7364 415.8670 415.9976 416.1282 416.2588 416.3893 416.5199 416.6504 416.7809 416.9114 417.0419 417.1723 417.3028 417.4332 417.5636 417.6940 417.8244 417.9548 418.0852 418.2155 418.3459 418.4762 418.6065 418.7368 418.8671 418.9973 419.1276 419.2578 419.3880 419.5182 419.6484 419.7786 419.9088 420.0389 420.1690 420.2991 420.4292 420.5593 420.6894 420.8195 420.9495 421.0795 421.2095 421.3395 421.4695 421.5995 421.7294 421.8594 421.9893 422.1192 422.2491 422.3790 422.5089 422.6387 422.7686 422.8984 423.0282 423.1580 423.2877 423.4175 423.5473 423.6770 423.8067 423.9364 424.0661 424.1958 424.3254 424.4551 424.5847 424.7143 424.8439 424.9735 425.1031 425.2326 425.3622 425.4917 425.6212 425.7507 425.8802 426.0097 426.1391 426.2686 426.3980 426.5274 426.6568 426.7862 426.9155 427.0449 427.1742 427.3035 427.4328 427.5621 427.6914 427.8207 427.9499 428.0792 428.2084 428.3376 428.4668 428.5959 428.7251 428.8542 428.9834 429.1125 429.2416 429.3706 429.4997 429.6288 429.7578 429.8868 430.0158 430.1448 430.2738 430.4028 430.5317 430.6606 430.7896 430.9185 431.0474 431.1762 431.3051 431.4339 431.5628 431.6916 431.8204 431.9492 432.0779 432.2067 432.3354 432.4642 432.5929 432.7216 432.8502 432.9789 433.1075 433.2362 433.3648 433.4934 433.6220 433.7506 433.8791 434.0077 434.1362 434.2647 434.3932 434.5217 434.6502 434.7786 434.9071 435.0355 435.1639 435.2923 435.4207 435.5490 435.6774 435.8057 435.9341 436.0624 436.1906 436.3189 436.4472 436.5754 436.7037 436.8319 436.9601 437.0883 437.2164 437.3446 437.4727 437.6008 437.7289 437.8570 437.9851 438.1132 438.2412 438.3693 438.4973 438.6253 438.7533 438.8812 439.0092 439.1371 439.2651 439.3930 439.5209 439.6488 439.7766 439.9045 440.0323 440.1601 440.2880 440.4157 440.5435 440.6713 440.7990 440.9268 441.0545 441.1822 441.3099 441.4375 441.5652 441.6928 441.8205 441.9481 442.0757 442.2032 442.3308 442.4583 442.5859 442.7134 442.8409 442.9684 443.0959 443.2233 443.3508 443.4782 443.6056 443.7330 443.8604 443.9877 444.1151 444.2424 444.3698 444.4971 444.6243 444.7516 444.8789 445.0061 445.1334 445.2606 445.3878 445.5149 445.6421 445.7693 445.8964 446.0235 446.1506 446.2777 446.4048 446.5319 446.6589 446.7859 446.9130 447.0399 447.1669 447.2939 447.4209 447.5478 447.6747 447.8016 447.9285 448.0554 448.1823 448.3091 448.4359 448.5627 448.6895 448.8163 448.9431 449.0699 449.1966 449.3233 449.4500 449.5767 449.7034 449.8301 449.9567 450.0833 450.2099 450.3365 450.4631 450.5897 450.7163 450.8428 450.9693 451.0958 451.2223 451.3488 451.4752 451.6017 451.7281 451.8545 451.9809 452.1073 452.2337 452.3600 452.4864 452.6127 452.7390 452.8653 452.9916 453.1178 453.2441 453.3703 453.4965 453.6227 453.7489 453.8751 454.0012 454.1274 454.2535 454.3796 454.5057 454.6317 454.7578 454.8838 455.0099 455.1359 455.2619 455.3879 455.5138 455.6398 455.7657 455.8916 456.0175 456.1434 456.2693 456.3951 456.5210 456.6468 456.7726 456.8984 457.0242 457.1500 457.2757 457.4014 457.5272 457.6529 457.7785 457.9042 458.0299 458.1555 458.2811 458.4067 458.5323 458.6579 458.7835 458.9090 459.0345 459.1600 459.2855 459.4110 459.5365 459.6619 459.7874 459.9128 460.0382 460.1636 460.2889 460.4143 460.5396 460.6650 460.7903 460.9156 461.0408 461.1661 461.2914 461.4166 461.5418 461.6670 461.7922 461.9173 462.0425 462.1676 462.2928 462.4179 462.5429 462.6680 462.7931 462.9181 463.0431 463.1682 463.2932 463.4181 463.5431 463.6680 463.7930 463.9179 464.0428 464.1677 464.2925 464.4174 464.5422 464.6670 464.7918 464.9166 465.0414 465.1662 465.2909 465.4156 465.5403 465.6650 465.7897 465.9144 466.0390 466.1637 466.2883 466.4129 466.5375 466.6620 466.7866 466.9111 467.0356 467.1601 467.2846 467.4091 467.5335 467.6580 467.7824 467.9068 468.0312 468.1556 468.2799 468.4043 468.5286 468.6529 468.7772 468.9015 469.0258 469.1500 469.2743 469.3985 469.5227 469.6469 469.7710 469.8952 470.0193 470.1434 470.2675 470.3916 470.5157 470.6398 470.7638 470.8878 471.0118 471.1358 471.2598 471.3838 471.5077 471.6316 471.7556 471.8795 472.0033 472.1272 472.2511 472.3749 472.4987 472.6225 472.7463 472.8701 472.9938 473.1176 473.2413 473.3650 473.4887 473.6123 473.7360 473.8596 473.9833 474.1069 474.2305 474.3540 474.4776 474.6011 474.7247 474.8482 474.9717 475.0952 475.2186 475.3421 475.4655 475.5889 475.7123 475.8357 475.9591 476.0824 476.2058 476.3291 476.4524 476.5757 476.6989 476.8222 476.9454 477.0686 477.1918 477.3150 477.4382 477.5614 477.6845 477.8076 477.9307 478.0538 478.1769 478.3000 478.4230 478.5460 478.6691 478.7920 478.9150 479.0380 479.1609 479.2839 479.4068 479.5297 479.6526 479.7754 479.8983 480.0211 480.1439 480.2667 480.3895 480.5123 480.6350 480.7578 480.8805 481.0032 481.1259 481.2485 481.3712 481.4938 481.6165 481.7391 481.8616 481.9842 482.1068 482.2293 482.3518 482.4743 482.5968 482.7193 482.8418 482.9642 483.0866 483.2090 483.3314 483.4538 483.5762 483.6985 483.8208 483.9432 484.0655 484.1877 484.3100 484.4322 484.5545 484.6767 484.7989 484.9211 485.0432 485.1654 485.2875 485.4096 485.5317 485.6538 485.7759 485.8979 486.0199 486.1420 486.2640 486.3859 486.5079 486.6299 486.7518 486.8737 486.9956 487.1175 487.2394 487.3612 487.4831 487.6049 487.7267 487.8485 487.9702 488.0920 488.2137 488.3354 488.4572 488.5788 488.7005 488.8222 488.9438 489.0654 489.1870 489.3086 489.4302 489.5517 489.6733 489.7948 489.9163 490.0378 490.1593 490.2807 490.4022 490.5236 490.6450 490.7664 490.8878 491.0091 491.1305 491.2518 491.3731 491.4944 491.6157 491.7369 491.8582 491.9794 492.1006 492.2218 492.3430 492.4641 492.5853 492.7064 492.8275 492.9486 493.0697 493.1907 493.3118 493.4328 493.5538 493.6748 493.7958 493.9167 494.0377 494.1586 494.2795 494.4004 494.5213 494.6422 494.7630 494.8838 495.0046 495.1254 495.2462 495.3670 495.4877 495.6084 495.7292 495.8499 495.9705 496.0912 496.2118 496.3325 496.4531 496.5737 496.6942 496.8148 496.9353 497.0559 497.1764 497.2969 497.4174 497.5378 497.6583 497.7787 497.8991 498.0195 498.1399 498.2602 498.3806 498.5009 498.6212 498.7415 498.8618 498.9820 499.1023 499.2225 499.3427 499.4629 499.5831 499.7033 499.8234 499.9435 500.0636 500.1837 500.3038 500.4239 500.5439 500.6639 500.7839 500.9039 501.0239 501.1439 501.2638 501.3837 501.5037 501.6235 501.7434 501.8633 501.9831 502.1029 502.2228 502.3425 502.4623 502.5821 502.7018 502.8215 502.9413 503.0609 503.1806 503.3003 503.4199 503.5395 503.6591 503.7787 503.8983 504.0179 504.1374 504.2569 504.3764 504.4959 504.6154 504.7348 504.8543 504.9737 505.0931 505.2125 505.3319 505.4512 505.5706 505.6899 505.8092 505.9285 506.0477 506.1670 506.2862 506.4054 506.5246 506.6438 506.7630 506.8822 507.0013 507.1204 507.2395 507.3586 507.4777 507.5967 507.7157 507.8348 507.9538 508.0727 508.1917 508.3107 508.4296 508.5485 508.6674 508.7863 508.9051 509.0240 509.1428 509.2616 509.3804 509.4992 509.6180 509.7367 509.8555 509.9742 510.0929 510.2115 510.3302 510.4488 510.5675 510.6861 510.8047 510.9232 511.0418 511.1603 511.2789 511.3974 511.5159 511.6343 511.7528 511.8712 511.9897 512.1081 512.2265 512.3448 512.4632 512.5815 512.6998 512.8182 512.9364 513.0547 513.1730 513.2912 513.4094 513.5276 513.6458 513.7640 513.8821 514.0003 514.1184 514.2365 514.3546 514.4726 514.5907 514.7087 514.8267 514.9447 515.0627 515.1807 515.2986 515.4165 515.5344 515.6523 515.7702 515.8881 516.0059 516.1237 516.2416 516.3593 516.4771 516.5949 516.7126 516.8303 516.9481 517.0657 517.1834 517.3011 517.4187 517.5363 517.6539 517.7715 517.8891 518.0066 518.1242 518.2417 518.3592 518.4767 518.5941 518.7116 518.8290 518.9464 519.0638 519.1812 519.2986 519.4159 519.5333 519.6506 519.7679 519.8851 520.0024 520.1196 520.2369 520.3541 520.4713 520.5884 520.7056 520.8227 520.9399 521.0570 521.1741 521.2911 521.4082 521.5252 521.6422 521.7592 521.8762 521.9932 522.1101 522.2271 522.3440 522.4609 522.5778 522.6946 522.8115 522.9283 523.0451 523.1619 523.2787 523.3954 523.5122 523.6289 523.7456 523.8623 523.9790 524.0956 524.2123 524.3289 524.4455 524.5621 524.6786 524.7952 524.9117 525.0282 525.1447 525.2612 525.3777 525.4941 525.6106 525.7270 525.8434 525.9597 526.0761 526.1924 526.3088 526.4251 526.5414 526.6576 526.7739 526.8901 527.0063 527.1225 527.2387 527.3549 527.4710 527.5872 527.7033 527.8194 527.9355 528.0515 528.1676 528.2836 528.3996 528.5156 528.6316 528.7475 528.8635 528.9794 529.0953 529.2112 529.3270 529.4429 529.5587 529.6745 529.7903 529.9061 530.0219 530.1376 530.2533 530.3691 530.4847 530.6004 530.7161 530.8317 530.9473 531.0629 531.1785 531.2941 531.4096 531.5252 531.6407 531.7562 531.8717 531.9871 532.1026 532.2180 532.3334 532.4488 532.5641 532.6795 532.7948 532.9102 533.0255 533.1407 533.2560 533.3712 533.4865 533.6017 533.7169 533.8320 533.9472 534.0623 534.1775 534.2926 534.4076 534.5227 534.6378 534.7528 534.8678 534.9828 535.0978 535.2127 535.3277 535.4426 535.5575 535.6724 535.7872 535.9021 536.0169 536.1317 536.2465 536.3613 536.4761 536.5908 536.7055 536.8202 536.9349 537.0496 537.1642 537.2789 537.3935 537.5081 537.6226 537.7372 537.8517 537.9663 538.0808 538.1952 538.3097 538.4241 538.5386 538.6530
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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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MO 20220117T235221.4Z 8052.994692 2 1 50.25 3 2392.120 21 5 0 1 1 0.00 2 0.00 2 -1.00 475 1 10 0 0 20.56 0 0 0 1489 6.415e+02 2.366e+00 6.495e+02 4.824e+00 11 5.782e+01 3.537e+01 1.991e+00 5.788e+01 1.553e+00 8 0 0 429 1.12e+02 5.091e-14 4.053e-14 2.104e+01 5.024e-01 1.027e+03 4.019e-01 1 1.78 65.44 54.05 42.87 29.01 14.34 5.69 1.63 0 1.541e-02 1756 -9 -9.00 -9.00 -9.00 -9.00 0.01812 2.43001e-02 -1.31080e-04 20.56 15.02 16.52 8.97 27.9 957.66 1.904e+10 10 3 0 -2438 -2193 -1896 -1871 -1797 -1614 -1706 -1650 -1598 -1544 -1600 -1521 -1507 -1492 -1520 -1554 -1549 -1509 -1579 -1411 -1332 -1404 -1382 -1415 -1326 -1418 -1370 -1324 -1415 -1229 -1394 -1308 -1322 -1304 -1262 -1333 -1266 -1326 -1235 -1177 -1143 -1220 -1334 -1173 -1197 -1200 -1117 -1068 -1127 -1146 -1146 -1125 -1148 -1154 -1076 -1097 -1097 -1103 -1058 -991 -1099 -966 -659 -922 -947 -898 -985 -987 -921 -929 -862 -855 -796 -721 -704 -610 -541 -507 -460 -385 -280 -315 -263 -251 -241 -258 -194 -151 -183 -185 -195 -160 -175 -180 -120 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3783 3845 3715 3421 3254 3308 3513 3791 3889 4039 4213 4371 4578 4661 4545 4250 3925 3620 3578 3624 3839 4149 4396 4360 4342 4175 3907 3803 3638 3516 3660 3826 4044 4126 4198 4228 4513 4727 4870 4970 5079 5025 4881 4792 4697 4682 4931 5232 5621 6028 6396 6570 6644 6620 6496 6428 6565 6666 6730 6547 6473 6441 6493 6513 6382 6275 6146 6190 6236 6215 6090 6142 6320 6853 7375 7721 7878 7944 8028 8087 8273 8034 7795 7292 6800 6743 6734 6984 7171 7178 7014 6990 7168 7418 7574 7431 7112 7109 7221 7317 7362 7319 7245 7285 7283 6994 6734 6591 6684 6917 7120 7385 7577 7747 7623 7264 7161 7208 7506 7932 8060 7777 7062 6141 5502 5600 6223 6846 6992 6590 6103 5789 5771 6214 6824 7427 7623 7292 7034 6863 7029 7596 7898 7954 8176 8010 7691 7450 7369 7624 8249 8866 9184 9260 9097 8805 8444 8235 8080 8155 8190 8074 7783 7628 7643 8147 8831 9102 8972 8803 8610 8468 8777 9257 9457 9432 9210 9155 8867 8843 8441 7467 6692 6240 6289 6865 7526 8225 8902 9230 9273 9436 9388 9322 9081 8478 8083 8177 8640 8857 9289 9555 9674 9949 9834 9428 8660 8057 8103 8494 9130 9572 9425 9289 9342 9600 9582 9332 8904 8459 8666 8794 8767 9221 9703 10403 11336 11698 11535 11452 11329 10840 10684 10413 9813 9604 9965 10521 11189 11396 10964 10177 9284 8812 8783 9410 10254 10967 11212 11349 11514 11590 12053 12263 12123 12164 12311 12315 12582 12655 12753 12705 12597 12298 11832 11603 11497 11572 11781 11958 12278 12081 11226 10526 9693 8911 9079 9222 9559 10345 11048 11018 10531 9561 8641 8214 7751 7807 8076 8311 9361 10759 11676 12442 12999 13297 13815 14273 14313 13763 13058 12174 11508 11032 10523 10618 10800 11149 12031 12512 12017 11232 10622 10558 11249 12477 13773 14672 15202 15019 13611 12323 11457 11323 12131 13053 13893 14664 15038 14693 13882 13252 12489 12172 12296 12904 14034 15078 15857 16404 16683 16973 17241 17224 16837 16578 16300 16139 15900 15807 16134 16390 16926 17187 16509 15850 15148 14738 14957 15374 15518 15115 14628 14715 15694 16799 17538 17643 17380 17223 17842 18440 18819 18375 17086 15479 14402 13605 14047 15236 16793 18541 19589 19874 19123 16936 14675 13046 12714 14151 15849 16759 17312 17088 16458 15613 13741 11809 10705 11137 12955 15143 16494 16497 15250 13707 12370 11423 11577 12876 14696 17329 19276 19032 17669 16523 15636 15688 16403 16849 16557 16415 16828 16814 17654 18710 19469 20300 20765 20891 21450 21949 22521 23033 22519 21286 20008 18470 17880 18051 17906 17652 17144 16124 15514 15939 16721 18462 20232 20913 20730 20566 20608 20943 21055 20206 18441 16746 16349 15912 15343 15404 15055 14256 13939 13147 12154 12163 12541 12354 12123 11914 11967 12041 12040 12119 12857 14523 16504 18060 19035 19246 18710 18646 18698 18239 18237 17742 16722 15419 14679 15360 16655 18325 19642 19860 19196 18127 16890 16021 16292 17554 18800 19070 18631 17724 16770 17116 17751 17274 17189 16970 16777 18132 19638 21030 21842 22334 22499 22586 22909 22791 22206 21590 20821 20962 21951 23120 24722 25627 25724 25815 25510 24896 23969 22613 21538 20968 20740 20463 19409 17418 14828 12397 10161 8678 8108 8626 10193 12763 15194 17107 18163 18896 20094 21214 22491 24158 25038 25197 25742 25800 25307 25546 25509 24301 22469 20421 17851 15402 13339 11216 9862 9957 11610 14285 17351 20101 22711 25265 27307 28604 29262 29310 29097 29347 30186 30886 31588 32396 32611 32598 32272 31632 31750 32354 33160 34345 34124 32583 31941 31800 32306 33857 35079 35375 35577 35606 35242 35345 35496 35617 36157 36146 35833 36271 36531 36472 35412 33847 32283 31558 32662 34630 36504 37530 37955 37503 35841 33101 31373 31026 32146 34841 37077 37123 36431 35447 34471 33834 34120 34661 34109 33181 32561 31951 32626 34742 35632 35186 35245 35217 34666 34526 34101 33850 34870 36558 37690 37912 37762 38013 39152 40436 40951 40506 39829 38886 37841 36815 35344 33312 31377 30449 30808 32588 35358 37402 38294 38530 38961 39686 40603 41579 42023 41485 41036 40620 40289 40730 41044 40756 40497 40242 39672 38668 38004 37747 38330 39790 41766 43167 43319 42036 40126 38985 38789 39580 40966 41609 41472 40971 40175 39844 39415 39493 40292 41439 42713 43766 44197 44242 43513 42741 42293 41460 40265 39484 38722 38576 39158 40191 40733 40782 40694 40846 40644 40190 39911 40033 40297 41239 42890 43356 42599 41510 39748 38507 38181 38280 39355 40647 42042 43702 44513 44723 45004 45287 44853 44091 43328 42865 43012 44027 45025 44448 42522 39105 35814 35247 36909 39905 43218 44335 43609 41990 41017 40779 40970 42088 43076 43973 44781 44584 43614 42348 40769 40604 41274 41640 42483 43276 42825 41960 41099 40619 41250 42966 45203 46048 45012 43144 40436 37944 36916 36792 38620 41420 42996 43607 43705 43191 42758 42345 42006 41103 39895 38773 38998 39576 40245 40685 40023 37678 34791 32472 30923 30397 30825 31325 30867 30024 29446 29525 31007 34142 38188 42829 46965 49885 51173 50552 48028 44252 40739 38825 39508 42495 45912 48513 49685 49687 49182 47643 44583 40906 37566 36355 37633 40220 43717 46403 48009 48928 48083 46629 45770 45347 46001 47715 48687 49096 49873 50538 51213 52285 52365 51600 51064 50196 49453 48991 48012 47179 46905 47464 48316 49008 47944 44816 41536 40077 40554 42470 45226 46840 47287 47781 48081 48821 49826 50500 50559 50223 49533 48130 46486 46159 46564 47039 49254 51711 53242 53686 52834 51738 51302 51892 53507 54921 55065 54583 53873 53635 54003 54502 54507 54389 54123 52983 52140 52297 53165 54517 55508 55473 54524 53945 54174 55091 55953 56763 56739 56308 55594 54002 52094 50881 49993 49933 50449 51008 51951 53166 54241 54982 55399 54994 55291 56138 57220 58522 59416 59864 59609 58480 56979 55796 55447 56421 58078 59248 59099 58246 57615 57388 57496 57696 57906 58261 58791 59590 60163 60764 61459 62418 63035 63587 63439 63247 62962 62495 61675 61149 60602 60423 60557 60910 61155 61074 60570 59324 57715 56079 54814 54283 54496 55068 55461 56033 56960 58434 59977 60915 61345 61157 60713 60382 59996 59148 58282 57835 58009 58121 58475 58933 59579 60530 61671 62721 63414 63067 62178 61389 61306 61534 62143 62642 62644 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433 437 434 428 415 404 405 412 423 429 427 424 426 429 429 424 417 409 412 414 414 423 430 442 456 461 459 457 456 447 445 441 431 427 433 443 453 456 449 438 422 415 415 425 439 451 455 457 459 461 468 472 469 470 472 473 476 477 479 480 477 473 468 464 462 464 468 470 476 473 460 450 437 423 427 430 436 449 461 462 453 439 424 418 409 410 417 420 439 462 478 490 498 504 513 520 521 514 505 491 483 476 468 472 475 481 496 504 497 487 478 478 491 510 531 545 554 553 533 516 503 503 516 532 546 560 567 564 553 545 535 532 536 546 565 583 596 606 612 618 624 626 623 622 620 622 619 620 628 635 646 652 645 639 631 628 634 643 650 647 643 649 667 686 703 708 708 711 723 737 750 747 732 710 701 689 706 728 760 792 812 823 819 794 764 744 743 772 811 832 850 855 856 848 826 799 788 803 848 899 933 947 935 917 904 901 918 953 1000 1062 1114 1127 1120 1116 1115 1136 1166 1194 1211 1226 1260 1280 1322 1361 1406 1444 1485 1513 1553 1598 1646 1690 1715 1728 1744 1753 1787 1832 1878 1925 1957 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4753 4867 166 4764 153 3533 4069 3155 3684 126 3593 117 2654 3428 3363 2905 99 2536 1171 89 2732 2634 2261 1987 2140 1526 72 70 68 1590 64 1408 1433 1668 57 1622 54 1603 1403 1580 48 1070 1312 45 1138 1185 41 1230 481 1105 1021 619 707 974 1092 33 851 378 31 31 769 913 805 818 838 698 28 27 788 820 727 723 25 25 25 588 620 739 573 618 628 554 702 22 319 592 690 572 460 351 20 546 19 597 568 539 477 422 272 479 560 17 442 17 17 443 465 427 16 314 16 16 460 410 245 15 15 465 15 427 14 14 14 339 338 237 14 13 318 13 352 13 331 316 13 351 12 12 310 12 12 12 89 12 12 12 343 11 251 283 324 11 321 284 11 236 11 196 276 11 285 247 303 310 10 312 10 315 320 10 314 328 296 276 277 312 311 309 312 316 284 313 324 313 315 315 309 311 309 315 320 326 316 325 320 319 321 313 312 321 317 321 319 321 317 319 322 322 320 318 309 313 309 312 314 313 316 315 315 318 321 319 320 320 320 320 319 319 320 322 322 322 318 316 313 317 311 314 314 312 311 311 315 318 325 330 332 332 333 333 331 331 328 325 324 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2010 2067 2136 2249 2351 2431 2506 2582 2674 2766 2862 2930 3003 3043 3173 3302 3370 3494 3651 3784 3940 4082 4189 4398 4566 4810 5041 5216 5474 5707 5918 6300 6659 7015 7467 7862 8199 8778 9235 9664 10330 10742 11243 11915 12485 13276 13752 14967 15695 16607 17183 18579 20255 21162 22084 23977 20244 26066 29593 29064 32864 31723 36127 1217 42328 42939 41431 52096 51633 56293 62366 64807 71063 73697 75880 84234 2924 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 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67 1853 64 1871 1599 58 1835 1951 1627 52 1622 50 1156 1365 46 1384 1218 1169 1231 1098 1233 1106 1096 37 1025 1061 921 1002 905 827 32 933 925 934 860 880 841 792 514 610 844 791 788 26 660 694 513 687 569 24 709 724 607 697 569 22 656 694 650 619 615 20 20 20 578 602 594 568 441 19 552 532 434 376 473 496 465 501 17 17 499 396 16 479 469 16 15 434 485 437 446 15 15 210 351 426 357 245 289 324 385 391 405 393 366 422 365 386 13 387 12 325 329 316 323 12 12 339 350 355 270 352 11 345 339 297 315 315 297 254 295 294 323 269 324 282 268 302 189 333 10 322 332 280 304 10 318 310 318 321 308 290 305 327 297 320 317 312 308 308 321 318 327 315 327 325 324 327 320 320 329 323 328 329 331 328 335 338 340 339 337 331 332 332 334 339 337 340 342 345 352 357 362 365 366 369 370 370 368 371 377 381 382 378 374 370 376 380 388 393 394 390 393 402 416 435 451 460 465 469 469 467 468 467 468 467 472 483 493 503 511 518 522 522 519 514 513 524 537 553 566 561 548 546 548 569 592 604 607 598 584 563 543 535 538 561 586 612 634 647 658 675 688 697 700 693 675 652 636 625 633 657 686 716 745 752 737 713 688 680 698 716 725 740 757 778 803 819 818 802 778 756 747 754 770 786 793 785 773 762 744 730 717 709 729 759 783 799 808 818 838 858 867 873 877 870 851 833 819 822 842 873 905 932 966 986 1000 1007 999 1003 1010 1016 1018 1003 991 983 982 978 960 941 930 932 947 953 950 962 984 1017 1055 1084 1093 1099 1100 1105 1109 1092 1070 1032 993 986 986 996 1007 1003 994 1000 1017 1035 1050 1043 1027 1022 1058 1038 1042 1036 1028 1030 1028 1007 982 969 971 991 1013 1032 1051 1065 1059 1035 1029 1038 1058 1090 1098 1080 1031 961 911 912 959 1003 1011 981 941 912 907 936 981 1026 1039 1020 998 985 997 1036 1054 1058 1069 1056 1031 1018 1008 1025 1060 1097 1116 1116 1107 1087 1066 1052 1043 1044 1049 1039 1019 1010 1009 1038 1081 1094 1086 1073 1059 1050 1069 1093 1100 1097 1086 1074 1058 1054 1027 963 912 882 883 917 959 1001 1042 1061 1063 1073 1069 1064 1051 1019 991 995 1019 1034 1055 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1575 54 1285 716 1406 45 1305 1276 1126 1140 1021 1054 999 954 934 447 824 27 788 671 734 703 596 665 21 577 591 581 540 154 488 16 466 442 473 424 413 395 390 370 319 368 328 344 256 314 306 10 306 321 294 277 274 253 204 248 201 239 226 213 223 161 204 183 199 180 193 189 159 176 153 164 149 157 156 157 150 139 146 139 146 151 145 138 129 136 134 130 128 130 125 96 119 116 126 120 116 114 107 115 103 105 101 102 103 97 103 85 98 83 99 95 93 96 62 87 81 89 80 90 87 72 87 77 81 81 86 73 69 79 75 77 78 76 71 66 74 73 70 59 73 73 72 73 67 68 67 72 69 67 63 65 63 53 59 63 64 65 57 65 58 64 53 61 58 62 59 55 57 50 55 55 58 57 55 54 51 55 55 57 57 56 43 53 56 55 55 53 54 53 53 54 52 54 54 55 54 54 54 53 54 54 55 56 55 55 56 56 56 56 56 55 56 56 56 56 57 57 57 58 58 58 58 57 57 57 58 58 58 58 59 59 61 62 62 63 63 64 64 64 64 64 65 65 66 65 65 64 65 66 67 68 69 68 68 70 73 76 79 80 82 82 82 82 83 82 82 83 83 85 87 89 91 91 92 93 92 91 91 92 95 98 101 100 98 97 98 101 106 108 108 107 104 101 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42 1322 1004 1259 1064 715 757 933 1094 523 970 898 929 458 860 946 891 950 787 748 609 28 807 790 831 724 648 643 507 632 641 754 575 720 679 504 650 22 596 478 708 608 499 556 20 592 500 622 584 589 314 19 559 525 579 473 498 435 127 492 17 518 367 527 355 373 449 442 472 15 478 470 390 433 15 393 354 436 428 369 14 401 415 297 428 359 415 372 381 325 317 386 282 188 265 269 330 197 364 274 391 302 347 343 338 305 343 368 11 321 264 225 292 287 339 311 326 250 205 308 252 332 304 310 308 318 312 10 306 308 325 304 316 305 198 312 319 319 314 317 309 294 310 310 322 320 316 323 321 321 321 322 310 326 319 324 324 325 327 328 333 334 334 331 325 328 326 331 332 333 334 336 340 345 353 354 358 359 361 362 362 362 363 370 371 373 369 366 365 368 373 380 387 385 384 386 395 409 426 442 449 456 457 457 458 459 460 458 462 465 475 485 496 506 510 512 516 512 507 507 514 529 547 559 555 544 541 545 564 589 600 601 595 581 561 541 533 536 559 586 611 635 647 660 677 688 697 697 691 674 655 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1835 1723 1876 57 1878 1935 1710 1567 1588 1226 1207 1455 1385 1429 1381 1154 1229 39 1259 1172 1152 1096 1088 1078 706 1057 692 949 31 880 884 897 878 813 900 808 792 876 835 824 758 778 767 759 743 766 748 23 706 705 743 725 660 656 481 706 678 664 653 547 617 19 600 578 606 591 577 489 563 528 17 545 524 565 520 531 462 16 502 512 468 490 477 377 15 457 485 453 467 323 391 322 325 428 426 388 404 415 402 426 344 400 356 430 398 366 303 354 12 12 322 347 342 359 12 382 336 379 359 365 346 352 353 176 322 318 327 339 330 324 264 322 307 304 331 256 298 285 10 294 338 309 318 234 309 302 306 322 303 288 310 315 308 298 311 308 313 296 303 309 310 292 305 310 304 312 301 295 313 304 313 312 315 307 313 315 315 316 315 309 309 309 311 310 314 316 317 319 322 326 326 330 331 334 334 334 334 334 338 338 342 338 337 334 339 340 346 350 350 350 350 356 366 379 390 398 402 402 404 402 404 405 405 410 411 421 427 437 447 449 453 455 453 448 448 453 466 481 491 489 482 480 485 500 521 530 533 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1863 1993 1418 1529 1657 1469 1518 1175 1266 1214 1339 982 1356 1202 1201 1198 39 1092 1016 1181 35 962 609 469 33 32 1004 908 862 841 686 814 330 890 850 828 654 781 793 26 719 689 792 572 733 731 658 730 569 662 629 733 698 531 436 21 665 391 645 632 570 607 491 459 572 576 502 500 525 18 560 500 519 17 526 468 17 485 308 440 16 403 489 294 493 15 360 340 373 425 378 14 325 382 378 407 14 378 403 396 370 272 230 390 287 197 13 366 12 329 12 363 315 357 346 327 329 342 347 327 322 281 11 334 11 344 306 313 335 11 320 11 323 296 11 307 314 300 226 292 308 320 288 309 296 10 298 327 318 321 320 306 304 305 313 320 322 303 318 317 314 316 319 309 328 316 322 320 322 324 318 330 330 328 327 321 323 320 325 323 325 327 328 330 334 338 340 343 343 344 346 344 345 345 349 350 352 350 346 346 351 352 357 362 363 359 362 367 377 390 399 408 410 413 413 413 414 414 417 418 423 433 440 449 460 462 466 465 464 460 459 466 478 493 504 504 497 497 502 517 540 551 550 545 530 514 498 493 498 519 543 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715 34 34 486 1074 33 33 33 955 32 32 560 32 991 31 906 706 31 31 31 30 30 625 821 878 734 29 735 29 29 895 887 720 28 549 28 28 27 27 27 27 26 26 748 26 721 905 711 25 25 25 24 24 24 23 23 22 351 21 548 19 19 18 17 523 16 16 16 15 15 15 351 15 306 15 15 15 15 15 15 15 15 15 14 14 14 14 442 14 14 14 397 411 14 14 14 434 14 14 14 14 277 14 405 14 272 355 13 13 13 359 13 13 13 13 13 13 185 13 13 13 13 336 13 13 13 13 361 13 369 13 13 13 115 13 13 13 13 13 13 133 13 13 13 323 323 13 12 12 12 12 12 12 12 12 12 294 12 12 12 12 12 12 361 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 328 333 12 12 12 12 12 12 12 12 12 12 12 12 229 329 12 12 12 12 124 12 12 12 12 12 12 12 12 357 12 12 315 309 12 12 12 12 12 360 12 12 12 12 12 12 353 12 12 12 12 12 12 12 12 12 12 12 12 329 156 321 12 12 12 396 12 12 12 12 12 12 12 12 12 12 314 12 13 13 13 13 13 13 13 13 13 13 13 347 283 347 13 13 13 13 13 13 341 13 13 267 13 338 13 362 355 244 307 13 13 13 13 13 13 13 13 13 13 13 13 13 348 13 13 13 13 13 13 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