File name: Pandora132s1_Berlin_20181225_L1_smca1c18d20181129p1-8.txt
File generation date: 20260714T135229.2Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c18d20181129p1-8
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_v18d20181129.txt
Level 0 file used: Pandora132s1_Berlin_20181225_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: 20181225
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]: 270.7016 270.8450 270.9885 271.1320 271.2754 271.4188 271.5622 271.7057 271.8490 271.9924 272.1358 272.2792 272.4225 272.5659 272.7092 272.8526 272.9959 273.1392 273.2825 273.4258 273.5691 273.7123 273.8556 273.9988 274.1421 274.2853 274.4285 274.5717 274.7149 274.8581 275.0013 275.1444 275.2876 275.4308 275.5739 275.7170 275.8601 276.0032 276.1463 276.2894 276.4325 276.5756 276.7186 276.8617 277.0047 277.1477 277.2907 277.4337 277.5767 277.7197 277.8627 278.0056 278.1486 278.2915 278.4345 278.5774 278.7203 278.8632 279.0061 279.1490 279.2918 279.4347 279.5775 279.7204 279.8632 280.0060 280.1488 280.2916 280.4344 280.5772 280.7200 280.8627 281.0055 281.1482 281.2909 281.4336 281.5763 281.7190 281.8617 282.0044 282.1470 282.2897 282.4323 282.5750 282.7176 282.8602 283.0028 283.1454 283.2880 283.4305 283.5731 283.7156 283.8582 284.0007 284.1432 284.2857 284.4282 284.5707 284.7132 284.8556 284.9981 285.1405 285.2829 285.4254 285.5678 285.7102 285.8526 285.9949 286.1373 286.2797 286.4220 286.5643 286.7067 286.8490 286.9913 287.1336 287.2759 287.4181 287.5604 287.7026 287.8449 287.9871 288.1293 288.2715 288.4137 288.5559 288.6981 288.8403 288.9824 289.1246 289.2667 289.4088 289.5509 289.6930 289.8351 289.9772 290.1193 290.2613 290.4034 290.5454 290.6874 290.8295 290.9715 291.1135 291.2554 291.3974 291.5394 291.6813 291.8233 291.9652 292.1071 292.2490 292.3909 292.5328 292.6747 292.8166 292.9584 293.1003 293.2421 293.3839 293.5257 293.6675 293.8093 293.9511 294.0928 294.2346 294.3764 294.5181 294.6598 294.8015 294.9432 295.0849 295.2266 295.3683 295.5099 295.6516 295.7932 295.9348 296.0764 296.2180 296.3596 296.5012 296.6428 296.7844 296.9259 297.0674 297.2090 297.3505 297.4920 297.6335 297.7750 297.9164 298.0579 298.1994 298.3408 298.4822 298.6236 298.7650 298.9064 299.0478 299.1892 299.3306 299.4719 299.6132 299.7546 299.8959 300.0372 300.1785 300.3198 300.4611 300.6023 300.7436 300.8848 301.0260 301.1673 301.3085 301.4497 301.5908 301.7320 301.8732 302.0143 302.1555 302.2966 302.4377 302.5788 302.7199 302.8610 303.0021 303.1431 303.2842 303.4252 303.5663 303.7073 303.8483 303.9893 304.1303 304.2712 304.4122 304.5531 304.6941 304.8350 304.9759 305.1168 305.2577 305.3986 305.5395 305.6803 305.8212 305.9620 306.1028 306.2437 306.3845 306.5253 306.6660 306.8068 306.9476 307.0883 307.2290 307.3698 307.5105 307.6512 307.7919 307.9326 308.0732 308.2139 308.3545 308.4952 308.6358 308.7764 308.9170 309.0576 309.1982 309.3387 309.4793 309.6198 309.7604 309.9009 310.0414 310.1819 310.3224 310.4628 310.6033 310.7438 310.8842 311.0246 311.1650 311.3054 311.4458 311.5862 311.7266 311.8670 312.0073 312.1476 312.2880 312.4283 312.5686 312.7089 312.8492 312.9894 313.1297 313.2699 313.4102 313.5504 313.6906 313.8308 313.9710 314.1112 314.2513 314.3915 314.5316 314.6717 314.8119 314.9520 315.0921 315.2322 315.3722 315.5123 315.6523 315.7924 315.9324 316.0724 316.2124 316.3524 316.4924 316.6324 316.7723 316.9123 317.0522 317.1921 317.3320 317.4719 317.6118 317.7517 317.8915 318.0314 318.1712 318.3111 318.4509 318.5907 318.7305 318.8703 319.0100 319.1498 319.2895 319.4293 319.5690 319.7087 319.8484 319.9881 320.1278 320.2674 320.4071 320.5467 320.6864 320.8260 320.9656 321.1052 321.2448 321.3843 321.5239 321.6634 321.8030 321.9425 322.0820 322.2215 322.3610 322.5005 322.6399 322.7794 322.9188 323.0583 323.1977 323.3371 323.4765 323.6159 323.7552 323.8946 324.0340 324.1733 324.3126 324.4519 324.5912 324.7305 324.8698 325.0091 325.1483 325.2875 325.4268 325.5660 325.7052 325.8444 325.9836 326.1227 326.2619 326.4010 326.5402 326.6793 326.8184 326.9575 327.0966 327.2357 327.3747 327.5138 327.6528 327.7918 327.9309 328.0699 328.2089 328.3478 328.4868 328.6258 328.7647 328.9036 329.0426 329.1815 329.3204 329.4592 329.5981 329.7370 329.8758 330.0147 330.1535 330.2923 330.4311 330.5699 330.7086 330.8474 330.9862 331.1249 331.2636 331.4023 331.5410 331.6797 331.8184 331.9571 332.0957 332.2344 332.3730 332.5116 332.6502 332.7888 332.9274 333.0660 333.2046 333.3431 333.4816 333.6202 333.7587 333.8972 334.0357 334.1741 334.3126 334.4510 334.5895 334.7279 334.8663 335.0047 335.1431 335.2815 335.4198 335.5582 335.6965 335.8349 335.9732 336.1115 336.2498 336.3881 336.5263 336.6646 336.8028 336.9411 337.0793 337.2175 337.3557 337.4939 337.6320 337.7702 337.9083 338.0465 338.1846 338.3227 338.4608 338.5989 338.7370 338.8750 339.0131 339.1511 339.2891 339.4272 339.5652 339.7031 339.8411 339.9791 340.1170 340.2550 340.3929 340.5308 340.6687 340.8066 340.9445 341.0823 341.2202 341.3580 341.4959 341.6337 341.7715 341.9093 342.0471 342.1848 342.3226 342.4603 342.5980 342.7358 342.8735 343.0112 343.1488 343.2865 343.4242 343.5618 343.6994 343.8371 343.9747 344.1123 344.2498 344.3874 344.5250 344.6625 344.8000 344.9376 345.0751 345.2126 345.3501 345.4875 345.6250 345.7624 345.8999 346.0373 346.1747 346.3121 346.4495 346.5868 346.7242 346.8615 346.9989 347.1362 347.2735 347.4108 347.5481 347.6854 347.8226 347.9599 348.0971 348.2343 348.3715 348.5087 348.6459 348.7831 348.9202 349.0574 349.1945 349.3317 349.4688 349.6059 349.7429 349.8800 350.0171 350.1541 350.2912 350.4282 350.5652 350.7022 350.8392 350.9761 351.1131 351.2501 351.3870 351.5239 351.6608 351.7977 351.9346 352.0715 352.2083 352.3452 352.4820 352.6188 352.7556 352.8924 353.0292 353.1660 353.3028 353.4395 353.5762 353.7130 353.8497 353.9864 354.1230 354.2597 354.3964 354.5330 354.6697 354.8063 354.9429 355.0795 355.2161 355.3526 355.4892 355.6257 355.7623 355.8988 356.0353 356.1718 356.3083 356.4447 356.5812 356.7176 356.8541 356.9905 357.1269 357.2633 357.3997 357.5360 357.6724 357.8087 357.9450 358.0814 358.2177 358.3540 358.4902 358.6265 358.7628 358.8990 359.0352 359.1714 359.3076 359.4438 359.5800 359.7162 359.8523 359.9885 360.1246 360.2607 360.3968 360.5329 360.6690 360.8050 360.9411 361.0771 361.2131 361.3491 361.4851 361.6211 361.7571 361.8930 362.0290 362.1649 362.3008 362.4368 362.5726 362.7085 362.8444 362.9803 363.1161 363.2519 363.3877 363.5236 363.6593 363.7951 363.9309 364.0666 364.2024 364.3381 364.4738 364.6095 364.7452 364.8809 365.0166 365.1522 365.2878 365.4235 365.5591 365.6947 365.8303 365.9658 366.1014 366.2370 366.3725 366.5080 366.6435 366.7790 366.9145 367.0500 367.1854 367.3209 367.4563 367.5917 367.7271 367.8625 367.9979 368.1333 368.2686 368.4039 368.5393 368.6746 368.8099 368.9452 369.0805 369.2157 369.3510 369.4862 369.6214 369.7566 369.8918 370.0270 370.1622 370.2973 370.4325 370.5676 370.7027 370.8378 370.9729 371.1080 371.2431 371.3781 371.5132 371.6482 371.7832 371.9182 372.0532 372.1882 372.3231 372.4581 372.5930 372.7280 372.8629 372.9978 373.1326 373.2675 373.4024 373.5372 373.6720 373.8069 373.9417 374.0765 374.2112 374.3460 374.4808 374.6155 374.7502 374.8849 375.0196 375.1543 375.2890 375.4237 375.5583 375.6929 375.8276 375.9622 376.0968 376.2313 376.3659 376.5005 376.6350 376.7695 376.9040 377.0385 377.1730 377.3075 377.4420 377.5764 377.7108 377.8453 377.9797 378.1141 378.2485 378.3828 378.5172 378.6515 378.7859 378.9202 379.0545 379.1888 379.3230 379.4573 379.5915 379.7258 379.8600 379.9942 380.1284 380.2626 380.3968 380.5309 380.6651 380.7992 380.9333 381.0674 381.2015 381.3356 381.4696 381.6037 381.7377 381.8717 382.0058 382.1398 382.2737 382.4077 382.5417 382.6756 382.8095 382.9434 383.0773 383.2112 383.3451 383.4790 383.6128 383.7467 383.8805 384.0143 384.1481 384.2819 384.4156 384.5494 384.6831 384.8169 384.9506 385.0843 385.2180 385.3516 385.4853 385.6189 385.7526 385.8862 386.0198 386.1534 386.2870 386.4205 386.5541 386.6876 386.8211 386.9547 387.0882 387.2216 387.3551 387.4886 387.6220 387.7554 387.8889 388.0223 388.1557 388.2890 388.4224 388.5557 388.6891 388.8224 388.9557 389.0890 389.2223 389.3555 389.4888 389.6220 389.7553 389.8885 390.0217 390.1549 390.2880 390.4212 390.5543 390.6875 390.8206 390.9537 391.0868 391.2199 391.3529 391.4860 391.6190 391.7520 391.8850 392.0180 392.1510 392.2840 392.4169 392.5499 392.6828 392.8157 392.9486 393.0815 393.2144 393.3472 393.4801 393.6129 393.7457 393.8785 394.0113 394.1441 394.2768 394.4096 394.5423 394.6750 394.8077 394.9404 395.0731 395.2058 395.3384 395.4710 395.6037 395.7363 395.8689 396.0015 396.1340 396.2666 396.3991 396.5316 396.6642 396.7967 396.9291 397.0616 397.1941 397.3265 397.4589 397.5914 397.7238 397.8561 397.9885 398.1209 398.2532 398.3856 398.5179 398.6502 398.7825 398.9147 399.0470 399.1792 399.3115 399.4437 399.5759 399.7081 399.8403 399.9724 400.1046 400.2367 400.3689 400.5010 400.6331 400.7651 400.8972 401.0293 401.1613 401.2933 401.4253 401.5573 401.6893 401.8213 401.9532 402.0852 402.2171 402.3490 402.4809 402.6128 402.7447 402.8765 403.0084 403.1402 403.2720 403.4038 403.5356 403.6674 403.7991 403.9309 404.0626 404.1943 404.3260 404.4577 404.5894 404.7210 404.8527 404.9843 405.1159 405.2475 405.3791 405.5107 405.6422 405.7738 405.9053 406.0368 406.1683 406.2998 406.4313 406.5628 406.6942 406.8256 406.9571 407.0885 407.2199 407.3512 407.4826 407.6139 407.7453 407.8766 408.0079 408.1392 408.2705 408.4017 408.5330 408.6642 408.7954 408.9266 409.0578 409.1890 409.3201 409.4513 409.5824 409.7135 409.8446 409.9757 410.1068 410.2379 410.3689 410.5000 410.6310 410.7620 410.8930 411.0239 411.1549 411.2858 411.4168 411.5477 411.6786 411.8095 411.9404 412.0712 412.2021 412.3329 412.4637 412.5945 412.7253 412.8561 412.9868 413.1176 413.2483 413.3790 413.5097 413.6404 413.7711 413.9018 414.0324 414.1630 414.2936 414.4242 414.5548 414.6854 414.8160 414.9465 415.0770 415.2075 415.3380 415.4685 415.5990 415.7294 415.8599 415.9903 416.1207 416.2511 416.3815 416.5119 416.6422 416.7726 416.9029 417.0332 417.1635 417.2938 417.4240 417.5543 417.6845 417.8148 417.9450 418.0752 418.2053 418.3355 418.4656 418.5958 418.7259 418.8560 418.9861 419.1162 419.2462 419.3763 419.5063 419.6363 419.7663 419.8963 420.0263 420.1563 420.2862 420.4161 420.5460 420.6759 420.8058 420.9357 421.0656 421.1954 421.3252 421.4550 421.5848 421.7146 421.8444 421.9741 422.1039 422.2336 422.3633 422.4930 422.6227 422.7523 422.8820 423.0116 423.1413 423.2709 423.4004 423.5300 423.6596 423.7891 423.9187 424.0482 424.1777 424.3072 424.4366 424.5661 424.6955 424.8250 424.9544 425.0838 425.2132 425.3425 425.4719 425.6012 425.7305 425.8599 425.9891 426.1184 426.2477 426.3769 426.5062 426.6354 426.7646 426.8938 427.0230 427.1521 427.2813 427.4104 427.5395 427.6686 427.7977 427.9268 428.0558 428.1849 428.3139 428.4429 428.5719 428.7009 428.8298 428.9588 429.0877 429.2166 429.3455 429.4744 429.6033 429.7322 429.8610 429.9898 430.1187 430.2475 430.3762 430.5050 430.6338 430.7625 430.8912 431.0199 431.1486 431.2773 431.4060 431.5346 431.6633 431.7919 431.9205 432.0491 432.1777 432.3062 432.4348 432.5633 432.6918 432.8203 432.9488 433.0772 433.2057 433.3341 433.4626 433.5910 433.7194 433.8477 433.9761 434.1044 434.2328 434.3611 434.4894 434.6177 434.7460 434.8742 435.0024 435.1307 435.2589 435.3871 435.5153 435.6434 435.7716 435.8997 436.0278 436.1559 436.2840 436.4121 436.5402 436.6682 436.7962 436.9242 437.0522 437.1802 437.3082 437.4361 437.5641 437.6920 437.8199 437.9478 438.0757 438.2035 438.3314 438.4592 438.5870 438.7148 438.8426 438.9704 439.0981 439.2258 439.3536 439.4813 439.6090 439.7366 439.8643 439.9919 440.1196 440.2472 440.3748 440.5024 440.6299 440.7575 440.8850 441.0126 441.1401 441.2676 441.3950 441.5225 441.6499 441.7774 441.9048 442.0322 442.1596 442.2869 442.4143 442.5416 442.6689 442.7962 442.9235 443.0508 443.1781 443.3053 443.4325 443.5598 443.6870 443.8141 443.9413 444.0685 444.1956 444.3227 444.4498 444.5769 444.7040 444.8310 444.9581 445.0851 445.2121 445.3391 445.4661 445.5931 445.7200 445.8470 445.9739 446.1008 446.2277 446.3545 446.4814 446.6082 446.7351 446.8619 446.9887 447.1155 447.2422 447.3690 447.4957 447.6224 447.7491 447.8758 448.0025 448.1291 448.2558 448.3824 448.5090 448.6356 448.7622 448.8887 449.0153 449.1418 449.2683 449.3948 449.5213 449.6478 449.7742 449.9007 450.0271 450.1535 450.2799 450.4062 450.5326 450.6589 450.7853 450.9116 451.0379 451.1642 451.2904 451.4167 451.5429 451.6691 451.7953 451.9215 452.0477 452.1738 452.3000 452.4261 452.5522 452.6783 452.8044 452.9304 453.0565 453.1825 453.3085 453.4345 453.5605 453.6865 453.8124 453.9383 454.0643 454.1902 454.3161 454.4419 454.5678 454.6936 454.8194 454.9453 455.0711 455.1968 455.3226 455.4483 455.5741 455.6998 455.8255 455.9512 456.0768 456.2025 456.3281 456.4537 456.5793 456.7049 456.8305 456.9560 457.0816 457.2071 457.3326 457.4581 457.5836 457.7091 457.8345 457.9599 458.0853 458.2107 458.3361 458.4615 458.5868 458.7122 458.8375 458.9628 459.0881 459.2134 459.3386 459.4638 459.5891 459.7143 459.8395 459.9646 460.0898 460.2150 460.3401 460.4652 460.5903 460.7154 460.8404 460.9655 461.0905 461.2155 461.3405 461.4655 461.5905 461.7154 461.8404 461.9653 462.0902 462.2151 462.3400 462.4648 462.5897 462.7145 462.8393 462.9641 463.0889 463.2136 463.3384 463.4631 463.5878 463.7125 463.8372 463.9619 464.0865 464.2112 464.3358 464.4604 464.5850 464.7096 464.8341 464.9587 465.0832 465.2077 465.3322 465.4567 465.5811 465.7056 465.8300 465.9544 466.0788 466.2032 466.3275 466.4519 466.5762 466.7005 466.8248 466.9491 467.0734 467.1976 467.3219 467.4461 467.5703 467.6945 467.8187 467.9428 468.0670 468.1911 468.3152 468.4393 468.5634 468.6874 468.8115 468.9355 469.0595 469.1835 469.3075 469.4314 469.5554 469.6793 469.8032 469.9271 470.0510 470.1749 470.2987 470.4226 470.5464 470.6702 470.7940 470.9178 471.0415 471.1652 471.2890 471.4127 471.5364 471.6600 471.7837 471.9073 472.0310 472.1546 472.2782 472.4018 472.5253 472.6489 472.7724 472.8959 473.0194 473.1429 473.2664 473.3898 473.5132 473.6367 473.7601 473.8835 474.0068 474.1302 474.2535 474.3768 474.5001 474.6234 474.7467 474.8700 474.9932 475.1164 475.2396 475.3628 475.4860 475.6092 475.7323 475.8554 475.9786 476.1017 476.2247 476.3478 476.4709 476.5939 476.7169 476.8399 476.9629 477.0859 477.2088 477.3317 477.4547 477.5776 477.7004 477.8233 477.9462 478.0690 478.1918 478.3146 478.4374 478.5602 478.6830 478.8057 478.9284 479.0511 479.1738 479.2965 479.4192 479.5418 479.6645 479.7871 479.9097 480.0322 480.1548 480.2774 480.3999 480.5224 480.6449 480.7674 480.8899 481.0123 481.1347 481.2572 481.3796 481.5020 481.6243 481.7467 481.8690 481.9913 482.1136 482.2359 482.3582 482.4805 482.6027 482.7249 482.8471 482.9693 483.0915 483.2137 483.3358 483.4579 483.5801 483.7022 483.8242 483.9463 484.0683 484.1904 484.3124 484.4344 484.5564 484.6783 484.8003 484.9222 485.0441 485.1661 485.2879 485.4098 485.5317 485.6535 485.7753 485.8971 486.0189 486.1407 486.2624 486.3842 486.5059 486.6276 486.7493 486.8710 486.9926 487.1143 487.2359 487.3575 487.4791 487.6007 487.7223 487.8438 487.9653 488.0868 488.2083 488.3298 488.4513 488.5727 488.6942 488.8156 488.9370 489.0584 489.1797 489.3011 489.4224 489.5437 489.6651 489.7863 489.9076 490.0289 490.1501 490.2713 490.3925 490.5137 490.6349 490.7560 490.8772 490.9983 491.1194 491.2405 491.3616 491.4826 491.6037 491.7247 491.8457 491.9667 492.0877 492.2087 492.3296 492.4505 492.5715 492.6924 492.8132 492.9341 493.0549 493.1758 493.2966 493.4174 493.5382 493.6589 493.7797 493.9004 494.0212 494.1419 494.2625 494.3832 494.5039 494.6245 494.7451 494.8657 494.9863 495.1069 495.2274 495.3480 495.4685 495.5890 495.7095 495.8300 495.9504 496.0709 496.1913 496.3117 496.4321 496.5525 496.6729 496.7932 496.9135 497.0338 497.1541 497.2744 497.3947 497.5149 497.6352 497.7554 497.8756 497.9958 498.1159 498.2361 498.3562 498.4763 498.5964 498.7165 498.8366 498.9566 499.0767 499.1967 499.3167 499.4367 499.5566 499.6766 499.7965 499.9164 500.0364 500.1562 500.2761 500.3960 500.5158 500.6356 500.7554 500.8752 500.9950 501.1148 501.2345 501.3542 501.4739 501.5936 501.7133 501.8330 501.9526 502.0722 502.1918 502.3114 502.4310 502.5506 502.6701 502.7897 502.9092 503.0287 503.1481 503.2676 503.3871 503.5065 503.6259 503.7453 503.8647 503.9840 504.1034 504.2227 504.3420 504.4613 504.5806 504.6999 504.8191 504.9384 505.0576 505.1768 505.2960 505.4152 505.5343 505.6534 505.7726 505.8917 506.0108 506.1298 506.2489 506.3679 506.4869 506.6059 506.7249 506.8439 506.9628 507.0818 507.2007 507.3196 507.4385 507.5574 507.6762 507.7951 507.9139 508.0327 508.1515 508.2703 508.3890 508.5078 508.6265 508.7452 508.8639 508.9826 509.1012 509.2199 509.3385 509.4571 509.5757 509.6943 509.8128 509.9314 510.0499 510.1684 510.2869 510.4054 510.5238 510.6423 510.7607 510.8791 510.9975 511.1159 511.2342 511.3526 511.4709 511.5892 511.7075 511.8258 511.9441 512.0623 512.1805 512.2987 512.4169 512.5351 512.6533 512.7714 512.8895 513.0077 513.1257 513.2438 513.3619 513.4799 513.5980 513.7160 513.8340 513.9519 514.0699 514.1878 514.3058 514.4237 514.5416 514.6595 514.7773 514.8952 515.0130 515.1308 515.2486 515.3664 515.4841 515.6019 515.7196 515.8373 515.9550 516.0727 516.1903 516.3080 516.4256 516.5432 516.6608 516.7784 516.8959 517.0135 517.1310 517.2485 517.3660 517.4835 517.6009 517.7184 517.8358 517.9532 518.0706 518.1880 518.3053 518.4227 518.5400 518.6573 518.7746 518.8918 519.0091 519.1263 519.2435 519.3607 519.4779 519.5951 519.7123 519.8294 519.9465 520.0636 520.1807 520.2978 520.4148 520.5318 520.6489 520.7658 520.8828 520.9998 521.1167 521.2337 521.3506 521.4675 521.5844 521.7012 521.8181 521.9349 522.0517 522.1685 522.2853 522.4020 522.5188 522.6355 522.7522 522.8689 522.9855 523.1022 523.2188 523.3355 523.4521 523.5686 523.6852 523.8018 523.9183 524.0348 524.1513 524.2678 524.3842 524.5007 524.6171 524.7335 524.8499 524.9663 525.0827 525.1990 525.3153 525.4316 525.5479 525.6642 525.7804 525.8967 526.0129 526.1291 526.2453 526.3614 526.4776 526.5937 526.7098 526.8259 526.9420 527.0581 527.1741 527.2901 527.4061 527.5221 527.6381 527.7540 527.8700 527.9859 528.1018 528.2177 528.3335 528.4494 528.5652 528.6810 528.7968 528.9126 529.0283 529.1441 529.2598 529.3755 529.4912 529.6068 529.7225 529.8381 529.9537 530.0693 530.1849 530.3004 530.4160 530.5315 530.6470 530.7625 530.8780 530.9934 531.1088 531.2243 531.3396 531.4550 531.5704 531.6857 531.8010 531.9163 532.0316 532.1469 532.2621 532.3774 532.4926 532.6078 532.7229 532.8381 532.9532 533.0683 533.1834 533.2985 533.4136 533.5286 533.6436 533.7587 533.8736 533.9886 534.1036 534.2185 534.3334 534.4483 534.5632 534.6780 534.7929 534.9077 535.0225 535.1373 535.2520 535.3668 535.4815 535.5962 535.7109 535.8255 535.9402 536.0548 536.1694 536.2840 536.3986 536.5131 536.6277 536.7422 536.8567 536.9711 537.0856 537.2000 537.3145
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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 20181224T234502.0Z 6932.989606 2 1 48.01 3 4000.000 12 3 0 1 1 0.00 2 0.00 2 -1.00 475 1 11 32 0 16.00 124 0 0 1575 6.496e+02 4.800e+00 6.730e+02 8.492e+00 11 3.504e+02 6.811e+01 -1.646e+01 3.507e+02 2.693e+00 59 0 0 1268 3.55e+02 3.816e-27 1.039e-27 3.965e+01 1.584e-01 1.983e+03 3.883e-01 4.121e+01 8.495e-01 1 2.41 -1.00 56.90 76.15 38.17 38.87 19.52 2.55 0 2.551e-01 1733 -9 -9.00 -9.00 -9.00 -9.00 -0.01513 -9.29343e-02 9.42250e-04 14.98 16.00 20.46 20.77 1.507e+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 0 0 -40 -88 -12 -16 17 -56 -61 -124 71 -102 -136 16 -96 -134 -30 102 -28 -15 -149 132 -65 -65 -32 53 37 -25 -1 -75 -4 -153 4 3 47 55 -121 35 -162 3 18 0 -22 -112 87 24 63 106 -18 -75 -87 77 25 -13 112 25 -79 -45 -154 -104 71 -32 151 -19 -28 41 60 71 82 -40 -56 -80 -94 -33 78 98 -16 -78 -36 -11 40 -125 127 -19 47 -81 59 65 59 -187 -43 -42 -35 60 -125 -49 122 -10 21 30 -49 -12 -181 42 79 97 121 108 200 51 -26 -66 -37 -87 7 66 33 23 24 -11 -41 -155 71 -27 33 -16 37 11 -85 -16 -1 104 -61 51 -77 -58 -26 -55 78 34 -35 -24 12 -97 66 104 88 -78 149 -40 -97 -119 -94 -49 75 -109 27 91 69 71 -32 105 161 -46 148 51 223 -123 -123 48 22 56 47 -68 187 -85 -122 -50 -63 139 57 36 127 -80 -113 -86 49 39 100 35 33 -122 184 31 -130 -194 77 -211 -13 975 -111 190 -90 136 -81 122 -61 105 49 115 198 -45 171 -49 264 131 -30 172 42 51 115 80 247 84 157 248 -16 95 201 -49 -123 122 -28 64 -52 153 141 -9 -140 217 -57 256 110 180 40 80 -202 83 252 157 -6 7 14 235 83 -214 -23 126 44 44 -125 88 65 64 146 13 204 249 65 138 179 248 174 158 -64 288 292 356 -21 189 -170 167 276 277 416 -233 189 -49 58 -52 -160 300 187 269 -3 158 234 235 366 159 225 40 311 -1 185 257 111 -28 -1 139 83 152 241 100 165 -171 151 102 46 201 328 241 276 -37 209 68 189 -97 158 545 154 67 184 239 57 44 -193 151 27 175 165 244 130 163 458 118 243 333 78 -66 461 279 225 0 122 195 -8 124 292 238 15 237 -41 121 99 -135 132 290 164 322 122 193 -12 153 379 179 300 220 204 12 339 456 -2 172 269 -131 423 20 146 288 280 469 348 242 -177 181 208 -112 285 238 285 286 354 -83 -64 219 9 311 295 117 73 386 55 150 342 128 112 78 349 226 164 57 236 302 -72 203 122 345 218 10 10 333 -37 -25 286 235 -104 484 14 160 245 171 119 60 49 -95 101 89 124 12 185 83 471 123 357 115 -106 319 -126 260 148 155 142 108 284 257 -23 128 312 169 82 76 315 230 292 21 270 115 299 555 123 -45 249 -24 -190 39 -167 93 371 4 229 188 271 292 326 371 66 302 214 93 212 366 179 151 202 376 256 327 71 235 476 289 -47 423 191 125 212 319 44 77 249 -128 128 94 421 96 229 321 250 437 118 273 296 215 252 259 296 259 388 308 207 255 252 247 321 369 215 404 196 151 163 310 129 198 631 95 343 366 333 168 515 229 236 27 110 169 109 418 293 266 165 210 441 290 467 425 285 275 230 201 318 98 278 275 313 407 187 226 228 271 377 87 250 166 348 213 422 465 106 25 389 132 286 290 74 391 273 279 386 277 272 230 264 300 438 446 522 198 310 372 267 256 397 402 356 243 462 530 271 456 248 274 361 297 215 386 373 192 274 355 393 347 330 346 338 392 474 323 418 383 84 296 402 349 343 177 274 448 477 343 368 399 371 445 275 330 360 424 401 315 275 279 232 181 276 232 391 368 310 264 384 236 146 258 345 254 410 420 457 428 467 388 368 455 259 408 376 320 432 312 387 333 368 408 440 351 458 472 590 466 420 325 269 447 435 269 393 411 298 342 244 365 322 433 519 467 471 491 457 468 375 360 436 435 274 263 391 323 338 371 356 200 122 232 245 199 215 150 300 282 334 275 296 353 324 412 442 480 403 361 421 380 406 422 363 357 289 298 404 518 385 389 301 418 310 334 442 403 451 436 295 418 438 363 313 429 314 413 363 351 381 483 480 422 480 507 450 379 413 437 369 419 466 554 531 495 486 569 549 534 485 425 425 386 424 309 366 293 222 151 139 234 174 211 193 231 471 382 415 420 495 433 476 491 583 554 545 494 468 449 415 497 443 329 330 274 243 159 219 178 323 340 416 377 579 569 574 625 637 572 585 636 646 597 702 765 706 638 696 644 643 651 705 715 718 696 666 704 686 687 743 752 689 714 721 664 768 760 750 769 728 724 812 715 743 664 657 664 658 783 782 742 771 752 684 613 611 654 674 741 745 764 763 706 670 666 714 732 719 739 674 684 706 735 753 681 759 753 709 755 666 655 736 750 791 852 781 728 881 785 774 864 854 744 720 709 658 613 608 646 640 683 773 776 736 812 752 793 782 806 862 798 784 827 797 836 879 882 722 871 850 802 833 753 804 858 864 817 874 880 757 782 814 757 820 798 847 796 757 758 814 768 787 844 902 881 935 916 879 795 868 820 768 746 779 787 848 864 826 829 825 846 787 788 835 765 813 803 937 855 819 820 804 785 730 770 803 860 867 937 907 828 934 827 908 882 855 871 843 893 813 888 839 766 735 709 806 789 866 804 839 847 782 807 878 831 805 879 934 836 838 852 765 840 740 880 851 826 846 850 800 830 880 887 922 962 909 803 723 708 710 718 830 876 895 855 873 828 852 777 810 764 760 815 750 810 777 785 776 703 615 617 600 636 604 610 621 565 541 576 600 597 791 932 1009 996 1029 966 922 812 738 679 811 812 924 947 1004 945 961 913 814 785 762 752 735 810 920 916 950 962 935 922 893 915 887 983 1022 998 1011 1037 1046 1044 985 1032 1038 1058 934 920 886 915 914 895 997 898 881 879 736 783 769 825 902 920 914 940 1007 963 970 976 1005 938 991 974 923 846 835 893 1002 1000 1006 1118 983 1051 988 996 1101 1057 1116 1026 1151 1000 1008 1122 1136 1051 1077 1058 979 989 1018 1080 1080 1110 1036 1092 1067 1101 1131 1116 1150 1122 1084 1063 976 958 939 927 1036 946 1022 1040 1057 1081 1041 1024 1043 1050 1104 1103 1131 1135 1157 1173 1121 1031 1090 1144 1145 1159 1099 1199 1141 1105 1116 1143 1151 1115 1146 1146 1126 1217 1218 1195 1232 1284 1202 1157 1249 1202 1194 1224 1095 1173 1138 1222 1215 1236 1082 1119 1180 1114 1078 1027 1061 1078 1038 1111 1087 1140 1122 1152 1221 1205 1213 1223 1200 1140 1124 1101 1149 1141 1158 1134 1131 1158 1218 1219 1214 1206 1300 1187 1157 1206 1178 1156 1230 1242 1309 1266 1284 1165 1231 1199 1188 1130 1088 1205 1180 1205 1183 1150 1200 1176 1188 1185 1150 1159 1161 1222 1212 1201 1188 1249 1247 1240 1268 1258 1247 1217 1228 1169 1252 1314 1188 1219 1227 1241 1294 1239 1286 1244 1291 1230 1296 1259 1289 1256 1280 1202 1208 1247 1225 1218 1200 1227 1162 1179 1228 1203 1212 1255 1205 1230 1151 1239 1288 1321 1299 1292 1165 1194 1153 1041 1099 1147 1218 1227 1231 1265 1250 1221 1240 1149 1225 1224 1192 1228 1251 1252 1264 1192 1224 1242 1250 1247 1256 1207 1221 1144 1152 1187 1180 1143 1183 1225 1241 1191 1219 1215 1230 1265 1236 1291 1291 1306 1315 1233 1372 1344 1307 1197 1272 1194 1247 1287 1228 1247 1238 1210 1270 1318 1333 1278 1315 1326 1349 1332 1325 1281 1330 1264 1342 1184 1288 1304 1296 1316 1314 1245 1300 1280 1185 1277 1302 1266 1257 1301 1333 1322 1380 1339 1308 1396 1341 1306 1298 1313 1329 1286 1309 1304 1325 1304 1318 1344 1325 1311 1368 1336 1313 1331 1320 1350 1341 1310 1312 1305 1346 1391 1360 1379 1444 1325 1375 1439 1378 1366 1360 1365 1387 1371 1316 1308 1363 1361 1321 1316 1312 1380 1355 1384 1333 1327 1252 1353 1289 1360 1368 1350 1402 1352 1312 1278 1195 1279 1167 1192 1179 1042 906 956 1020 1114 1138 1144 1242 1249 1125 1185 1195 1199 1188 1275 1293 1337 1315 1358 1304 1319 1295 1323 1261 1222 1206 1256 1256 1235 1351 1398 1367 1353 1385 1327 1399 1359 1350 1381 1306 1381 1337 1343 1342 1323 1350 1387 1308 1284 1300 1262 1159 1227 1285 1261 1331 1351 1384 1398 1393 1408 1348 1343 1241 1310 1299 1314 1318 1422 1410 1415 1404 1439 1428 1365 1391 1450 1421 1384 1396 1250 1207 1324 1278 1309 1410 1425 1418 1414 1385 1395 1387 1379 1389 1357 1440 1428 1384 1398 1270 1344 1282 1280 1330 1312 1265 1365 1382 1373 1380 1377 1367 1355 1375 1381 1376 1419 1303 1369 1282 1265 1290 1255 1339 1295 1335 1285 1364 1276 1296 1279 1299 1280 1239 1295 1276 1389 1376 1402 1331 1335 1316 1350 1403 1417 1378 1390 1327 1360 1247 1181 1270 1283 1279 1396 1362 1350 1348 1360 1278 1264 1349 1381 1428 1368 1446 1511 1476 1449 1368 1463 1283 1431 1340 1364 1366 1378 1380 1339 1319 1325 1380 1311 1356 1345 1248 1343 1320 1338 1413 1393 1444 1340 1409 1405 1462 1395 1320 1351 1302 1386 1371 1370 1362 1404 1388 1341 1311 1423 1322 1352 1399 1369 1480 1437 1457 1466 1467 1499 1408 1388 1303 1351 1334 1398 1342 1402 1311 1309 1362 1425 1384 1337 1407 1307 1370 1329 1320 1393 1332 1368 1379 1384 1286 1341 1315 1313 1378 1459 1372 1438 1486 1398 1378 1368 1263 1219 1099 1086 1017 1123 1071 1131 1210 1203 1293 1349 1448 1298 1290 1152 1216 1090 1191 1230 1325 1304 1306 1312 1283 1353 1326 1316 1298 1311 1371 1418 1376 1375 1191 1350 1352 1316 1306 1400 1435 1381 1370 1394 1360 1436 1361 1392 1400 1385 1442 1333 1330 1226 1271 1233 1295 1352 1374 1382 1384 1395 1324 1435 1412 1449 1523 1454 1395 1411 1436 1495 1382 1406 1466 1377 1486 1515 1483 1430 1438 1475 1400 1367 1324 1308 1336 1247 1156 1276 1231 1213 1265 1263 1335 1308 1315 1391 1361 1367 1407 1395 1414 1463 1436 1427 1492 1425 1470 1424 1443 1423 1410 1438 1371 1376 1344 1371 1361 1469 1447 1466 1500 1504 1428 1399 1475 1493 1486 1450 1442 1444 1483 1466 1412 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1523 1547 1481 1516 1557 1603 1592 1598 1487 1553 1511 1502 1450 1396 1541 1553 1522 1511 1475 1536 1517 1516 1508 1527 1495 1487 1518 1532 1510 1507 1566 1572 1565 1613 1617 1591 1553 1537 1535 1542 1636 1522 1537 1570 1577 1629 1572 1620 1574 1654 1561 1507 1607 1609 1592 1624 1553 1558 1568 1526 1546 1537 1514 1490 1564 1531 1519 1525 1546 1543 1562 1545 1565 1635 1652 1622 1611 1483 1496 1471 1344 1385 1432 1547 1544 1570 1544 1581 1526 1537 1488 1527 1552 1520 1542 1554 1570 1599 1498 1556 1561 1564 1590 1578 1521 1539 1444 1442 1494 1483 1487 1488 1526 1556 1527 1553 1548 1557 1582 1567 1605 1624 1653 1653 1576 1702 1691 1647 1536 1621 1515 1559 1605 1581 1554 1574 1546 1623 1646 1656 1633 1668 1667 1685 1670 1650 1662 1638 1595 1569 1515 1608 1629 1624 1679 1655 1580 1562 1584 1498 1587 1633 1604 1606 1656 1673 1673 1698 1660 1662 1738 1688 1637 1656 1646 1674 1630 1638 1636 1638 1653 1675 1683 1692 1662 1730 1668 1647 1679 1644 1706 1713 1632 1671 1643 1717 1712 1729 1708 1781 1693 1717 1759 1744 1733 1711 1700 1725 1709 1654 1660 1702 1727 1709 1657 1673 1723 1697 1715 1650 1661 1557 1679 1622 1688 1724 1648 1733 1681 1646 1595 1523 1595 1460 1496 1442 1335 1284 1227 1284 1370 1418 1416 1548 1531 1417 1485 1473 1490 1492 1607 1654 1670 1667 1698 1647 1661 1630 1641 1584 1544 1527 1555 1544 1613 1706 1728 1725 1755 1727 1781 1754 1696 1710 1726 1702 1712 1643 1664 1691 1665 1665 1725 1660 1602 1610 1564 1453 1532 1603 1614 1665 1677 1769 1723 1743 1773 1677 1674 1566 1621 1624 1621 1641 1650 1738 1752 1761 1762 1779 1728 1714 1798 1737 1729 1746 1581 1550 1639 1595 1641 1769 1776 1767 1746 1707 1731 1720 1733 1754 1712 1813 1764 1744 1730 1610 1660 1603 1584 1666 1628 1588 1689 1718 1720 1706 1725 1700 1685 1710 1738 1712 1739 1627 1679 1629 1584 1608 1588 1667 1642 1695 1601 1718 1621 1587 1594 1613 1574 1558 1625 1604 1708 1703 1723 1662 1690 1655 1667 1715 1793 1722 1689 1635 1692 1569 1503 1563 1583 1599 1727 1697 1681 1675 1694 1617 1612 1681 1744 1773 1733 1785 1865 1813 1799 1759 1799 1638 1755 1684 1706 1665 1710 1726 1665 1743 1648 1711 1717 1700 1669 1566 1651 1632 1900 1765 1742 1819 1684 1782 1727 1815 1725 1689 1706 1609 1679 1722 1711 1694 1733 1732 1669 1721 1746 1725 1650 1762 1732 1813 1805 1789 1808 1819 1843 1732 1753 1648 1672 1645 1665 1669 1669 1615 1746 1698 1750 1720 1667 1710 1609 1679 1638 1636 1723 1665 1743 1720 1711 1668 1672 1661 1646 1715 1751 1724 1775 1839 1749 1661 1673 1566 1500 1404 1363 1285 1380 1340 1388 1508 1516 1583 1675 1777 1632 1595 1454 1487 1337 1488 1541 1640 1648 1618 1613 1631 1675 1614 1629 1638 1641 1721 1725 1738 1734 1560 1669 1655 1664 1612 1732 1705 1753 1828 1781 1715 1775 1690 1761 1739 1731 1777 1672 1671 1667 1612 1564 1604 1680 1701 1684 1738 1763 1664 1808 1760 1813 1870 1809 1744 1788 1780 1829 1759 1770 1788 1750 1803 1857 1852 1762 1815 1889 1765 1718 1646 1617 1628 1584 1469 1543 1521 1525 1594 1581 1691 1666 1664 1759 1713 1719 1755 1774 1760 1794 1801 1774 1853 1823 1829 1801 1827 1799 1779 1775 1715 1728 1700 1733 1762 1776 1813 1823 1917 1867 1825 1808 1848 1849 1845 1836 1807 1815 1839 1847 1765 1814 1749 1837 1675 1685 1649 1626 1698 1625 1773 1777 1821 1807 1811 1823 1831 1765 1736 1740 1745 1826 1732 1885 1725 1764 1705 1837 1799 1876 1823 1781 1899 1885 1876 0 0 0 0 0 0 0 0 0 0 0 0 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 36.76 39.42 47.35 -50.01 -20.85 -8.71 -20.74 -20.81 -49.21 -138.00 35.25 20.65 51.54 -40.53 3.67 10.88 -2.65 6.66 16.51 -30.31 31.14 20.14 13.62 31.89 30.26 -1.92 21.36 -11.58 43.15 48.83 -40.80 21.15 5.96 16.09 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78.69 77.76 73.35 80.79 86.06 69.76 85.82 76.51 75.47 59.17 78.95 82.29 72.19 83.23 62.21 79.72 74.62 72.22 83.84 75.28 69.77 47.54 81.59 78.81 79.51 53.85 73.99 71.28 76.90 78.59 76.71 80.63 23.41 76.61 67.90 73.99 73.21 62.96 65.78 68.83 68.72 72.76 83.45 83.27 84.37 82.69 87.34 85.13 74.74 89.44 80.44 77.27 75.40 80.53 83.69 86.14 81.17 86.88 86.44 77.01 81.80 69.53 79.46 81.65 89.91 89.52 86.05 90.59 85.60 85.56 80.00 84.52 86.99 88.83 91.51 90.16 91.35 91.14 89.05 81.12 89.21 86.55 84.82 85.00 93.09 92.84 90.49 93.18 91.10 93.10 92.30 92.79 94.03 91.39 92.83 90.66 92.76 89.79 94.06 91.41 93.05 92.66 93.12 94.28 87.87 92.77 93.44 91.53 90.42 93.11 91.87 93.27 94.28 92.95 95.31 92.28 94.44 93.38 94.63 93.72 95.59 95.75 93.85 94.65 91.05 93.63 93.71 92.57 93.21 94.75 96.18 95.75 95.87 95.43 93.93 90.68 92.51 91.86 94.18 94.82 92.91 96.39 95.43 94.98 94.13 90.94 89.95 89.98 94.51 91.65 95.34 94.19 95.34 94.57 91.95 90.46 92.44 92.71 93.59 95.73 96.40 97.11 96.16 96.89 95.40 94.98 95.35 95.89 96.06 95.51 96.13 96.03 96.72 97.30 97.53 96.96 97.89 97.78 97.36 97.82 97.95 97.79 97.57 97.26 97.32 96.96 96.93 96.82 97.47 96.91 96.54 95.40 96.02 96.36 96.50 97.63 97.88 98.02 97.73 97.86 97.66 97.98 97.99 97.73 97.53 96.59 97.11 96.15 96.72 95.77 95.93 96.11 95.64 95.41 93.55 93.99 93.83 95.06 94.95 95.59 94.49 94.30 95.99 95.70 95.72 96.33 96.67 97.08 97.73 97.74 97.60 97.49 97.45 97.98 97.46 97.40 97.26 96.96 97.19 96.47 97.65 97.67 98.22 97.62 98.02 97.86 97.65 97.45 97.06 97.91 98.06 98.07 97.84 97.78 97.31 97.46 97.88 97.83 97.70 97.44 97.89 97.43 98.24 98.40 98.51 98.50 98.61 98.39 98.81 98.72 98.43 98.65 98.61 98.62 98.57 98.69 98.88 98.77 99.02 98.90 98.98 98.75 99.02 98.76 98.60 98.48 98.56 98.47 98.15 97.96 96.85 96.45 95.11 93.51 92.48 90.81 94.66 96.14 97.56 97.66 97.99 97.96 98.24 98.48 98.71 98.99 99.04 99.03 98.97 99.05 98.96 99.03 99.14 99.02 98.87 98.65 98.43 97.52 97.15 96.05 95.15 94.13 96.23 97.15 97.86 98.55 98.69 99.00 99.15 99.22 99.28 99.25 99.32 99.30 99.36 99.30 99.43 99.38 99.43 99.45 99.40 99.46 99.39 99.48 99.40 99.51 99.49 99.47 99.43 99.37 99.47 99.47 99.53 99.50 99.53 99.52 99.55 99.55 99.51 99.53 99.52 99.55 99.49 99.57 99.58 99.59 99.55 99.52 99.49 99.44 99.45 99.50 99.59 99.60 99.63 99.59 99.57 99.50 99.48 99.44 99.44 99.53 99.59 99.57 99.58 99.55 99.55 99.54 99.56 99.54 99.56 99.51 99.43 99.47 99.50 99.55 99.56 99.59 99.55 99.59 99.56 99.56 99.59 99.52 99.57 99.57 99.62 99.60 99.64 99.62 99.67 99.66 99.67 99.68 99.68 99.66 99.65 99.63 99.59 99.56 99.52 99.49 99.51 99.53 99.58 99.62 99.66 99.64 99.68 99.66 99.67 99.70 99.71 99.71 99.69 99.68 99.69 99.69 99.68 99.70 99.70 99.70 99.69 99.67 99.65 99.63 99.68 99.68 99.71 99.70 99.71 99.71 99.69 99.69 99.67 99.67 99.69 99.70 99.72 99.70 99.71 99.68 99.70 99.68 99.68 99.69 99.72 99.72 99.74 99.74 99.72 99.72 99.72 99.71 99.70 99.69 99.66 99.64 99.68 99.68 99.70 99.71 99.70 99.70 99.70 99.69 99.66 99.70 99.68 99.71 99.71 99.73 99.73 99.71 99.71 99.67 99.66 99.64 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