File name: Pandora130s1_Lindenberg_20181113_L1_smca1c4d20180823p1-8.txt
File generation date: 20250813T083643.6Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c4d20180823p1-8
Local principal investigator: Thomas Ruhtz
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 130
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora130_OF_v1d20160928.txt
Instrument calibration file used: Pandora130s1_CF_v4d20180823.txt
Level 0 file used: Pandora130s1_Lindenberg_20181113_L0.txt
Full location name: DWD Observatory Lindenberg
Short location name: Lindenberg
Country of location: Germany
Location latitude [deg]: 52.2900
Location longitude [deg]: 14.1200
Location altitude [m]: 127
Local noon date: 20181113
Notes on s-number (L1 configuration): Corrections NOT applied although requested by the s-number are dark map for dark correction (replaced by immediate dark method), latency correction, matrix method stray light correction (replaced by simple method)
Data caveats: Field Cal on 1.8, absolute calibration done with an uncalibrated lamp, certificate of FEL1441 (GSFC) used
Nominal wavelengths [nm]: 271.6103 271.7537 271.8971 272.0404 272.1838 272.3271 272.4704 272.6137 272.7570 272.9003 273.0436 273.1869 273.3301 273.4734 273.6166 273.7599 273.9031 274.0463 274.1895 274.3327 274.4759 274.6191 274.7622 274.9054 275.0485 275.1917 275.3348 275.4779 275.6210 275.7641 275.9072 276.0503 276.1933 276.3364 276.4795 276.6225 276.7655 276.9085 277.0515 277.1945 277.3375 277.4805 277.6235 277.7664 277.9094 278.0523 278.1952 278.3382 278.4811 278.6240 278.7668 278.9097 279.0526 279.1954 279.3383 279.4811 279.6240 279.7668 279.9096 280.0524 280.1952 280.3379 280.4807 280.6235 280.7662 280.9089 281.0517 281.1944 281.3371 281.4798 281.6224 281.7651 281.9078 282.0504 282.1931 282.3357 282.4783 282.6209 282.7635 282.9061 283.0487 283.1913 283.3338 283.4764 283.6189 283.7614 283.9039 284.0465 284.1889 284.3314 284.4739 284.6164 284.7588 284.9013 285.0437 285.1861 285.3285 285.4709 285.6133 285.7557 285.8981 286.0404 286.1828 286.3251 286.4674 286.6097 286.7521 286.8943 287.0366 287.1789 287.3212 287.4634 287.6057 287.7479 287.8901 288.0323 288.1745 288.3167 288.4589 288.6011 288.7432 288.8854 289.0275 289.1696 289.3117 289.4538 289.5959 289.7380 289.8801 290.0221 290.1642 290.3062 290.4483 290.5903 290.7323 290.8743 291.0163 291.1582 291.3002 291.4421 291.5841 291.7260 291.8679 292.0098 292.1517 292.2936 292.4355 292.5774 292.7192 292.8611 293.0029 293.1447 293.2865 293.4283 293.5701 293.7119 293.8537 293.9954 294.1372 294.2789 294.4206 294.5624 294.7041 294.8457 294.9874 295.1291 295.2708 295.4124 295.5540 295.6957 295.8373 295.9789 296.1205 296.2621 296.4036 296.5452 296.6867 296.8283 296.9698 297.1113 297.2528 297.3943 297.5358 297.6773 297.8187 297.9602 298.1016 298.2431 298.3845 298.5259 298.6673 298.8087 298.9500 299.0914 299.2328 299.3741 299.5154 299.6568 299.7981 299.9394 300.0806 300.2219 300.3632 300.5044 300.6457 300.7869 300.9281 301.0693 301.2105 301.3517 301.4929 301.6341 301.7752 301.9164 302.0575 302.1986 302.3397 302.4808 302.6219 302.7630 302.9040 303.0451 303.1861 303.3272 303.4682 303.6092 303.7502 303.8912 304.0321 304.1731 304.3141 304.4550 304.5959 304.7369 304.8778 305.0187 305.1595 305.3004 305.4413 305.5821 305.7230 305.8638 306.0046 306.1454 306.2862 306.4270 306.5678 306.7086 306.8493 306.9900 307.1308 307.2715 307.4122 307.5529 307.6936 307.8343 307.9749 308.1156 308.2562 308.3968 308.5375 308.6781 308.8187 308.9592 309.0998 309.2404 309.3809 309.5215 309.6620 309.8025 309.9430 310.0835 310.2240 310.3645 310.5049 310.6454 310.7858 310.9262 311.0666 311.2070 311.3474 311.4878 311.6282 311.7685 311.9089 312.0492 312.1896 312.3299 312.4702 312.6105 312.7507 312.8910 313.0313 313.1715 313.3117 313.4520 313.5922 313.7324 313.8726 314.0127 314.1529 314.2931 314.4332 314.5733 314.7135 314.8536 314.9937 315.1337 315.2738 315.4139 315.5539 315.6940 315.8340 315.9740 316.1140 316.2540 316.3940 316.5340 316.6739 316.8139 316.9538 317.0938 317.2337 317.3736 317.5135 317.6533 317.7932 317.9331 318.0729 318.2128 318.3526 318.4924 318.6322 318.7720 318.9118 319.0515 319.1913 319.3310 319.4708 319.6105 319.7502 319.8899 320.0296 320.1692 320.3089 320.4486 320.5882 320.7278 320.8674 321.0070 321.1466 321.2862 321.4258 321.5654 321.7049 321.8444 321.9840 322.1235 322.2630 322.4025 322.5420 322.6814 322.8209 322.9603 323.0998 323.2392 323.3786 323.5180 323.6574 323.7967 323.9361 324.0755 324.2148 324.3541 324.4934 324.6327 324.7720 324.9113 325.0506 325.1898 325.3291 325.4683 325.6076 325.7468 325.8860 326.0252 326.1643 326.3035 326.4427 326.5818 326.7209 326.8600 326.9992 327.1383 327.2773 327.4164 327.5555 327.6945 327.8336 327.9726 328.1116 328.2506 328.3896 328.5286 328.6675 328.8065 328.9454 329.0844 329.2233 329.3622 329.5011 329.6400 329.7789 329.9177 330.0566 330.1954 330.3342 330.4730 330.6118 330.7506 330.8894 331.0282 331.1669 331.3057 331.4444 331.5831 331.7218 331.8605 331.9992 332.1379 332.2766 332.4152 332.5539 332.6925 332.8311 332.9697 333.1083 333.2469 333.3854 333.5240 333.6625 333.8011 333.9396 334.0781 334.2166 334.3551 334.4935 334.6320 334.7705 334.9089 335.0473 335.1857 335.3241 335.4625 335.6009 335.7393 335.8776 336.0160 336.1543 336.2926 336.4309 336.5692 336.7075 336.8457 336.9840 337.1223 337.2605 337.3987 337.5369 337.6751 337.8133 337.9515 338.0896 338.2278 338.3659 338.5041 338.6422 338.7803 338.9184 339.0564 339.1945 339.3326 339.4706 339.6086 339.7466 339.8847 340.0226 340.1606 340.2986 340.4366 340.5745 340.7124 340.8504 340.9883 341.1262 341.2640 341.4019 341.5398 341.6776 341.8155 341.9533 342.0911 342.2289 342.3667 342.5045 342.6422 342.7800 342.9177 343.0555 343.1932 343.3309 343.4686 343.6062 343.7439 343.8816 344.0192 344.1568 344.2945 344.4321 344.5697 344.7072 344.8448 344.9824 345.1199 345.2574 345.3950 345.5325 345.6700 345.8075 345.9449 346.0824 346.2198 346.3573 346.4947 346.6321 346.7695 346.9069 347.0443 347.1816 347.3190 347.4563 347.5936 347.7309 347.8682 348.0055 348.1428 348.2801 348.4173 348.5545 348.6918 348.8290 348.9662 349.1034 349.2406 349.3777 349.5149 349.6520 349.7891 349.9262 350.0633 350.2004 350.3375 350.4746 350.6116 350.7487 350.8857 351.0227 351.1597 351.2967 351.4337 351.5707 351.7076 351.8445 351.9815 352.1184 352.2553 352.3922 352.5291 352.6659 352.8028 352.9396 353.0764 353.2133 353.3501 353.4869 353.6236 353.7604 353.8971 354.0339 354.1706 354.3073 354.4440 354.5807 354.7174 354.8541 354.9907 355.1274 355.2640 355.4006 355.5372 355.6738 355.8104 355.9469 356.0835 356.2200 356.3566 356.4931 356.6296 356.7661 356.9025 357.0390 357.1754 357.3119 357.4483 357.5847 357.7211 357.8575 357.9939 358.1302 358.2666 358.4029 358.5393 358.6756 358.8119 358.9481 359.0844 359.2207 359.3569 359.4932 359.6294 359.7656 359.9018 360.0380 360.1741 360.3103 360.4464 360.5826 360.7187 360.8548 360.9909 361.1270 361.2630 361.3991 361.5351 361.6712 361.8072 361.9432 362.0792 362.2152 362.3511 362.4871 362.6230 362.7590 362.8949 363.0308 363.1667 363.3025 363.4384 363.5742 363.7101 363.8459 363.9817 364.1175 364.2533 364.3891 364.5248 364.6606 364.7963 364.9320 365.0677 365.2034 365.3391 365.4748 365.6104 365.7461 365.8817 366.0173 366.1529 366.2885 366.4241 366.5597 366.6952 366.8308 366.9663 367.1018 367.2373 367.3728 367.5083 367.6437 367.7792 367.9146 368.0500 368.1854 368.3208 368.4562 368.5916 368.7269 368.8623 368.9976 369.1329 369.2682 369.4035 369.5388 369.6740 369.8093 369.9445 370.0798 370.2150 370.3502 370.4854 370.6205 370.7557 370.8908 371.0260 371.1611 371.2962 371.4313 371.5664 371.7014 371.8365 371.9715 372.1065 372.2416 372.3766 372.5115 372.6465 372.7815 372.9164 373.0514 373.1863 373.3212 373.4561 373.5910 373.7258 373.8607 373.9955 374.1304 374.2652 374.4000 374.5348 374.6695 374.8043 374.9390 375.0738 375.2085 375.3432 375.4779 375.6126 375.7473 375.8819 376.0165 376.1512 376.2858 376.4204 376.5550 376.6896 376.8241 376.9587 377.0932 377.2277 377.3622 377.4967 377.6312 377.7657 377.9001 378.0346 378.1690 378.3034 378.4378 378.5722 378.7066 378.8409 378.9753 379.1096 379.2439 379.3782 379.5125 379.6468 379.7810 379.9153 380.0495 380.1838 380.3180 380.4522 380.5864 380.7205 380.8547 380.9888 381.1230 381.2571 381.3912 381.5253 381.6593 381.7934 381.9274 382.0615 382.1955 382.3295 382.4635 382.5975 382.7314 382.8654 382.9993 383.1333 383.2672 383.4011 383.5350 383.6688 383.8027 383.9365 384.0704 384.2042 384.3380 384.4718 384.6055 384.7393 384.8730 385.0068 385.1405 385.2742 385.4079 385.5416 385.6752 385.8089 385.9425 386.0762 386.2098 386.3434 386.4770 386.6105 386.7441 386.8776 387.0112 387.1447 387.2782 387.4117 387.5451 387.6786 387.8120 387.9455 388.0789 388.2123 388.3457 388.4791 388.6124 388.7458 388.8791 389.0124 389.1457 389.2790 389.4123 389.5456 389.6788 389.8121 389.9453 390.0785 390.2117 390.3449 390.4780 390.6112 390.7443 390.8775 391.0106 391.1437 391.2768 391.4098 391.5429 391.6759 391.8090 391.9420 392.0750 392.2080 392.3409 392.4739 392.6069 392.7398 392.8727 393.0056 393.1385 393.2714 393.4042 393.5371 393.6699 393.8027 393.9355 394.0683 394.2011 394.3339 394.4666 394.5994 394.7321 394.8648 394.9975 395.1302 395.2628 395.3955 395.5281 395.6608 395.7934 395.9260 396.0585 396.1911 396.3237 396.4562 396.5887 396.7212 396.8537 396.9862 397.1187 397.2511 397.3836 397.5160 397.6484 397.7808 397.9132 398.0456 398.1779 398.3103 398.4426 398.5749 398.7072 398.8395 398.9718 399.1040 399.2363 399.3685 399.5007 399.6329 399.7651 399.8973 400.0294 400.1616 400.2937 400.4258 400.5579 400.6900 400.8221 400.9541 401.0862 401.2182 401.3502 401.4822 401.6142 401.7462 401.8782 402.0101 402.1420 402.2740 402.4059 402.5377 402.6696 402.8015 402.9333 403.0652 403.1970 403.3288 403.4606 403.5923 403.7241 403.8558 403.9876 404.1193 404.2510 404.3827 404.5143 404.6460 404.7777 404.9093 405.0409 405.1725 405.3041 405.4357 405.5672 405.6988 405.8303 405.9618 406.0933 406.2248 406.3563 406.4877 406.6192 406.7506 406.8820 407.0134 407.1448 407.2762 407.4075 407.5389 407.6702 407.8015 407.9328 408.0641 408.1954 408.3266 408.4579 408.5891 408.7203 408.8515 408.9827 409.1139 409.2450 409.3762 409.5073 409.6384 409.7695 409.9006 410.0317 410.1627 410.2937 410.4248 410.5558 410.6868 410.8178 410.9487 411.0797 411.2106 411.3415 411.4725 411.6033 411.7342 411.8651 411.9959 412.1268 412.2576 412.3884 412.5192 412.6500 412.7807 412.9115 413.0422 413.1729 413.3037 413.4343 413.5650 413.6957 413.8263 413.9570 414.0876 414.2182 414.3488 414.4793 414.6099 414.7404 414.8710 415.0015 415.1320 415.2625 415.3930 415.5234 415.6539 415.7843 415.9147 416.0451 416.1755 416.3058 416.4362 416.5665 416.6969 416.8272 416.9575 417.0878 417.2180 417.3483 417.4785 417.6087 417.7389 417.8691 417.9993 418.1295 418.2596 418.3898 418.5199 418.6500 418.7801 418.9101 419.0402 419.1703 419.3003 419.4303 419.5603 419.6903 419.8203 419.9502 420.0802 420.2101 420.3400 420.4699 420.5998 420.7297 420.8595 420.9894 421.1192 421.2490 421.3788 421.5086 421.6383 421.7681 421.8978 422.0275 422.1572 422.2869 422.4166 422.5463 422.6759 422.8056 422.9352 423.0648 423.1944 423.3239 423.4535 423.5830 423.7126 423.8421 423.9716 424.1011 424.2305 424.3600 424.4894 424.6188 424.7483 424.8776 425.0070 425.1364 425.2657 425.3951 425.5244 425.6537 425.7830 425.9123 426.0415 426.1708 426.3000 426.4292 426.5584 426.6876 426.8168 426.9459 427.0751 427.2042 427.3333 427.4624 427.5915 427.7206 427.8496 427.9786 428.1077 428.2367 428.3657 428.4946 428.6236 428.7526 428.8815 429.0104 429.1393 429.2682 429.3971 429.5259 429.6548 429.7836 429.9124 430.0412 430.1700 430.2987 430.4275 430.5562 430.6850 430.8137 430.9424 431.0710 431.1997 431.3283 431.4570 431.5856 431.7142 431.8428 431.9713 432.0999 432.2284 432.3570 432.4855 432.6140 432.7425 432.8709 432.9994 433.1278 433.2562 433.3846 433.5130 433.6414 433.7698 433.8981 434.0264 434.1547 434.2830 434.4113 434.5396 434.6679 434.7961 434.9243 435.0525 435.1807 435.3089 435.4371 435.5652 435.6933 435.8215 435.9496 436.0777 436.2057 436.3338 436.4618 436.5898 436.7179 436.8459 436.9738 437.1018 437.2298 437.3577 437.4856 437.6135 437.7414 437.8693 437.9971 438.1250 438.2528 438.3806 438.5084 438.6362 438.7640 438.8917 439.0195 439.1472 439.2749 439.4026 439.5303 439.6579 439.7856 439.9132 440.0408 440.1684 440.2960 440.4236 440.5511 440.6787 440.8062 440.9337 441.0612 441.1887 441.3161 441.4436 441.5710 441.6984 441.8258 441.9532 442.0806 442.2080 442.3353 442.4626 442.5899 442.7172 442.8445 442.9718 443.0990 443.2263 443.3535 443.4807 443.6079 443.7350 443.8622 443.9893 444.1165 444.2436 444.3707 444.4977 444.6248 444.7519 444.8789 445.0059 445.1329 445.2599 445.3869 445.5138 445.6408 445.7677 445.8946 446.0215 446.1484 446.2752 446.4021 446.5289 446.6557 446.7825 446.9093 447.0361 447.1629 447.2896 447.4163 447.5430 447.6697 447.7964 447.9231 448.0497 448.1763 448.3030 448.4296 448.5561 448.6827 448.8093 448.9358 449.0623 449.1888 449.3153 449.4418 449.5683 449.6947 449.8211 449.9476 450.0740 450.2003 450.3267 450.4531 450.5794 450.7057 450.8320 450.9583 451.0846 451.2109 451.3371 451.4633 451.5895 451.7157 451.8419 451.9681 452.0942 452.2204 452.3465 452.4726 452.5987 452.7248 452.8508 452.9769 453.1029 453.2289 453.3549 453.4809 453.6068 453.7328 453.8587 453.9846 454.1105 454.2364 454.3623 454.4881 454.6140 454.7398 454.8656 454.9914 455.1172 455.2429 455.3687 455.4944 455.6201 455.7458 455.8715 455.9972 456.1228 456.2485 456.3741 456.4997 456.6253 456.7508 456.8764 457.0019 457.1275 457.2530 457.3785 457.5039 457.6294 457.7548 457.8803 458.0057 458.1311 458.2565 458.3818 458.5072 458.6325 458.7578 458.8832 459.0084 459.1337 459.2590 459.3842 459.5094 459.6346 459.7598 459.8850 460.0102 460.1353 460.2605 460.3856 460.5107 460.6358 460.7608 460.8859 461.0109 461.1359 461.2609 461.3859 461.5109 461.6359 461.7608 461.8857 462.0106 462.1355 462.2604 462.3853 462.5101 462.6349 462.7598 462.8846 463.0093 463.1341 463.2589 463.3836 463.5083 463.6330 463.7577 463.8824 464.0070 464.1317 464.2563 464.3809 464.5055 464.6301 464.7546 464.8792 465.0037 465.1282 465.2527 465.3772 465.5017 465.6261 465.7505 465.8749 465.9993 466.1237 466.2481 466.3725 466.4968 466.6211 466.7454 466.8697 466.9940 467.1182 467.2425 467.3667 467.4909 467.6151 467.7393 467.8634 467.9876 468.1117 468.2358 468.3599 468.4840 468.6081 468.7321 468.8562 468.9802 469.1042 469.2282 469.3521 469.4761 469.6000 469.7239 469.8478 469.9717 470.0956 470.2195 470.3433 470.4671 470.5909 470.7147 470.8385 470.9623 471.0860 471.2097 471.3334 471.4571 471.5808 471.7045 471.8281 471.9518 472.0754 472.1990 472.3226 472.4461 472.5697 472.6932 472.8167 472.9402 473.0637 473.1872 473.3106 473.4341 473.5575 473.6809 473.8043 473.9277 474.0510 474.1744 474.2977 474.4210 474.5443 474.6676 474.7908 474.9141 475.0373 475.1605 475.2837 475.4069 475.5300 475.6532 475.7763 475.8994 476.0225 476.1456 476.2687 476.3917 476.5148 476.6378 476.7608 476.8838 477.0067 477.1297 477.2526 477.3755 477.4984 477.6213 477.7442 477.8671 477.9899 478.1127 478.2355 478.3583 478.4811 478.6038 478.7266 478.8493 478.9720 479.0947 479.2174 479.3400 479.4627 479.5853 479.7079 479.8305 479.9531 480.0756 480.1982 480.3207 480.4432 480.5657 480.6882 480.8107 480.9331 481.0555 481.1780 481.3004 481.4227 481.5451 481.6674 481.7898 481.9121 482.0344 482.1567 482.2789 482.4012 482.5234 482.6456 482.7678 482.8900 483.0122 483.1344 483.2565 483.3786 483.5007 483.6228 483.7449 483.8669 483.9890 484.1110 484.2330 484.3550 484.4769 484.5989 484.7208 484.8428 484.9647 485.0866 485.2084 485.3303 485.4521 485.5739 485.6957 485.8175 485.9393 486.0611 486.1828 486.3045 486.4262 486.5479 486.6696 486.7913 486.9129 487.0345 487.1561 487.2777 487.3993 487.5209 487.6424 487.7639 487.8855 488.0069 488.1284 488.2499 488.3713 488.4928 488.6142 488.7356 488.8569 488.9783 489.0996 489.2210 489.3423 489.4636 489.5849 489.7061 489.8274 489.9486 490.0698 490.1910 490.3122 490.4333 490.5545 490.6756 490.7967 490.9178 491.0389 491.1600 491.2810 491.4020 491.5231 491.6441 491.7650 491.8860 492.0069 492.1279 492.2488 492.3697 492.4906 492.6114 492.7323 492.8531 492.9739 493.0947 493.2155 493.3363 493.4570 493.5777 493.6985 493.8192 493.9398 494.0605 494.1811 494.3018 494.4224 494.5430 494.6636 494.7841 494.9047 495.0252 495.1457 495.2662 495.3867 495.5072 495.6276 495.7480 495.8685 495.9889 496.1092 496.2296 496.3500 496.4703 496.5906 496.7109 496.8312 496.9514 497.0717 497.1919 497.3121 497.4323 497.5525 497.6727 497.7928 497.9129 498.0331 498.1532 498.2732 498.3933 498.5133 498.6334 498.7534 498.8734 498.9934 499.1133 499.2333 499.3532 499.4731 499.5930 499.7129 499.8327 499.9526 500.0724 500.1922 500.3120 500.4318 500.5516 500.6713 500.7910 500.9107 501.0304 501.1501 501.2698 501.3894 501.5090 501.6286 501.7482 501.8678 501.9874 502.1069 502.2264 502.3460 502.4654 502.5849 502.7044 502.8238 502.9432 503.0627 503.1820 503.3014 503.4208 503.5401 503.6594 503.7787 503.8980 504.0173 504.1366 504.2558 504.3750 504.4942 504.6134 504.7326 504.8517 504.9709 505.0900 505.2091 505.3282 505.4473 505.5663 505.6854 505.8044 505.9234 506.0424 506.1613 506.2803 506.3992 506.5181 506.6370 506.7559 506.8748 506.9936 507.1125 507.2313 507.3501 507.4689 507.5876 507.7064 507.8251 507.9438 508.0625 508.1812 508.2999 508.4185 508.5372 508.6558 508.7744 508.8929 509.0115 509.1300 509.2486 509.3671 509.4856 509.6041 509.7225 509.8410 509.9594 510.0778 510.1962 510.3146 510.4329 510.5513 510.6696 510.7879 510.9062 511.0245 511.1427 511.2610 511.3792 511.4974 511.6156 511.7337 511.8519 511.9700 512.0882 512.2063 512.3243 512.4424 512.5605 512.6785 512.7965 512.9145 513.0325 513.1505 513.2684 513.3864 513.5043 513.6222 513.7400 513.8579 513.9758 514.0936 514.2114 514.3292 514.4470 514.5647 514.6825 514.8002 514.9179 515.0356 515.1533 515.2710 515.3886 515.5062 515.6238 515.7414 515.8590 515.9766 516.0941 516.2116 516.3291 516.4466 516.5641 516.6815 516.7990 516.9164 517.0338 517.1512 517.2685 517.3859 517.5032 517.6205 517.7378 517.8551 517.9724 518.0896 518.2069 518.3241 518.4413 518.5585 518.6756 518.7928 518.9099 519.0270 519.1441 519.2612 519.3782 519.4953 519.6123 519.7293 519.8463 519.9633 520.0802 520.1972 520.3141 520.4310 520.5479 520.6647 520.7816 520.8984 521.0152 521.1320 521.2488 521.3656 521.4823 521.5991 521.7158 521.8325 521.9492 522.0658 522.1825 522.2991 522.4157 522.5323 522.6489 522.7654 522.8820 522.9985 523.1150 523.2315 523.3480 523.4644 523.5809 523.6973 523.8137 523.9301 524.0464 524.1628 524.2791 524.3954 524.5117 524.6280 524.7443 524.8605 524.9767 525.0929 525.2091 525.3253 525.4415 525.5576 525.6737 525.7898 525.9059 526.0220 526.1381 526.2541 526.3701 526.4861 526.6021 526.7181 526.8340 526.9499 527.0659 527.1818 527.2976 527.4135 527.5293 527.6452 527.7610 527.8768 527.9925 528.1083 528.2240 528.3398 528.4555 528.5711 528.6868 528.8025 528.9181 529.0337 529.1493 529.2649 529.3805 529.4960 529.6115 529.7270 529.8425 529.9580 530.0735 530.1889 530.3043 530.4197 530.5351 530.6505 530.7658 530.8812 530.9965 531.1118 531.2271 531.3423 531.4576 531.5728 531.6880 531.8032 531.9184 532.0335 532.1487 532.2638 532.3789 532.4940 532.6090 532.7241 532.8391 532.9541 533.0691 533.1841 533.2991 533.4140 533.5289 533.6438 533.7587 533.8736 533.9885 534.1033 534.2181 534.3329 534.4477 534.5625 534.6772 534.7919 534.9066 535.0213 535.1360 535.2507 535.3653 535.4799 535.5945 535.7091 535.8237 535.9382 536.0527 536.1673 536.2817 536.3962 536.5107 536.6251 536.7395 536.8539 536.9683 537.0827 537.1970 537.3114 537.4257 537.5400 537.6542 537.7685 537.8827 537.9970
---------------------------------------------------------------------------------------
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: Latitude at beginning of measurement [deg], negative=South of equator, positive=North of equator, -999=no latitude retrieved
Column 8: Longitude at beginning of measurement [deg], negative=West of Greenwich, positive=East of Greenwich, -999=no longitude retrieved
Column 9: Altitude a.s.l. at beginning of measurement [m]
Column 10: West-East inclination angle at beginning of measurement [deg], -999=angle not retrieved
Column 11: North-South inclination angle at beginning of measurement [deg], -999=angle not retrieved
Column 12: Rotation angle at beginning of measurement [deg], -999=angle not retrieved
Column 13: Data processing type index
Column 14: Integration time [ms]
Column 15: Number of bright count cycles
Column 16: Number of dark count cycles
Column 17: 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 18: Effective position of filterwheel #1, 0=filterwheel not used, 1-9 are valid positions
Column 19: Effective position of filterwheel #2, 0=filterwheel not used, 1-9 are valid positions
Column 20: Pointing zenith angle in degree, absolute or relative (see next column), 999=tracker not used
Column 21: Zenith pointing mode: zenith angle is... 0=absolute, 1=relative to sun, 2=relative to moon
Column 22: Pointing azimuth in degree, increases clockwise, absolute (0=north) or relative (see next column), 999=tracker not used
Column 23: Azimuth pointing mode: like zenith angle mode but also fixed scattering angles relative to sun (3) or moon (4)
Column 24: Target distance [m], -1=not pointed on target
Column 25: 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 26: 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 27: 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 28: 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 29: 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 30: Wavelength effective temperature [°C], 999=no effective temperature given
Column 31: Number of pixels, where dark count is higher than bright count, -9=no bright counts or dark counts measured
Column 32: 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 33: 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 34: Index of (not dead, blind, warm, or saturated) pixel with highest corrected counts
Column 35: Mean over blind and oversampled pixels in the bright counts, -9 if there is no bright count
Column 36: Standard error of blind and oversampled pixels in the bright counts, -9 if there is no bright count standard error
Column 37: Mean over blind and oversampled pixels in the dark counts, -9 if there is no dark count
Column 38: Standard error of blind and oversampled pixels in the dark counts, -9 if there is no dark count standard error
Column 39: Number of function evaluations used for dark background fitting, -9 if no background fitting was done
Column 40: rms of unweighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 41: Normalized rms of weighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 42: Mean difference dark map to measured dark count, -9 if no background fitting was done
Column 43: rms of difference dark map to measured dark count, -9 if no background fitting was done
Column 44: Mean absolute difference dark map to measured dark count expressed in number of standard deviations, -9 if no background fitting was done
Column 45: 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 46: 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 47: 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 48: Index of regular pixel, where the dark map differed most from the measured dark count, -9 if no background fitting was done
Column 49: 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 50: Retrieved value for dark background fitting parameter 1, -9 if no background fitting was done
Column 51: 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 52: Retrieved value for dark background fitting parameter 2, -9 if no background fitting was done
Column 53: 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 54: Retrieved value for dark background fitting parameter 3, -9 if no background fitting was done
Column 55: 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 56: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 57: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 58: 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 59: 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 60: 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 61: 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 62: 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 63: 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 64: 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 65: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 66: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 67: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 68: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 69: Mean wavelength correction applied [%], -9=no wavelength correction
Column 70: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 71: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 72: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 73: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 74: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 75: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 76: Spectrometer control temperature [°C], 999=no temperature signal
Column 77: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 78: Temperature at electronics board 1 [°C], 999=no temperature signal
Column 79: Temperature at electronics board 2 [°C], 999=no temperature signal
Column 80: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 81: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 82: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 83-2130: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2131-4178: 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 4179-6226: 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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SO 20181113T062812.0Z 6891.269583 2508 1 32.01 -999.000000 -999.000000 -999 -999.00 -999.00 -999.00 2 4000.000 8 2 0 1 2 0.00 1 0.00 1 -1.00 507 0 11 12 0 24.94 55 1 0 1394 7.010e+02 4.916e+00 7.307e+02 1.163e+01 0 0.000e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 -9 -9 -9 -9 -9.00e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 0.000e+00 1 28.16 91.74 88.52 -1.00 86.45 59.39 35.33 22.82 0 2.490e-01 1759 -9 -9.00 -9.00 -9.00 -9.00 -0.02720 -1.13350e-01 1.19729e-03 17.31 24.94 28.62 28.29 5.801e+07 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 -71 5 -40 90 -50 27 -9 5 46 51 0 -14 34 -21 -77 -5 -56 15 -3 -5 -54 95 -83 -14 -33 22 -78 -65 -67 6 16 117 -60 -3 -66 -39 -56 20 -18 94 -14 8 3 25 -68 3 -14 -29 31 17 102 -61 4 -68 -9 -5 65 -34 -58 -4 20 -45 -25 -28 63 17 42 0 -17 -32 -54 -54 17 -64 80 -42 28 41 34 -51 61 -60 13 4 30 43 55 -38 38 -5 -41 -35 9 -65 11 -23 -25 16 13 -45 -41 14 -27 -45 42 -54 -10 -49 6 -8 -27 -21 -64 -36 -3 90 -74 -59 -85 15 -23 -5 -40 111 -12 -22 7 -1 -33 46 2 10 46 -28 60 38 -23 -18 -40 43 30 -61 4 -31 29 12 9 -6 19 -28 49 -30 53 -32 -38 -33 -34 -24 36 36 49 40 29 -15 31 -42 4 4 9 48 -28 -52 -9 -41 18 -58 -69 -59 -42 -76 -36 43 -12 -11 -48 29 -9 48 51 -35 68 10 -58 3 -9 98 28 9 -46 38 -70 45 -21 19 2 3 -45 60 -46 -8 -16 50 -4 6 39 44 1 -9 -19 -54 -4 -15 28 -20 -28 -48 26 -17 46 90 21 -3 52 -18 6 24 78 -16 49 29 5 -39 12 -5 -27 -12 13 -48 -14 37 71 -56 -45 -29 1 -37 48 2 27 -57 -13 -55 -1 -14 25 214 17 -26 55 -67 11 69 35 -13 60 8 -3 31 10 68 67 87 38 84 19 -11 -35 36 22 59 -43 1 33 40 -56 3 38 105 4 23 -61 4 -29 -17 42 34 17 4 10 43 16 90 7 13 -22 10 43 117 90 49 -45 55 55 -33 58 43 57 -2 48 74 60 -18 124 7 42 2 78 -8 -25 -18 -16 22 26 24 51 44 81 105 123 1 67 39 48 62 85 3 89 8 22 37 170 8 -17 44 76 52 82 89 39 72 -12 28 45 122 30 48 89 93 6 61 36 27 3 107 -55 69 88 17 37 75 88 109 80 123 26 70 -32 -12 17 40 57 20 72 88 20 4 41 92 128 10 131 23 79 14 69 75 102 31 43 29 41 42 81 37 80 40 60 47 54 18 32 4 75 71 119 6 78 85 83 27 99 57 78 78 90 31 68 58 73 82 88 110 8 76 48 52 64 46 51 99 11 85 67 103 38 81 47 6 24 98 61 58 48 81 57 83 31 90 79 127 -33 145 -19 119 26 46 65 53 53 162 129 66 72 103 54 52 110 91 22 96 125 116 49 69 105 113 132 46 63 48 160 70 74 -7 17 16 151 35 23 20 34 85 -1 58 112 123 112 22 129 22 93 66 104 122 69 119 38 47 85 69 60 35 28 117 -23 119 139 21 54 21 92 14 104 121 63 83 6 -1 46 39 32 96 7 5 -34 69 79 65 52 114 28 62 53 155 81 133 111 133 89 89 79 42 73 78 95 126 44 59 112 17 89 60 104 1 74 22 131 75 91 42 95 31 39 20 53 17 88 15 86 8 29 55 158 138 92 131 52 95 63 22 133 124 104 91 77 88 35 82 82 44 93 134 76 94 81 127 10 -2 157 130 103 117 -60 117 -38 129 45 116 -12 117 -53 66 152 108 127 134 140 145 18 87 60 99 101 57 64 72 100 89 58 107 88 68 63 57 55 69 122 77 89 80 76 31 66 105 85 56 126 -6 58 85 167 124 89 132 110 84 84 118 153 128 159 -6 157 71 135 128 141 49 54 69 92 105 70 89 78 41 46 47 55 85 127 157 138 110 87 137 98 172 69 93 20 117 16 63 14 112 -24 118 -761 96 11 60 38 20 49 51 78 126 103 107 71 96 85 143 78 85 114 110 55 28 114 118 107 128 17 57 52 132 84 88 85 39 78 18 69 109 89 35 69 138 60 24 121 66 161 -9 115 82 117 108 109 29 137 78 40 98 69 101 88 131 98 71 97 165 123 85 89 121 55 130 78 86 102 94 53 185 47 81 63 55 34 46 -10 103 60 44 59 98 76 114 3 124 120 104 145 111 83 149 136 104 55 97 42 77 89 86 19 66 108 64 153 67 152 66 76 144 102 82 157 117 70 74 170 86 151 126 149 89 177 130 163 85 170 48 183 92 126 216 163 85 143 151 206 132 189 165 207 141 144 137 154 116 151 154 139 129 119 155 115 134 145 191 114 145 89 182 191 125 171 145 152 114 86 177 116 146 79 222 83 131 123 162 139 152 70 106 135 85 85 81 118 152 118 182 115 181 171 180 166 101 197 122 166 164 100 124 114 89 160 135 159 137 117 128 118 122 175 150 215 76 187 137 233 141 173 150 174 167 154 58 136 115 163 114 182 129 128 180 170 115 130 159 186 158 172 222 209 170 172 149 151 148 162 204 144 119 124 178 114 139 149 167 151 99 158 144 143 116 96 121 96 117 107 140 211 114 119 136 154 149 169 198 166 181 185 139 129 125 134 207 175 75 149 122 139 150 172 169 158 153 167 105 151 109 108 66 154 111 135 65 199 121 168 87 158 122 126 120 184 140 161 156 117 147 153 148 152 167 125 121 212 161 185 182 179 218 126 138 99 124 141 177 182 168 115 172 113 108 117 111 135 200 96 147 147 87 35 127 119 122 87 118 91 188 74 146 105 174 89 124 75 141 133 164 218 133 162 133 170 101 83 182 193 161 193 148 142 149 180 85 141 108 157 77 157 107 132 144 117 124 130 126 162 157 189 135 173 177 204 171 167 170 131 203 127 159 173 140 120 160 148 176 103 160 163 180 166 101 128 140 153 124 98 114 181 185 204 219 119 197 133 167 176 133 126 195 82 150 154 189 143 150 129 154 200 156 202 210 117 156 160 196 154 161 207 104 87 183 186 160 213 152 194 164 237 133 161 132 200 124 133 118 154 110 144 113 121 114 193 143 167 93 182 184 199 202 224 181 176 155 174 191 204 152 151 129 200 151 144 157 123 193 143 199 150 140 177 149 148 194 181 220 194 225 231 172 106 175 196 174 143 173 167 159 -369 171 190 133 171 132 122 132 161 155 169 222 213 201 187 202 224 190 167 144 147 174 199 115 134 144 133 189 200 119 235 133 158 168 184 167 253 173 209 129 207 150 179 208 165 124 143 162 203 148 103 206 120 179 158 180 192 140 149 253 174 197 165 181 193 170 111 222 159 115 180 182 95 221 132 172 164 189 140 170 170 172 112 160 191 172 126 202 182 143 206 190 151 159 241 175 188 159 129 96 153 156 185 187 211 211 139 112 220 160 162 178 170 134 120 116 173 135 138 121 222 180 196 133 152 172 180 143 211 160 111 113 193 85 171 124 174 165 204 127 146 143 127 143 176 196 121 195 113 164 205 203 150 146 146 145 222 189 127 173 184 187 155 166 171 197 176 214 148 187 121 196 164 181 176 180 136 195 184 153 147 161 161 207 194 165 159 199 203 141 166 199 203 150 144 129 172 97 167 140 149 122 214 146 188 199 138 194 164 120 127 133 160 142 166 158 158 169 140 222 155 118 121 132 129 163 165 129 112 198 106 142 204 141 120 165 163 235 216 190 194 184 121 187 200 123 188 205 128 135 140 152 203 122 57 146 136 185 139 138 114 210 174 203 85 143 110 193 138 187 112 99 48 134 127 78 199 157 142 196 122 95 153 182 184 88 206 151 176 118 128 133 91 128 80 115 142 111 194 164 117 84 126 153 133 84 158 162 219 148 176 156 141 138 196 173 103 95 142 145 100 88 133 120 104 144 117 116 84 152 145 192 108 152 108 111 107 138 163 181 89 185 160 152 106 196 133 171 148 128 109 142 181 128 199 199 174 142 147 162 120 190 139 131 127 153 105 169 176 150 168 100 169 109 249 109 133 139 137 121 173 105 192 126 126 134 132 102 127 125 122 133 105 92 114 121 148 95 96 121 127 113 173 162 112 153 151 139 116 77 59 110 144 208 94 150 92 115 73 63 99 89 164 129 147 174 136 169 126 125 101 104 138 111 69 165 118 65 80 176 151 167 118 142 90 163 209 164 110 159 137 81 88 134 101 130 148 103 146 144 219 135 131 78 173 86 146 83 159 85 124 134 171 179 159 93 170 119 183 108 128 93 160 153 162 112 109 52 122 82 67 133 119 116 110 137 58 103 128 89 112 129 110 115 143 121 131 181 90 178 158 126 108 99 90 141 84 90 157 157 86 153 68 138 118 150 100 176 44 118 99 194 58 128 92 149 107 148 130 202 189 185 94 118 119 137 133 119 92 143 104 123 129 69 179 97 156 111 136 140 157 143 104 53 146 86 155 98 146 91 182 124 114 107 128 70 158 219 159 119 185 97 144 26 61 95 167 122 67 139 144 181 139 77 133 100 145 91 136 116 105 129 113 166 5 100 43 186 107 136 88 127 100 64 138 115 90 44 87 60 166 109 119 157 62 115 104 75 200 105 124 81 111 137 67 113 171 115 119 130 111 65 113 69 170 102 91 103 128 95 82 92 148 65 131 76 135 108 82 88 165 52 158 57 94 37 122 181 97 63 143 88 107 88 38 133 158 54 60 37 155 139 123 108 76 141 103 185 137 91 80 47 97 60 83 190 -35 103 41 56 74 94 96 178 57 123 90 139 116 143 40 93 0 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 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1261 1301 1220 1317 1279 1266 1243 1219 1263 1426 1435 1616 1543 1661 1631 1690 1660 1669 1527 1578 1465 1541 1540 1727 1765 1812 1816 1870 1774 1776 1697 1607 1534 1437 1475 1417 1338 1204 1017 809 725 575 573 615 762 881 1125 1166 1272 1291 1394 1396 1637 1630 1737 1706 1782 1740 1784 1708 1676 1587 1516 1373 1268 1012 944 789 682 725 872 966 1221 1321 1548 1680 1778 1929 1888 1910 1934 1979 1998 2062 2084 2180 2121 2162 2102 2139 2130 2144 2219 2314 2149 2146 2045 2148 2106 2249 2320 2313 2337 2368 2264 2299 2283 2312 2349 2321 2338 2354 2317 2395 2267 2186 2045 2015 2093 2256 2322 2413 2407 2363 2286 2127 1992 1954 2110 2209 2350 2278 2275 2183 2174 2074 2160 2100 2159 2034 2067 1912 2065 2119 2187 2128 2173 2138 2173 2094 2124 2080 2122 2235 2338 2229 2257 2281 2285 2436 2459 2355 2363 2346 2258 2227 2117 1984 1885 1867 1884 1960 2061 2202 2235 2299 2292 2348 2338 2425 2421 2473 2357 2399 2333 2393 2359 2341 2340 2337 2329 2269 2168 2195 2222 2296 2346 2474 2470 2425 2322 2245 2233 2247 2323 2396 2369 2330 2232 2256 2257 2220 2289 2354 2395 2462 2492 2478 2471 2393 2344 2358 2271 2245 2215 2186 2247 2218 2264 2161 2301 2255 2240 2177 2214 2159 2269 2209 2330 2312 2303 2213 2179 2095 2081 2051 2146 2217 2286 2319 2371 2402 2451 2393 2436 2358 2285 2317 2264 2335 2407 2321 2224 2066 1968 1904 1921 2101 2265 2344 2335 2253 2145 2191 2128 2206 2186 2266 2260 2349 2217 2182 2164 2071 2072 2222 2175 2205 2202 2190 2088 2194 2104 2184 2304 2397 2304 2173 2030 1973 1856 1921 1972 2060 2179 2131 2259 2211 2161 2069 2158 1992 2023 1903 1959 1935 2053 2014 2032 1854 1765 1634 1564 1494 1570 1529 1574 1461 1518 1449 1507 1673 1816 2046 2314 2422 2478 2474 2334 2200 1991 1902 1913 2092 2226 2336 2361 2354 2353 2333 2148 1964 1903 1807 1773 1926 2038 2192 2290 2334 2305 2262 2085 2194 2123 2226 2238 2361 2329 2388 2339 2416 2386 2465 2370 2396 2350 2305 2255 2224 2221 2204 2234 2316 2258 2135 1953 1919 1896 1989 2056 2147 2106 2140 2192 2210 2263 2262 2316 2295 2235 2179 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2070 2014 2081 2157 2118 2130 2190 2164 2216 2103 2170 2121 2183 2107 2225 2176 2258 2145 2208 2081 2044 1949 1922 1740 1844 1684 1781 1775 1795 1856 1921 2012 2157 2096 2072 1976 1887 1835 1823 1830 1888 2021 2099 2052 2088 2052 2021 2027 2100 2144 2151 2111 2153 2185 2075 2123 2106 2101 2053 2103 2181 2184 2127 2199 2143 2154 2138 2155 2121 2191 2098 2213 2106 2100 2058 2081 2013 2089 2080 2092 2055 2166 2161 2149 2209 2254 2236 2254 2235 2200 2168 2198 2181 2159 2194 2127 2197 2131 2221 2159 2229 2150 2175 2110 2119 1970 2013 1915 1878 1796 1951 1851 1929 1898 1950 2000 2088 2073 2160 2097 2126 2075 2138 2084 2156 2155 2190 2207 2216 2252 2241 2211 2162 2172 2153 2125 2086 2126 2028 2183 2121 2198 2197 2262 2212 2269 2182 2301 2239 2266 2139 2161 2161 2177 2197 2190 2156 1997 1997 2019 1944 2003 1938 1966 1979 2079 2083 2158 2100 2088 2105 2137 2109 2135 2091 2105 2140 2068 2119 2121 2079 2148 2219 2185 2242 2211 2223 2209 2302 2252 2284 2167 2192 2169 2189 2087 2091 1936 2045 2021 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1742 1841 1857 1995 2029 2037 2015 2003 1858 1719 1777 1770 1883 1925 2041 2092 1975 2052 1963 2003 2076 2045 2073 2112 2165 2089 2069 2077 1979 2009 1956 1997 2021 2086 2087 2137 2098 2031 2131 2064 2130 2088 2091 2103 2055 1957 1990 1927 1970 1981 2023 2020 2017 2039 2103 2099 2120 2102 2163 2115 2171 2158 2126 2154 2072 2032 2075 2070 2154 2067 2047 2067 2142 2105 2105 2063 1991 1943 1941 1827 1838 1832 1838 1877 1856 1905 1887 1946 1986 2003 2069 2077 2054 1997 2007 1985 2034 2144 2124 2180 2214 2185 2176 2158 2092 2078 2014 2027 2037 2031 2095 2091 2048 2154 2124 2142 2201 2104 2146 2154 2167 2179 2149 2143 2060 2097 2074 2112 2042 1991 2041 1952 1995 1855 1923 1885 1948 2003 2097 2069 2106 1986 2081 2096 2055 2002 2032 2045 2097 2064 2070 2048 2086 2074 2041 2100 2182 2160 2143 2211 2184 2150 2086 2118 2086 2091 2092 2013 2039 2043 2003 1937 1936 2019 2048 2074 2082 2142 2100 2081 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 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