File name: Pandora120s1_Davos_20171027_L1_smca1c6d20160404p1-8.txt
File generation date: 20260127T151423.1Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c6d20160404p1-8
Local principal investigator: Natalia Kouremeti
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 120
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora120_OF_v3d20160330.txt
Instrument calibration file used: Pandora120s1_CF_v6d20160404.txt
Level 0 file used: Pandora120s1_Davos_20171027_L0.txt
Full location name: PMOD/WRC-Davos
Short location name: Davos
Country of location: Switzerland
Location latitude [deg]: 46.8000
Location longitude [deg]: 9.8300
Location altitude [m]: 1590
Local noon date: 20171027
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: None
Nominal wavelengths [nm]: 272.9005 273.0445 273.1885 273.3325 273.4765 273.6205 273.7644 273.9084 274.0523 274.1962 274.3401 274.4840 274.6279 274.7717 274.9156 275.0594 275.2033 275.3471 275.4909 275.6347 275.7785 275.9222 276.0660 276.2098 276.3535 276.4972 276.6409 276.7846 276.9283 277.0720 277.2157 277.3593 277.5029 277.6466 277.7902 277.9338 278.0774 278.2210 278.3645 278.5081 278.6516 278.7952 278.9387 279.0822 279.2257 279.3692 279.5127 279.6561 279.7996 279.9430 280.0864 280.2299 280.3733 280.5167 280.6600 280.8034 280.9468 281.0901 281.2334 281.3768 281.5201 281.6634 281.8067 281.9499 282.0932 282.2365 282.3797 282.5229 282.6661 282.8094 282.9526 283.0957 283.2389 283.3821 283.5252 283.6683 283.8115 283.9546 284.0977 284.2408 284.3839 284.5269 284.6700 284.8130 284.9561 285.0991 285.2421 285.3851 285.5281 285.6710 285.8140 285.9570 286.0999 286.2428 286.3858 286.5287 286.6716 286.8144 286.9573 287.1002 287.2430 287.3859 287.5287 287.6715 287.8143 287.9571 288.0999 288.2426 288.3854 288.5281 288.6709 288.8136 288.9563 289.0990 289.2417 289.3844 289.5270 289.6697 289.8123 289.9550 290.0976 290.2402 290.3828 290.5254 290.6680 290.8105 290.9531 291.0956 291.2381 291.3807 291.5232 291.6657 291.8081 291.9506 292.0931 292.2355 292.3780 292.5204 292.6628 292.8052 292.9476 293.0900 293.2324 293.3747 293.5171 293.6594 293.8017 293.9440 294.0863 294.2286 294.3709 294.5132 294.6554 294.7977 294.9399 295.0821 295.2244 295.3666 295.5087 295.6509 295.7931 295.9353 296.0774 296.2195 296.3617 296.5038 296.6459 296.7879 296.9300 297.0721 297.2141 297.3562 297.4982 297.6402 297.7823 297.9243 298.0662 298.2082 298.3502 298.4921 298.6341 298.7760 298.9179 299.0598 299.2017 299.3436 299.4855 299.6274 299.7692 299.9110 300.0529 300.1947 300.3365 300.4783 300.6201 300.7619 300.9036 301.0454 301.1871 301.3288 301.4706 301.6123 301.7540 301.8956 302.0373 302.1790 302.3206 302.4623 302.6039 302.7455 302.8871 303.0287 303.1703 303.3119 303.4534 303.5950 303.7365 303.8780 304.0196 304.1611 304.3025 304.4440 304.5855 304.7270 304.8684 305.0098 305.1513 305.2927 305.4341 305.5755 305.7169 305.8582 305.9996 306.1409 306.2823 306.4236 306.5649 306.7062 306.8475 306.9888 307.1301 307.2713 307.4126 307.5538 307.6950 307.8362 307.9774 308.1186 308.2598 308.4010 308.5421 308.6833 308.8244 308.9655 309.1066 309.2477 309.3888 309.5299 309.6710 309.8120 309.9531 310.0941 310.2351 310.3761 310.5171 310.6581 310.7991 310.9401 311.0810 311.2220 311.3629 311.5038 311.6447 311.7856 311.9265 312.0674 312.2083 312.3491 312.4899 312.6308 312.7716 312.9124 313.0532 313.1940 313.3348 313.4755 313.6163 313.7570 313.8977 314.0385 314.1792 314.3199 314.4605 314.6012 314.7419 314.8825 315.0232 315.1638 315.3044 315.4450 315.5856 315.7262 315.8668 316.0073 316.1479 316.2884 316.4289 316.5695 316.7100 316.8505 316.9909 317.1314 317.2719 317.4123 317.5527 317.6932 317.8336 317.9740 318.1144 318.2548 318.3951 318.5355 318.6758 318.8162 318.9565 319.0968 319.2371 319.3774 319.5177 319.6579 319.7982 319.9384 320.0786 320.2189 320.3591 320.4993 320.6395 320.7796 320.9198 321.0599 321.2001 321.3402 321.4803 321.6204 321.7605 321.9006 322.0407 322.1808 322.3208 322.4608 322.6009 322.7409 322.8809 323.0209 323.1609 323.3008 323.4408 323.5807 323.7207 323.8606 324.0005 324.1404 324.2803 324.4202 324.5600 324.6999 324.8397 324.9796 325.1194 325.2592 325.3990 325.5388 325.6786 325.8183 325.9581 326.0978 326.2375 326.3773 326.5170 326.6567 326.7963 326.9360 327.0757 327.2153 327.3550 327.4946 327.6342 327.7738 327.9134 328.0530 328.1925 328.3321 328.4716 328.6112 328.7507 328.8902 329.0297 329.1692 329.3087 329.4481 329.5876 329.7270 329.8664 330.0059 330.1453 330.2847 330.4240 330.5634 330.7028 330.8421 330.9815 331.1208 331.2601 331.3994 331.5387 331.6780 331.8172 331.9565 332.0957 332.2350 332.3742 332.5134 332.6526 332.7918 332.9309 333.0701 333.2093 333.3484 333.4875 333.6266 333.7657 333.9048 334.0439 334.1830 334.3220 334.4611 334.6001 334.7391 334.8781 335.0171 335.1561 335.2951 335.4341 335.5730 335.7120 335.8509 335.9898 336.1287 336.2676 336.4065 336.5454 336.6842 336.8231 336.9619 337.1007 337.2395 337.3783 337.5171 337.6559 337.7946 337.9334 338.0721 338.2109 338.3496 338.4883 338.6270 338.7657 338.9043 339.0430 339.1816 339.3203 339.4589 339.5975 339.7361 339.8747 340.0132 340.1518 340.2904 340.4289 340.5674 340.7059 340.8444 340.9829 341.1214 341.2599 341.3983 341.5368 341.6752 341.8136 341.9520 342.0904 342.2288 342.3672 342.5055 342.6439 342.7822 342.9205 343.0589 343.1972 343.3354 343.4737 343.6120 343.7502 343.8885 344.0267 344.1649 344.3031 344.4413 344.5795 344.7177 344.8558 344.9940 345.1321 345.2702 345.4083 345.5464 345.6845 345.8226 345.9606 346.0987 346.2367 346.3747 346.5127 346.6507 346.7887 346.9267 347.0647 347.2026 347.3406 347.4785 347.6164 347.7543 347.8922 348.0301 348.1679 348.3058 348.4436 348.5815 348.7193 348.8571 348.9949 349.1327 349.2704 349.4082 349.5459 349.6837 349.8214 349.9591 350.0968 350.2345 350.3721 350.5098 350.6474 350.7851 350.9227 351.0603 351.1979 351.3355 351.4731 351.6106 351.7482 351.8857 352.0232 352.1607 352.2982 352.4357 352.5732 352.7107 352.8481 352.9856 353.1230 353.2604 353.3978 353.5352 353.6726 353.8099 353.9473 354.0846 354.2219 354.3593 354.4966 354.6339 354.7711 354.9084 355.0456 355.1829 355.3201 355.4573 355.5945 355.7317 355.8689 356.0061 356.1432 356.2804 356.4175 356.5546 356.6917 356.8288 356.9659 357.1030 357.2400 357.3771 357.5141 357.6511 357.7881 357.9251 358.0621 358.1990 358.3360 358.4729 358.6099 358.7468 358.8837 359.0206 359.1575 359.2943 359.4312 359.5680 359.7049 359.8417 359.9785 360.1153 360.2521 360.3888 360.5256 360.6623 360.7990 360.9358 361.0725 361.2092 361.3458 361.4825 361.6192 361.7558 361.8924 362.0290 362.1656 362.3022 362.4388 362.5754 362.7119 362.8485 362.9850 363.1215 363.2580 363.3945 363.5310 363.6674 363.8039 363.9403 364.0768 364.2132 364.3496 364.4860 364.6223 364.7587 364.8951 365.0314 365.1677 365.3040 365.4403 365.5766 365.7129 365.8491 365.9854 366.1216 366.2578 366.3941 366.5303 366.6664 366.8026 366.9388 367.0749 367.2110 367.3472 367.4833 367.6194 367.7554 367.8915 368.0276 368.1636 368.2996 368.4357 368.5717 368.7077 368.8436 368.9796 369.1156 369.2515 369.3874 369.5233 369.6592 369.7951 369.9310 370.0669 370.2027 370.3385 370.4744 370.6102 370.7460 370.8818 371.0175 371.1533 371.2890 371.4248 371.5605 371.6962 371.8319 371.9676 372.1032 372.2389 372.3745 372.5102 372.6458 372.7814 372.9170 373.0526 373.1881 373.3237 373.4592 373.5947 373.7302 373.8657 374.0012 374.1367 374.2722 374.4076 374.5430 374.6785 374.8139 374.9493 375.0846 375.2200 375.3554 375.4907 375.6260 375.7614 375.8967 376.0319 376.1672 376.3025 376.4377 376.5730 376.7082 376.8434 376.9786 377.1138 377.2490 377.3841 377.5193 377.6544 377.7895 377.9246 378.0597 378.1948 378.3298 378.4649 378.5999 378.7350 378.8700 379.0050 379.1400 379.2749 379.4099 379.5448 379.6798 379.8147 379.9496 380.0845 380.2194 380.3542 380.4891 380.6239 380.7588 380.8936 381.0284 381.1632 381.2979 381.4327 381.5674 381.7022 381.8369 381.9716 382.1063 382.2410 382.3756 382.5103 382.6449 382.7796 382.9142 383.0488 383.1834 383.3179 383.4525 383.5870 383.7216 383.8561 383.9906 384.1251 384.2596 384.3940 384.5285 384.6629 384.7974 384.9318 385.0662 385.2006 385.3349 385.4693 385.6036 385.7380 385.8723 386.0066 386.1409 386.2752 386.4094 386.5437 386.6779 386.8121 386.9463 387.0805 387.2147 387.3489 387.4830 387.6172 387.7513 387.8854 388.0195 388.1536 388.2877 388.4218 388.5558 388.6898 388.8239 388.9579 389.0919 389.2258 389.3598 389.4938 389.6277 389.7616 389.8955 390.0294 390.1633 390.2972 390.4310 390.5649 390.6987 390.8325 390.9663 391.1001 391.2339 391.3677 391.5014 391.6351 391.7689 391.9026 392.0363 392.1699 392.3036 392.4373 392.5709 392.7045 392.8381 392.9717 393.1053 393.2389 393.3724 393.5060 393.6395 393.7730 393.9065 394.0400 394.1735 394.3070 394.4404 394.5738 394.7073 394.8407 394.9740 395.1074 395.2408 395.3741 395.5075 395.6408 395.7741 395.9074 396.0407 396.1739 396.3072 396.4404 396.5737 396.7069 396.8401 396.9733 397.1064 397.2396 397.3727 397.5059 397.6390 397.7721 397.9052 398.0382 398.1713 398.3043 398.4374 398.5704 398.7034 398.8364 398.9694 399.1023 399.2353 399.3682 399.5011 399.6340 399.7669 399.8998 400.0327 400.1655 400.2983 400.4312 400.5640 400.6968 400.8296 400.9623 401.0951 401.2278 401.3605 401.4932 401.6259 401.7586 401.8913 402.0239 402.1566 402.2892 402.4218 402.5544 402.6870 402.8196 402.9521 403.0847 403.2172 403.3497 403.4822 403.6147 403.7472 403.8796 404.0121 404.1445 404.2769 404.4093 404.5417 404.6741 404.8065 404.9388 405.0711 405.2035 405.3358 405.4680 405.6003 405.7326 405.8648 405.9971 406.1293 406.2615 406.3937 406.5259 406.6580 406.7902 406.9223 407.0544 407.1865 407.3186 407.4507 407.5828 407.7148 407.8468 407.9789 408.1109 408.2429 408.3748 408.5068 408.6388 408.7707 408.9026 409.0345 409.1664 409.2983 409.4302 409.5620 409.6938 409.8257 409.9575 410.0893 410.2210 410.3528 410.4846 410.6163 410.7480 410.8797 411.0114 411.1431 411.2748 411.4064 411.5380 411.6697 411.8013 411.9329 412.0644 412.1960 412.3276 412.4591 412.5906 412.7221 412.8536 412.9851 413.1166 413.2480 413.3794 413.5109 413.6423 413.7737 413.9051 414.0364 414.1678 414.2991 414.4304 414.5617 414.6930 414.8243 414.9556 415.0868 415.2180 415.3493 415.4805 415.6117 415.7428 415.8740 416.0052 416.1363 416.2674 416.3985 416.5296 416.6607 416.7917 416.9228 417.0538 417.1848 417.3158 417.4468 417.5778 417.7088 417.8397 417.9706 418.1016 418.2325 418.3634 418.4942 418.6251 418.7559 418.8868 419.0176 419.1484 419.2792 419.4099 419.5407 419.6714 419.8022 419.9329 420.0636 420.1943 420.3249 420.4556 420.5862 420.7169 420.8475 420.9781 421.1087 421.2392 421.3698 421.5003 421.6309 421.7614 421.8919 422.0224 422.1528 422.2833 422.4137 422.5441 422.6745 422.8049 422.9353 423.0657 423.1960 423.3264 423.4567 423.5870 423.7173 423.8476 423.9778 424.1081 424.2383 424.3685 424.4987 424.6289 424.7591 424.8893 425.0194 425.1495 425.2797 425.4098 425.5398 425.6699 425.8000 425.9300 426.0600 426.1901 426.3201 426.4500 426.5800 426.7100 426.8399 426.9698 427.0998 427.2296 427.3595 427.4894 427.6192 427.7491 427.8789 428.0087 428.1385 428.2683 428.3981 428.5278 428.6575 428.7873 428.9170 429.0467 429.1763 429.3060 429.4356 429.5653 429.6949 429.8245 429.9541 430.0836 430.2132 430.3427 430.4723 430.6018 430.7313 430.8608 430.9902 431.1197 431.2491 431.3786 431.5080 431.6374 431.7667 431.8961 432.0255 432.1548 432.2841 432.4134 432.5427 432.6720 432.8013 432.9305 433.0597 433.1889 433.3181 433.4473 433.5765 433.7057 433.8348 433.9639 434.0930 434.2221 434.3512 434.4803 434.6094 434.7384 434.8674 434.9964 435.1254 435.2544 435.3834 435.5123 435.6412 435.7702 435.8991 436.0280 436.1568 436.2857 436.4145 436.5434 436.6722 436.8010 436.9298 437.0585 437.1873 437.3160 437.4448 437.5735 437.7022 437.8308 437.9595 438.0882 438.2168 438.3454 438.4740 438.6026 438.7312 438.8598 438.9883 439.1168 439.2453 439.3738 439.5023 439.6308 439.7593 439.8877 440.0161 440.1445 440.2729 440.4013 440.5297 440.6580 440.7864 440.9147 441.0430 441.1713 441.2996 441.4278 441.5561 441.6843 441.8125 441.9407 442.0689 442.1971 442.3252 442.4534 442.5815 442.7096 442.8377 442.9658 443.0938 443.2219 443.3499 443.4779 443.6060 443.7339 443.8619 443.9899 444.1178 444.2457 444.3737 444.5016 444.6294 444.7573 444.8852 445.0130 445.1408 445.2686 445.3964 445.5242 445.6520 445.7797 445.9075 446.0352 446.1629 446.2906 446.4182 446.5459 446.6735 446.8012 446.9288 447.0564 447.1839 447.3115 447.4391 447.5666 447.6941 447.8216 447.9491 448.0766 448.2041 448.3315 448.4589 448.5863 448.7137 448.8411 448.9685 449.0958 449.2232 449.3505 449.4778 449.6051 449.7324 449.8596 449.9869 450.1141 450.2413 450.3685 450.4957 450.6229 450.7501 450.8772 451.0043 451.1314 451.2585 451.3856 451.5127 451.6397 451.7667 451.8938 452.0208 452.1478 452.2747 452.4017 452.5286 452.6556 452.7825 452.9094 453.0362 453.1631 453.2900 453.4168 453.5436 453.6704 453.7972 453.9240 454.0507 454.1775 454.3042 454.4309 454.5576 454.6843 454.8110 454.9376 455.0642 455.1909 455.3175 455.4441 455.5706 455.6972 455.8237 455.9503 456.0768 456.2033 456.3298 456.4562 456.5827 456.7091 456.8355 456.9619 457.0883 457.2147 457.3411 457.4674 457.5937 457.7200 457.8463 457.9726 458.0989 458.2251 458.3514 458.4776 458.6038 458.7300 458.8562 458.9823 459.1085 459.2346 459.3607 459.4868 459.6129 459.7389 459.8650 459.9910 460.1170 460.2431 460.3690 460.4950 460.6210 460.7469 460.8728 460.9988 461.1246 461.2505 461.3764 461.5022 461.6281 461.7539 461.8797 462.0055 462.1313 462.2570 462.3828 462.5085 462.6342 462.7599 462.8856 463.0112 463.1369 463.2625 463.3881 463.5137 463.6393 463.7649 463.8904 464.0160 464.1415 464.2670 464.3925 464.5180 464.6434 464.7689 464.8943 465.0197 465.1451 465.2705 465.3959 465.5212 465.6466 465.7719 465.8972 466.0225 466.1477 466.2730 466.3982 466.5235 466.6487 466.7739 466.8991 467.0242 467.1494 467.2745 467.3996 467.5247 467.6498 467.7749 467.8999 468.0250 468.1500 468.2750 468.4000 468.5250 468.6499 468.7749 468.8998 469.0247 469.1496 469.2745 469.3994 469.5242 469.6491 469.7739 469.8987 470.0235 470.1483 470.2730 470.3978 470.5225 470.6472 470.7719 470.8966 471.0212 471.1459 471.2705 471.3951 471.5197 471.6443 471.7689 471.8934 472.0180 472.1425 472.2670 472.3915 472.5160 472.6404 472.7649 472.8893 473.0137 473.1381 473.2625 473.3869 473.5112 473.6355 473.7598 473.8842 474.0084 474.1327 474.2570 474.3812 474.5054 474.6296 474.7538 474.8780 475.0021 475.1263 475.2504 475.3745 475.4986 475.6227 475.7468 475.8708 475.9948 476.1189 476.2429 476.3669 476.4908 476.6148 476.7387 476.8626 476.9865 477.1104 477.2343 477.3582 477.4820 477.6058 477.7296 477.8534 477.9772 478.1010 478.2247 478.3484 478.4722 478.5959 478.7195 478.8432 478.9669 479.0905 479.2141 479.3377 479.4613 479.5849 479.7084 479.8320 479.9555 480.0790 480.2025 480.3260 480.4494 480.5729 480.6963 480.8197 480.9431 481.0665 481.1898 481.3132 481.4365 481.5598 481.6831 481.8064 481.9297 482.0529 482.1762 482.2994 482.4226 482.5458 482.6690 482.7921 482.9153 483.0384 483.1615 483.2846 483.4077 483.5307 483.6538 483.7768 483.8998 484.0228 484.1458 484.2687 484.3917 484.5146 484.6375 484.7604 484.8833 485.0062 485.1290 485.2518 485.3747 485.4975 485.6203 485.7430 485.8658 485.9885 486.1112 486.2339 486.3566 486.4793 486.6020 486.7246 486.8472 486.9698 487.0924 487.2150 487.3376 487.4601 487.5826 487.7051 487.8276 487.9501 488.0726 488.1950 488.3174 488.4399 488.5623 488.6846 488.8070 488.9294 489.0517 489.1740 489.2963 489.4186 489.5409 489.6631 489.7853 489.9076 490.0298 490.1519 490.2741 490.3963 490.5184 490.6405 490.7626 490.8847 491.0068 491.1289 491.2509 491.3729 491.4949 491.6169 491.7389 491.8608 491.9828 492.1047 492.2266 492.3485 492.4704 492.5923 492.7141 492.8359 492.9577 493.0795 493.2013 493.3231 493.4448 493.5665 493.6883 493.8100 493.9316 494.0533 494.1749 494.2966 494.4182 494.5398 494.6614 494.7829 494.9045 495.0260 495.1475 495.2690 495.3905 495.5120 495.6334 495.7549 495.8763 495.9977 496.1191 496.2404 496.3618 496.4831 496.6044 496.7257 496.8470 496.9683 497.0895 497.2108 497.3320 497.4532 497.5744 497.6955 497.8167 497.9378 498.0590 498.1801 498.3011 498.4222 498.5433 498.6643 498.7853 498.9063 499.0273 499.1483 499.2692 499.3902 499.5111 499.6320 499.7529 499.8738 499.9946 500.1155 500.2363 500.3571 500.4779 500.5986 500.7194 500.8401 500.9608 501.0816 501.2022 501.3229 501.4436 501.5642 501.6848 501.8054 501.9260 502.0466 502.1671 502.2877 502.4082 502.5287 502.6492 502.7697 502.8901 503.0105 503.1310 503.2514 503.3718 503.4921 503.6125 503.7328 503.8531 503.9734 504.0937 504.2140 504.3342 504.4545 504.5747 504.6949 504.8151 504.9352 505.0554 505.1755 505.2957 505.4158 505.5358 505.6559 505.7760 505.8960 506.0160 506.1360 506.2560 506.3759 506.4959 506.6158 506.7357 506.8556 506.9755 507.0954 507.2152 507.3351 507.4549 507.5747 507.6944 507.8142 507.9340 508.0537 508.1734 508.2931 508.4128 508.5324 508.6521 508.7717 508.8913 509.0109 509.1305 509.2500 509.3696 509.4891 509.6086 509.7281 509.8476 509.9670 510.0865 510.2059 510.3253 510.4447 510.5640 510.6834 510.8027 510.9220 511.0413 511.1606 511.2799 511.3992 511.5184 511.6376 511.7568 511.8760 511.9951 512.1143 512.2334 512.3525 512.4716 512.5907 512.7098 512.8288 512.9478 513.0668 513.1858 513.3048 513.4238 513.5427 513.6616 513.7805 513.8994 514.0183 514.1372 514.2560 514.3748 514.4936 514.6124 514.7312 514.8499 514.9686 515.0874 515.2061 515.3247 515.4434 515.5621 515.6807 515.7993 515.9179 516.0365 516.1550 516.2736 516.3921 516.5106 516.6291 516.7476 516.8660 516.9844 517.1029 517.2213 517.3397 517.4580 517.5764 517.6947 517.8130 517.9313 518.0496 518.1679 518.2861 518.4043 518.5225 518.6407 518.7589 518.8771 518.9952 519.1133 519.2314 519.3495 519.4676 519.5856 519.7037 519.8217 519.9397 520.0577 520.1756 520.2936 520.4115 520.5294 520.6473 520.7652 520.8830 521.0009 521.1187 521.2365 521.3543 521.4720 521.5898 521.7075 521.8252 521.9429 522.0606 522.1783 522.2959 522.4136 522.5312 522.6488 522.7663 522.8839 523.0014 523.1189 523.2364 523.3539 523.4714 523.5888 523.7063 523.8237 523.9411 524.0585 524.1758 524.2932 524.4105 524.5278 524.6451 524.7623 524.8796 524.9968 525.1140 525.2312 525.3484 525.4656 525.5827 525.6999 525.8170 525.9341 526.0511 526.1682 526.2852 526.4022 526.5192 526.6362 526.7532 526.8701 526.9871 527.1040 527.2209 527.3377 527.4546 527.5714 527.6882 527.8050 527.9218 528.0386 528.1553 528.2721 528.3888 528.5055 528.6221 528.7388 528.8554 528.9720 529.0886 529.2052 529.3218 529.4383 529.5549 529.6714 529.7879 529.9043 530.0208 530.1372 530.2536 530.3700 530.4864 530.6028 530.7191 530.8355 530.9518 531.0681 531.1843 531.3006 531.4168 531.5330 531.6492 531.7654 531.8816 531.9977 532.1138 532.2299 532.3460 532.4621 532.5781 532.6942 532.8102 532.9262 533.0422 533.1581 533.2740 533.3900 533.5059 533.6218 533.7376 533.8535 533.9693 534.0851 534.2009 534.3167 534.4324 534.5481 534.6639 534.7796 534.8952 535.0109 535.1265 535.2422 535.3578 535.4733 535.5889 535.7045 535.8200 535.9355 536.0510 536.1665 536.2819 536.3973 536.5128 536.6282 536.7435 536.8589 536.9742 537.0896 537.2049 537.3201 537.4354 537.5507 537.6659 537.7811 537.8963 538.0114 538.1266 538.2417 538.3568 538.4719 538.5870 538.7021 538.8171 538.9321 539.0471 539.1621 539.2771 539.3920 539.5069 539.6218 539.7367 539.8516 539.9664 540.0813 540.1961 540.3109 540.4256
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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: Retrieved value for dark background fitting parameter 5, -9 if no background fitting was done
Column 53: Uncertainty of retrieved value for dark background fitting parameter 5, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 54: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 55: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 56: 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 57: 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 58: 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 59: 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 60: 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 61: 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 62: 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 63: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 64: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 65: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 66: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 67: Mean wavelength correction applied [%], -9=no wavelength correction
Column 68: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 69: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 70: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 71: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 72: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 73: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 74: Spectrometer control temperature [°C], 999=no temperature signal
Column 75: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 76: Temperature at electronics board 1 [°C], 999=no temperature signal
Column 77: Temperature at electronics board 2 [°C], 999=no temperature signal
Column 78: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 79: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 80: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 81-2128: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2129-4176: 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 4177-6224: 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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ZO 20171027T052452.0Z 6509.225602 402 1 32.01 4 4000.000 8 1 0 1 1 2.01 0 151.89 0 -1.00 507 0 10 0 0 14.99 224 -9 -9 1044 3.852e+02 3.584e+00 3.903e+02 -9.000e+00 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 0.000e+00 0.000e+00 0.000e+00 0.000e+00 1 -1.20 -2.00 -2.00 -2.00 -2.00 -2.00 -2.00 -2.00 0 3.204e-01 1774 -9 -9.00 -9.00 -9.00 -9.00 0.00092 4.56188e-02 -4.28001e-05 15.13 14.99 19.96 20.25 1.849e+09 8 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 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 54 12 -4 -38 15 -16 -25 21 -20 40 4 0 -24 -6 41 -2 17 39 -3 24 -23 -8 -24 -5 24 -2 4 -8 8 -15 80 -39 16 -18 -6 -15 50 -13 -6 22 71 -24 -10 -24 42 -14 25 -13 -12 24 27 29 -7 52 -39 43 -26 12 -2 -7 -1 64 36 -9 -4 -19 -3 -23 -4 -20 15 -4 45 -13 67 -16 8 -3 14 -8 21 -18 22 25 -8 20 -12 104 -3 16 -20 28 -5 10 -18 13 -3 -23 -12 -14 18 -6 1 -7 48 -11 7 0 22 2 73 -4 20 -24 2 -24 -3 -1 -15 -9 -18 0 -11 32 5 34 -13 6 -2 38 -10 -1 -10 34 -1 -3 41 9 14 -11 11 -18 0 -6 -1 -8 22 -23 3 0 36 -4 1 49 -4 7 18 73 -10 -3 6 30 -5 -8 -18 -1 -22 -1 -8 4 27 -7 34 11 67 1 56 -4 22 -13 4 -21 31 -7 13 -10 -15 -5 9 -4 -13 74 -6 21 -13 -2 -15 51 -7 -1 4 48 69 23 -1 -1 26 -1 -2 0 13 0 42 30 12 -10 49 -15 28 -7 -1 -14 -13 1 16 5 -8 19 -10 31 -6 19 -16 31 -10 31 -9 0 -21 0 6 -2 -2 0 21 -9 56 -1 16 -12 69 25 57 3 40 -8 -8 20 6 54 12 11 -7 61 -14 85 -4 48 -1 76 18 49 15 30 -7 56 0 3 -7 14 14 19 52 17 41 -6 31 3 25 15 7 27 75 11 68 47 42 70 -4 91 6 38 50 71 10 37 5 53 4 57 64 61 48 91 32 21 89 28 105 90 83 40 78 -2 31 26 23 -5 31 17 14 7 24 44 50 123 76 99 26 97 25 103 59 59 89 19 75 40 69 56 83 4 118 76 44 49 120 74 107 34 96 47 37 24 69 49 63 113 35 62 11 87 49 121 40 85 30 37 34 70 64 119 55 63 96 61 54 69 112 61 100 19 113 17 91 52 102 61 51 33 47 66 42 125 39 95 55 115 54 61 50 102 68 142 36 69 75 69 96 37 108 13 54 60 94 53 109 5 94 -5 93 29 78 47 72 90 72 101 67 107 66 151 22 61 73 88 49 104 71 96 66 67 46 87 79 59 78 61 91 55 102 25 93 81 80 70 128 76 117 14 63 89 79 113 62 109 78 94 80 76 53 36 63 46 35 123 29 72 56 64 134 77 146 73 131 83 129 83 101 58 87 60 112 5 86 41 48 95 27 100 79 75 29 110 7 119 53 118 87 21 57 103 24 95 10 57 61 15 61 37 110 9 86 36 101 25 102 87 36 6 24 47 66 82 46 84 58 143 60 108 29 97 59 91 75 102 95 73 41 131 55 78 112 58 181 28 99 7 80 31 88 13 115 52 86 62 95 61 116 148 74 97 70 124 52 137 120 106 41 98 107 148 64 127 122 118 100 57 81 20 107 77 134 19 144 104 135 64 98 66 125 49 59 60 91 67 92 119 68 166 115 139 91 91 33 110 16 141 100 61 121 83 62 78 86 35 88 9 138 24 105 34 115 64 -3 1 40 36 93 97 48 139 49 115 81 130 96 77 56 87 30 45 91 71 85 112 104 113 118 108 144 102 163 134 141 75 116 21 124 70 87 53 33 52 33 92 73 119 65 155 75 183 65 149 100 79 64 105 18 69 87 65 71 38 26 54 68 71 130 4 102 28 114 15 123 84 115 105 87 48 18 106 72 127 63 79 19 114 44 81 24 115 20 77 38 98 36 93 75 112 70 86 98 36 62 58 125 48 66 32 101 56 72 28 72 114 83 95 85 146 47 151 34 153 57 113 98 77 69 113 63 85 132 44 70 62 168 100 98 71 74 63 50 0 38 61 71 -1 63 -2 58 102 78 204 119 137 72 202 47 153 49 123 42 135 21 65 71 47 14 16 89 16 81 16 135 61 128 95 177 75 144 95 127 58 84 100 56 134 137 153 63 186 96 214 73 162 81 148 82 165 82 152 170 169 127 175 191 152 179 96 208 156 141 104 135 88 127 72 128 131 137 142 89 151 140 141 100 185 91 225 186 142 132 122 148 157 106 175 144 74 96 82 164 42 176 141 179 95 202 79 127 75 132 78 116 93 122 150 74 204 148 201 104 188 122 171 62 93 114 125 74 151 120 92 124 132 171 113 178 123 200 99 191 154 183 155 162 113 166 54 152 176 128 133 109 185 42 193 119 147 104 115 142 191 150 162 103 146 116 108 191 99 183 80 182 120 183 153 187 132 252 143 183 112 105 135 146 159 139 189 111 142 136 163 120 178 141 214 119 130 108 181 94 144 125 128 131 89 184 136 186 115 165 126 179 117 178 141 191 125 166 116 141 133 84 134 82 166 117 175 90 154 50 114 94 145 157 193 83 110 116 82 100 148 197 91 145 127 226 76 142 100 146 142 151 137 192 146 110 148 106 164 137 156 91 236 87 136 101 167 106 145 40 103 134 132 94 157 135 68 152 98 144 110 94 94 135 38 119 87 89 136 132 120 160 199 138 188 162 159 134 160 151 223 198 205 137 137 195 159 79 93 105 108 181 73 210 106 198 164 143 102 130 70 180 108 110 87 132 167 119 83 154 196 117 194 110 204 144 203 84 184 72 129 170 100 106 90 88 100 172 115 135 93 158 102 146 173 216 70 145 136 122 166 163 176 115 150 112 227 19 233 144 176 69 153 79 131 131 169 131 126 183 119 162 183 183 85 220 125 230 102 202 104 226 73 171 133 130 99 111 172 143 117 70 186 117 117 71 165 138 123 178 198 62 114 151 111 134 196 164 123 165 167 239 117 229 70 200 77 175 132 164 110 160 162 171 209 139 185 87 155 116 168 129 218 130 121 165 222 138 103 120 200 187 134 175 73 244 107 208 101 190 100 133 139 138 136 201 195 207 194 118 189 139 219 147 173 137 199 128 177 111 178 132 143 143 157 141 135 212 118 165 117 198 159 200 157 161 116 157 123 193 145 132 107 135 169 127 223 134 190 163 143 107 211 120 155 155 194 138 160 157 156 165 171 177 188 152 110 161 158 198 151 163 149 193 146 141 118 122 131 162 181 154 169 154 171 91 235 92 170 137 179 141 144 130 159 187 157 148 133 208 127 201 202 222 134 170 76 132 118 173 146 141 183 152 118 144 167 140 190 158 159 144 192 133 158 118 141 129 159 157 154 155 157 163 93 172 98 194 117 204 116 185 112 148 135 212 111 189 107 156 103 117 145 122 189 179 194 134 176 91 203 101 148 155 144 131 109 148 175 151 127 199 82 198 168 233 97 135 109 176 112 148 179 141 79 116 167 182 167 134 178 103 190 90 119 136 194 116 208 120 135 140 143 106 192 131 99 148 105 187 195 218 95 172 94 177 37 116 169 131 110 131 177 127 154 71 247 129 194 79 180 123 179 114 152 110 158 180 139 149 157 138 142 144 144 153 123 123 120 125 76 198 96 224 118 136 124 105 162 122 137 85 160 76 192 94 140 164 217 86 97 67 115 126 145 118 148 126 68 150 70 189 76 150 116 153 85 125 83 101 110 177 147 119 153 129 168 156 187 109 180 102 155 65 159 60 116 85 103 95 118 94 84 132 104 130 136 169 35 188 128 94 92 133 125 100 118 91 148 91 185 143 184 99 177 39 119 71 191 87 129 96 95 122 98 67 105 170 101 157 83 135 45 146 152 122 117 149 137 97 121 86 116 184 167 77 104 92 151 92 155 124 157 86 148 122 107 78 48 81 132 83 159 148 62 137 52 131 68 70 59 34 50 137 130 129 54 8 128 98 87 122 167 72 165 10 143 49 151 39 97 83 123 148 158 121 86 126 134 138 36 153 104 123 64 98 44 129 69 158 70 148 -2 94 79 58 128 143 140 90 146 71 -51 117 164 14 86 45 93 145 112 101 93 66 151 142 100 108 82 121 74 216 48 64 27 105 58 105 72 100 146 68 196 48 182 115 198 82 154 146 100 60 113 49 78 128 77 58 53 112 112 150 82 130 91 134 115 124 43 109 71 168 53 37 79 130 68 66 186 37 149 49 164 33 128 -3 110 57 144 47 147 35 98 135 115 123 9 142 110 176 4 177 -14 81 60 68 77 123 33 60 72 111 74 122 158 67 153 15 195 -17 151 3 185 112 90 77 133 138 90 119 54 171 111 113 87 157 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89.97 89.56 87.82 84.59 85.38 87.45 88.79 90.48 92.09 92.52 92.99 94.18 96.08 94.63 95.24 95.17 95.58 95.79 95.86 95.21 95.02 95.43 94.80 94.63 92.42 92.05 91.61 92.43 93.04 94.38 94.26 95.44 96.16 96.24 96.83 96.90 97.04 97.27 97.10 97.24 96.73 96.58 95.89 95.18 95.82 95.90 95.31 95.28 95.77 94.70 95.82 96.48 96.19 96.68 96.36 96.71 96.92 97.30 96.79 97.21 96.65 96.96 96.55 96.71 96.24 96.19 94.90 95.21 95.64 96.31 96.29 96.94 96.99 96.88 96.94 96.88 96.98 97.05 97.69 97.45 97.40 97.13 96.67 95.92 96.36 96.01 96.63 96.62 96.23 95.47 95.26 95.02 95.56 95.99 96.38 96.95 96.44 96.79 96.68 96.98 96.85 97.23 97.14 97.25 97.35 97.22 96.72 96.64 97.12 97.41 97.62 97.71 97.64 97.55 97.26 97.26 97.07 96.97 97.30 96.93 97.44 97.17 96.78 96.71 97.38 97.52 97.71 97.71 97.35 97.45 97.40 97.48 97.85 97.68 97.63 97.67 97.28 97.57 97.49 97.51 96.22 95.55 95.60 95.00 96.35 96.75 96.87 97.29 97.62 97.53 97.41 97.40 97.48 97.49 97.49 97.14 97.25 97.14 97.17 97.24 97.54 97.40 97.61 97.66 96.91 97.16 96.75 97.00 96.67 97.33 97.50 97.40 97.08 97.38 97.22 97.24 97.20 97.08 96.68 96.99 97.10 96.93 97.02 97.38 97.66 97.49 98.04 98.00 97.93 97.70 97.49 97.67 97.52 97.27 97.11 97.23 97.49 97.66 97.78 97.48 97.38 97.12 96.81 96.92 97.00 97.51 97.58 97.44 97.39 97.59 97.65 97.81 97.61 97.79 97.82 97.73 97.81 97.69 97.90 97.77 97.74 97.55 97.69 97.74 97.65 97.57 97.55 97.61 97.58 97.66 97.71 97.29 97.43 96.75 96.65 96.31 96.74 96.47 97.30 97.51 97.29 97.26 96.43 95.77 94.86 95.55 94.83 95.48 95.84 96.28 97.38 97.05 97.69 97.76 97.77 97.82 97.79 97.86 97.90 97.53 97.16 97.22 96.89 96.76 96.64 96.62 97.03 97.50 97.35 96.97 96.92 96.68 96.63 97.32 97.34 97.97 97.75 98.01 97.74 97.54 97.34 97.28 97.19 97.30 97.56 97.68 97.75 97.89 97.79 97.21 97.52 97.01 97.39 97.32 97.34 97.42 97.87 97.90 97.95 97.90 98.12 98.18 97.96 97.93 97.88 97.90 97.96 97.99 97.77 98.02 98.05 97.90 98.09 97.82 97.82 97.72 97.67 97.77 97.80 97.68 97.65 97.54 97.55 97.75 98.15 98.18 98.06 97.94 98.09 98.12 98.08 97.90 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99.52 99.52 99.51 99.47 99.49 99.50 99.50 99.47 99.52 99.52 99.51 99.51 99.53 99.52 99.50 99.49 99.51 99.54 99.51 99.51 99.47 99.49 99.50 99.51 99.51 99.52 99.48 99.52 99.49 99.52 99.52 99.53 99.51 99.49 99.48 99.49 99.49 99.50 99.49 99.51 99.49 99.48 99.48 99.50 99.50 99.48 99.50 99.46 99.49 99.41 99.49 99.48 99.51 99.49 99.45 99.44 99.46 99.49 99.49 99.46 99.43 99.40 99.39 99.35 99.28 99.28 99.29 99.37 99.37 99.44 99.43 99.43 99.43 99.40 99.38 99.43 99.42 99.45 99.44 99.46 99.46 99.46 99.43 99.46 99.45 99.44 99.41 99.41 99.42 99.42 99.41 99.44 99.47 99.49 99.51 99.50 99.45 99.47 99.44 99.45 99.48 99.47 99.44 99.45 99.48 99.45 99.45 99.47 99.49 99.46 99.45 99.42 99.43 99.37 99.37 99.39 99.41 99.41 99.44 99.46 99.47 99.47 99.50 99.45 99.45 99.45 99.42 99.40 99.42 99.45 99.45 99.46 99.47 99.49 99.50 99.47 99.46 99.49 99.45 99.47 99.46 99.48 99.42 99.38 99.42 99.44 99.43 99.47 99.44 99.47 99.46 99.47 99.45 99.43 99.41 99.44 99.44 99.44 99.46 99.44 99.42 99.46 99.41 99.39 99.35 99.37 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52.09 54.40 52.26 49.66 51.39 54.60 50.87 54.92 55.73 53.05 55.66 56.86 56.54 58.43 59.45 56.46 56.22 56.66 60.01 57.45 59.77 60.27 60.91 61.72 63.18 62.86 63.68 66.78 62.71 67.17 65.80 66.55 66.86 66.37 66.05 67.40 67.91 69.49 67.66 71.51 70.30 72.46 71.40 72.89 72.23 71.68 72.00 73.23 72.82 74.20 75.57 74.62 75.65 76.33 79.31 78.83 80.08 79.56 80.44 80.26 81.08 81.00 80.85 81.64 82.44 83.00 83.02 82.79 81.87 81.88 82.24 84.10 84.03 85.33 83.94 84.17 84.58 85.85 87.51 89.01 89.64 90.07 90.36 90.49 90.32 90.33 90.37 89.89 89.97 89.76 90.42 90.80 91.38 91.74 92.01 92.11 92.33 92.28 92.10 91.97 92.18 92.74 93.33 93.78 93.95 93.34 92.68 92.61 92.99 94.04 94.56 94.83 94.82 94.60 94.13 93.34 92.68 92.29 92.69 93.66 94.42 95.05 95.48 95.59 96.01 96.31 96.57 96.67 96.66 96.45 96.11 95.58 95.04 94.93 95.42 95.96 96.52 96.92 97.17 97.06 96.74 96.36 96.05 96.35 96.78 97.01 97.14 97.30 97.49 97.74 97.89 97.92 97.76 97.52 97.19 96.94 97.02 97.19 97.51 97.70 97.77 97.67 97.58 97.40 97.21 97.05 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2039 2076 2104 2075 2049 2065 2088 2011 1909 1828 1863 1945 1999 2057 2142 2190 2214 2072 2051 2070 2154 2286 2345 2288 2075 1817 1601 1632 1792 2010 2022 1923 1751 1647 1639 1752 1908 2081 2146 2066 1958 1908 1955 2098 2179 2197 2267 2200 2090 2013 1993 2045 2201 2347 2463 2444 2423 2317 2249 2186 2142 2153 2184 2145 2063 2007 1986 2128 2300 2360 2316 2254 2205 2169 2228 2351 2401 2363 2340 2276 2254 2223 2099 1815 1666 1542 1572 1716 1864 2031 2157 2244 2240 2266 2268 2259 2187 2065 1936 1980 2060 2138 2195 2265 2270 2338 2301 2195 2003 1892 1907 2020 2142 2226 2190 2121 2168 2192 2212 2115 2008 1946 1997 2013 2026 2087 2207 2369 2542 2610 2562 2524 2466 2409 2359 2295 2155 2149 2205 2358 2460 2470 2336 2169 1998 1921 1938 2094 2265 2397 2426 2438 2460 2495 2566 2584 2569 2574 2566 2593 2658 2637 2668 2644 2593 2526 2426 2381 2387 2435 2426 2483 2535 2454 2261 2120 1921 1868 1874 1911 2002 2168 2252 2197 2058 1857 1699 1610 1588 1614 1651 1718 1980 2224 2340 2450 2562 2598 2704 2782 2722 2621 2458 2306 2212 2131 2036 2082 2105 2243 2339 2358 2246 2098 1981 2066 2255 2485 2692 2802 2881 2718 2454 2229 2143 2209 2392 2528 2682 2742 2749 2667 2531 2422 2308 2273 2341 2530 2705 2871 2948 3030 3069 3121 3141 3087 2990 2986 2943 2904 2872 2897 2945 3021 3077 3035 2926 2781 2664 2663 2744 2778 2797 2680 2622 2698 2916 3067 3117 3074 3002 3073 3204 3276 3267 3117 2826 2617 2471 2458 2598 2828 3097 3349 3403 3361 3046 2679 2360 2238 2377 2682 2881 2924 2958 2853 2760 2479 2162 1906 1921 2155 2494 2758 2815 2677 2405 2183 2019 1969 2142 2438 2821 3193 3182 3004 2801 2664 2632 2746 2785 2791 2744 2800 2806 2914 3086 3184 3338 3386 3425 3468 3593 3632 3740 3701 3501 3272 3050 2921 2961 2934 2907 2847 2671 2576 2613 2740 2971 3272 3341 3319 3249 3307 3326 3411 3252 2971 2730 2632 2625 2512 2520 2430 2354 2307 2157 2013 2038 2088 2066 2003 1988 1992 1993 1988 1981 2092 2373 2637 2859 3002 3029 2953 2934 2945 2903 2899 2798 2655 2457 2362 2460 2648 2902 3117 3106 2983 2865 2677 2533 2585 2798 2969 3004 2890 2778 2646 2744 2798 2720 2721 2649 2665 2884 3117 3320 3390 3449 3465 3479 3555 3436 3427 3315 3224 3251 3407 3595 3808 3902 3916 3926 3865 3785 3621 3430 3299 3226 3200 3192 2979 2656 2283 1946 1655 1492 1429 1530 1814 2162 2486 2726 2819 2929 3118 3254 3499 3666 3748 3804 3873 3830 3774 3827 3807 3633 3337 3017 2656 2386 2071 1810 1634 1790 2051 2448 2844 3195 3571 3900 4160 4303 4336 4315 4275 4349 4537 4582 4738 4799 4828 4818 4752 4651 4719 4835 5001 5062 4922 4747 4701 4728 4887 5111 5209 5229 5236 5238 5174 5247 5219 5304 5323 5283 5301 5364 5371 5317 5098 4880 4699 4694 4988 5292 5476 5530 5531 5394 5051 4704 4602 4650 4982 5362 5440 5359 5262 5156 4988 5023 5089 5098 4950 4831 4713 4734 5024 5243 5192 5174 5149 5122 5088 5034 4968 5045 5322 5509 5548 5491 5517 5644 5875 5950 5924 5825 5720 5566 5420 5266 5019 4714 4523 4525 4760 5146 5477 5600 5621 5667 5758 5952 6049 6160 6070 5989 5950 5901 5988 6035 6004 5963 5899 5856 5759 5600 5556 5600 5831 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