File name: Pandora226s1_HanoiCity-NCEM_20250326_L1_smca1c3d20240301p1-8.txt File generation date: 20250326T170618.8Z Data description: Level 1 file (corrected signals) Data file version: smca1c3d20240301p1-8 Local principal investigator: Anh Duy Tran Network principal investigator: Alexander Cede Instrument type: Pandora Instrument number: 226 Spectrometer number: 1 Processing software version used: BlickP v1.8.75 Instrument operation file used: Pandora226_OF_v2d20220602.txt Instrument calibration file used: Pandora226s1_CF_v3d20240301.txt Level 0 file used: Pandora226s1_HanoiCity-NCEM_20250326_L0.txt Full location name: North Ctr for Env. Monitoring, Ministry of Natural Resources and Environment Short location name: HanoiCity-NCEM Country of location: Vietnam Location latitude [deg]: 21.0607 Location longitude [deg]: 105.7495 Location altitude [m]: 22 Local noon date: 20250326 Notes on s-number (L1 configuration): Corrections NOT applied although requested by the s-number are latency correction, matrix method stray light correction (replaced by simple method) Data caveats: OoB based on session 2 Nominal wavelengths [nm]: 277.1059 277.2492 277.3924 277.5357 277.6789 277.8222 277.9654 278.1086 278.2518 278.3950 278.5382 278.6814 278.8246 278.9677 279.1109 279.2540 279.3971 279.5403 279.6834 279.8265 279.9696 280.1126 280.2557 280.3987 280.5418 280.6848 280.8278 280.9709 281.1139 281.2569 281.3998 281.5428 281.6858 281.8287 281.9717 282.1146 282.2575 282.4004 282.5433 282.6862 282.8291 282.9719 283.1148 283.2576 283.4005 283.5433 283.6861 283.8289 283.9717 284.1145 284.2572 284.4000 284.5428 284.6855 284.8282 284.9709 285.1136 285.2563 285.3990 285.5417 285.6844 285.8270 285.9697 286.1123 286.2549 286.3975 286.5401 286.6827 286.8253 286.9678 287.1104 287.2529 287.3955 287.5380 287.6805 287.8230 287.9655 288.1080 288.2505 288.3929 288.5354 288.6778 288.8202 288.9626 289.1050 289.2474 289.3898 289.5322 289.6745 289.8169 289.9592 290.1016 290.2439 290.3862 290.5285 290.6708 290.8130 290.9553 291.0976 291.2398 291.3820 291.5242 291.6665 291.8086 291.9508 292.0930 292.2352 292.3773 292.5195 292.6616 292.8037 292.9458 293.0879 293.2300 293.3721 293.5142 293.6562 293.7982 293.9403 294.0823 294.2243 294.3663 294.5083 294.6503 294.7922 294.9342 295.0761 295.2181 295.3600 295.5019 295.6438 295.7857 295.9276 296.0694 296.2113 296.3531 296.4950 296.6368 296.7786 296.9204 297.0622 297.2039 297.3457 297.4875 297.6292 297.7709 297.9127 298.0544 298.1961 298.3377 298.4794 298.6211 298.7627 298.9044 299.0460 299.1876 299.3292 299.4708 299.6124 299.7540 299.8956 300.0371 300.1787 300.3202 300.4617 300.6032 300.7447 300.8862 301.0277 301.1691 301.3106 301.4520 301.5934 301.7349 301.8763 302.0177 302.1590 302.3004 302.4418 302.5831 302.7245 302.8658 303.0071 303.1484 303.2897 303.4310 303.5722 303.7135 303.8547 303.9960 304.1372 304.2784 304.4196 304.5608 304.7020 304.8432 304.9843 305.1254 305.2666 305.4077 305.5488 305.6899 305.8310 305.9721 306.1131 306.2542 306.3952 306.5363 306.6773 306.8183 306.9593 307.1003 307.2412 307.3822 307.5231 307.6641 307.8050 307.9459 308.0868 308.2277 308.3686 308.5095 308.6503 308.7912 308.9320 309.0728 309.2137 309.3545 309.4952 309.6360 309.7768 309.9175 310.0583 310.1990 310.3397 310.4804 310.6211 310.7618 310.9025 311.0432 311.1838 311.3244 311.4651 311.6057 311.7463 311.8869 312.0275 312.1680 312.3086 312.4491 312.5897 312.7302 312.8707 313.0112 313.1517 313.2922 313.4326 313.5731 313.7135 313.8540 313.9944 314.1348 314.2752 314.4156 314.5559 314.6963 314.8366 314.9770 315.1173 315.2576 315.3979 315.5382 315.6785 315.8188 315.9590 316.0993 316.2395 316.3797 316.5199 316.6601 316.8003 316.9405 317.0806 317.2208 317.3609 317.5011 317.6412 317.7813 317.9214 318.0615 318.2015 318.3416 318.4816 318.6217 318.7617 318.9017 319.0417 319.1817 319.3216 319.4616 319.6016 319.7415 319.8814 320.0213 320.1612 320.3011 320.4410 320.5809 320.7207 320.8606 321.0004 321.1402 321.2801 321.4199 321.5596 321.6994 321.8392 321.9789 322.1187 322.2584 322.3981 322.5378 322.6775 322.8172 322.9569 323.0965 323.2362 323.3758 323.5154 323.6550 323.7946 323.9342 324.0738 324.2133 324.3529 324.4924 324.6319 324.7715 324.9110 325.0504 325.1899 325.3294 325.4688 325.6083 325.7477 325.8871 326.0265 326.1659 326.3053 326.4447 326.5841 326.7234 326.8627 327.0021 327.1414 327.2807 327.4200 327.5592 327.6985 327.8378 327.9770 328.1162 328.2554 328.3946 328.5338 328.6730 328.8122 328.9513 329.0905 329.2296 329.3687 329.5078 329.6469 329.7860 329.9251 330.0642 330.2032 330.3422 330.4813 330.6203 330.7593 330.8983 331.0372 331.1762 331.3152 331.4541 331.5930 331.7319 331.8709 332.0097 332.1486 332.2875 332.4263 332.5652 332.7040 332.8428 332.9817 333.1204 333.2592 333.3980 333.5368 333.6755 333.8142 333.9530 334.0917 334.2304 334.3691 334.5077 334.6464 334.7851 334.9237 335.0623 335.2009 335.3395 335.4781 335.6167 335.7553 335.8938 336.0324 336.1709 336.3094 336.4479 336.5864 336.7249 336.8634 337.0018 337.1403 337.2787 337.4171 337.5555 337.6939 337.8323 337.9707 338.1090 338.2474 338.3857 338.5240 338.6623 338.8006 338.9389 339.0772 339.2155 339.3537 339.4919 339.6302 339.7684 339.9066 340.0448 340.1830 340.3211 340.4593 340.5974 340.7355 340.8736 341.0118 341.1498 341.2879 341.4260 341.5640 341.7021 341.8401 341.9781 342.1161 342.2541 342.3921 342.5301 342.6680 342.8060 342.9439 343.0818 343.2197 343.3576 343.4955 343.6334 343.7712 343.9091 344.0469 344.1847 344.3225 344.4603 344.5981 344.7359 344.8736 345.0114 345.1491 345.2868 345.4245 345.5622 345.6999 345.8376 345.9752 346.1129 346.2505 346.3881 346.5258 346.6634 346.8009 346.9385 347.0761 347.2136 347.3511 347.4887 347.6262 347.7637 347.9012 348.0386 348.1761 348.3135 348.4510 348.5884 348.7258 348.8632 349.0006 349.1380 349.2753 349.4127 349.5500 349.6873 349.8246 349.9619 350.0992 350.2365 350.3738 350.5110 350.6482 350.7855 350.9227 351.0599 351.1971 351.3342 351.4714 351.6085 351.7457 351.8828 352.0199 352.1570 352.2941 352.4312 352.5682 352.7053 352.8423 352.9793 353.1163 353.2533 353.3903 353.5273 353.6642 353.8012 353.9381 354.0750 354.2120 354.3488 354.4857 354.6226 354.7595 354.8963 355.0331 355.1700 355.3068 355.4436 355.5803 355.7171 355.8539 355.9906 356.1273 356.2641 356.4008 356.5375 356.6741 356.8108 356.9475 357.0841 357.2207 357.3574 357.4940 357.6306 357.7671 357.9037 358.0403 358.1768 358.3133 358.4498 358.5863 358.7228 358.8593 358.9958 359.1322 359.2687 359.4051 359.5415 359.6779 359.8143 359.9507 360.0870 360.2234 360.3597 360.4960 360.6324 360.7687 360.9049 361.0412 361.1775 361.3137 361.4500 361.5862 361.7224 361.8586 361.9948 362.1309 362.2671 362.4032 362.5394 362.6755 362.8116 362.9477 363.0838 363.2198 363.3559 363.4919 363.6280 363.7640 363.9000 364.0360 364.1719 364.3079 364.4439 364.5798 364.7157 364.8516 364.9875 365.1234 365.2593 365.3952 365.5310 365.6668 365.8027 365.9385 366.0743 366.2100 366.3458 366.4816 366.6173 366.7530 366.8888 367.0245 367.1602 367.2958 367.4315 367.5672 367.7028 367.8384 367.9740 368.1096 368.2452 368.3808 368.5164 368.6519 368.7875 368.9230 369.0585 369.1940 369.3295 369.4649 369.6004 369.7358 369.8713 370.0067 370.1421 370.2775 370.4129 370.5482 370.6836 370.8189 370.9542 371.0896 371.2249 371.3601 371.4954 371.6307 371.7659 371.9012 372.0364 372.1716 372.3068 372.4420 372.5771 372.7123 372.8474 372.9826 373.1177 373.2528 373.3879 373.5229 373.6580 373.7931 373.9281 374.0631 374.1981 374.3331 374.4681 374.6031 374.7380 374.8730 375.0079 375.1428 375.2777 375.4126 375.5475 375.6824 375.8172 375.9521 376.0869 376.2217 376.3565 376.4913 376.6261 376.7608 376.8956 377.0303 377.1650 377.2997 377.4344 377.5691 377.7037 377.8384 377.9730 378.1077 378.2423 378.3769 378.5115 378.6460 378.7806 378.9151 379.0497 379.1842 379.3187 379.4532 379.5877 379.7221 379.8566 379.9910 380.1254 380.2598 380.3942 380.5286 380.6630 380.7974 380.9317 381.0660 381.2003 381.3346 381.4689 381.6032 381.7375 381.8717 382.0060 382.1402 382.2744 382.4086 382.5428 382.6769 382.8111 382.9452 383.0794 383.2135 383.3476 383.4817 383.6157 383.7498 383.8839 384.0179 384.1519 384.2859 384.4199 384.5539 384.6879 384.8218 384.9557 385.0897 385.2236 385.3575 385.4914 385.6252 385.7591 385.8929 386.0268 386.1606 386.2944 386.4282 386.5619 386.6957 386.8295 386.9632 387.0969 387.2306 387.3643 387.4980 387.6317 387.7653 387.8990 388.0326 388.1662 388.2998 388.4334 388.5669 388.7005 388.8340 388.9676 389.1011 389.2346 389.3681 389.5016 389.6350 389.7685 389.9019 390.0353 390.1687 390.3021 390.4355 390.5689 390.7022 390.8355 390.9689 391.1022 391.2355 391.3688 391.5020 391.6353 391.7685 391.9018 392.0350 392.1682 392.3014 392.4345 392.5677 392.7008 392.8340 392.9671 393.1002 393.2333 393.3663 393.4994 393.6324 393.7655 393.8985 394.0315 394.1645 394.2975 394.4304 394.5634 394.6963 394.8293 394.9622 395.0951 395.2279 395.3608 395.4937 395.6265 395.7593 395.8921 396.0249 396.1577 396.2905 396.4232 396.5560 396.6887 396.8214 396.9541 397.0868 397.2195 397.3521 397.4848 397.6174 397.7500 397.8826 398.0152 398.1478 398.2804 398.4129 398.5454 398.6780 398.8105 398.9429 399.0754 399.2079 399.3403 399.4728 399.6052 399.7376 399.8700 400.0024 400.1347 400.2671 400.3994 400.5317 400.6640 400.7963 400.9286 401.0609 401.1931 401.3254 401.4576 401.5898 401.7220 401.8542 401.9863 402.1185 402.2506 402.3828 402.5149 402.6470 402.7790 402.9111 403.0432 403.1752 403.3072 403.4392 403.5712 403.7032 403.8352 403.9671 404.0991 404.2310 404.3629 404.4948 404.6267 404.7586 404.8904 405.0223 405.1541 405.2859 405.4177 405.5495 405.6813 405.8130 405.9447 406.0765 406.2082 406.3399 406.4716 406.6032 406.7349 406.8665 406.9982 407.1298 407.2614 407.3930 407.5245 407.6561 407.7876 407.9192 408.0507 408.1822 408.3136 408.4451 408.5766 408.7080 408.8394 408.9709 409.1023 409.2336 409.3650 409.4964 409.6277 409.7590 409.8903 410.0216 410.1529 410.2842 410.4154 410.5467 410.6779 410.8091 410.9403 411.0715 411.2027 411.3338 411.4650 411.5961 411.7272 411.8583 411.9894 412.1204 412.2515 412.3825 412.5135 412.6446 412.7756 412.9065 413.0375 413.1685 413.2994 413.4303 413.5612 413.6921 413.8230 413.9539 414.0847 414.2155 414.3464 414.4772 414.6080 414.7387 414.8695 415.0002 415.1310 415.2617 415.3924 415.5231 415.6538 415.7844 415.9151 416.0457 416.1763 416.3069 416.4375 416.5681 416.6987 416.8292 416.9597 417.0902 417.2207 417.3512 417.4817 417.6122 417.7426 417.8730 418.0034 418.1338 418.2642 418.3946 418.5249 418.6553 418.7856 418.9159 419.0462 419.1765 419.3068 419.4370 419.5673 419.6975 419.8277 419.9579 420.0881 420.2182 420.3484 420.4785 420.6086 420.7387 420.8688 420.9989 421.1290 421.2590 421.3890 421.5191 421.6491 421.7790 421.9090 422.0390 422.1689 422.2989 422.4288 422.5587 422.6886 422.8184 422.9483 423.0781 423.2079 423.3378 423.4675 423.5973 423.7271 423.8568 423.9866 424.1163 424.2460 424.3757 424.5054 424.6350 424.7647 424.8943 425.0239 425.1535 425.2831 425.4127 425.5423 425.6718 425.8013 425.9309 426.0604 426.1898 426.3193 426.4488 426.5782 426.7076 426.8370 426.9664 427.0958 427.2252 427.3545 427.4839 427.6132 427.7425 427.8718 428.0011 428.1303 428.2596 428.3888 428.5180 428.6472 428.7764 428.9056 429.0347 429.1639 429.2930 429.4221 429.5512 429.6803 429.8094 429.9384 430.0675 430.1965 430.3255 430.4545 430.5835 430.7124 430.8414 430.9703 431.0992 431.2281 431.3570 431.4859 431.6147 431.7436 431.8724 432.0012 432.1300 432.2588 432.3876 432.5163 432.6451 432.7738 432.9025 433.0312 433.1599 433.2885 433.4172 433.5458 433.6744 433.8030 433.9316 434.0602 434.1887 434.3173 434.4458 434.5743 434.7028 434.8313 434.9597 435.0882 435.2166 435.3451 435.4735 435.6019 435.7302 435.8586 435.9869 436.1153 436.2436 436.3719 436.5002 436.6284 436.7567 436.8849 437.0131 437.1414 437.2695 437.3977 437.5259 437.6540 437.7822 437.9103 438.0384 438.1665 438.2945 438.4226 438.5506 438.6787 438.8067 438.9347 439.0627 439.1906 439.3186 439.4465 439.5744 439.7023 439.8302 439.9581 440.0860 440.2138 440.3416 440.4694 440.5972 440.7250 440.8528 440.9805 441.1083 441.2360 441.3637 441.4914 441.6191 441.7467 441.8744 442.0020 442.1296 442.2572 442.3848 442.5124 442.6399 442.7675 442.8950 443.0225 443.1500 443.2775 443.4049 443.5324 443.6598 443.7872 443.9146 444.0420 444.1694 444.2967 444.4241 444.5514 444.6787 444.8060 444.9333 445.0605 445.1878 445.3150 445.4422 445.5694 445.6966 445.8238 445.9509 446.0781 446.2052 446.3323 446.4594 446.5865 446.7135 446.8406 446.9676 447.0946 447.2216 447.3486 447.4756 447.6025 447.7295 447.8564 447.9833 448.1102 448.2370 448.3639 448.4908 448.6176 448.7444 448.8712 448.9980 449.1247 449.2515 449.3782 449.5050 449.6317 449.7583 449.8850 450.0117 450.1383 450.2650 450.3916 450.5182 450.6447 450.7713 450.8979 451.0244 451.1509 451.2774 451.4039 451.5304 451.6568 451.7833 451.9097 452.0361 452.1625 452.2889 452.4152 452.5416 452.6679 452.7942 452.9205 453.0468 453.1731 453.2994 453.4256 453.5518 453.6780 453.8042 453.9304 454.0565 454.1827 454.3088 454.4349 454.5610 454.6871 454.8132 454.9392 455.0653 455.1913 455.3173 455.4433 455.5693 455.6952 455.8212 455.9471 456.0730 456.1989 456.3248 456.4506 456.5765 456.7023 456.8281 456.9539 457.0797 457.2055 457.3312 457.4570 457.5827 457.7084 457.8341 457.9598 458.0854 458.2111 458.3367 458.4623 458.5879 458.7135 458.8390 458.9646 459.0901 459.2156 459.3411 459.4666 459.5921 459.7175 459.8430 459.9684 460.0938 460.2192 460.3446 460.4699 460.5953 460.7206 460.8459 460.9712 461.0965 461.2218 461.3470 461.4722 461.5974 461.7226 461.8478 461.9730 462.0982 462.2233 462.3484 462.4735 462.5986 462.7237 462.8487 462.9738 463.0988 463.2238 463.3488 463.4738 463.5988 463.7237 463.8486 463.9735 464.0984 464.2233 464.3482 464.4730 464.5979 464.7227 464.8475 464.9723 465.0971 465.2218 465.3466 465.4713 465.5960 465.7207 465.8454 465.9700 466.0947 466.2193 466.3439 466.4685 466.5931 466.7176 466.8422 466.9667 467.0912 467.2157 467.3402 467.4647 467.5891 467.7136 467.8380 467.9624 468.0868 468.2112 468.3355 468.4599 468.5842 468.7085 468.8328 468.9571 469.0813 469.2056 469.3298 469.4540 469.5782 469.7024 469.8265 469.9507 470.0748 470.1989 470.3230 470.4471 470.5712 470.6952 470.8193 470.9433 471.0673 471.1913 471.3153 471.4392 471.5631 471.6871 471.8110 471.9349 472.0587 472.1826 472.3064 472.4303 472.5541 472.6779 472.8016 472.9254 473.0491 473.1729 473.2966 473.4203 473.5440 473.6676 473.7913 473.9149 474.0385 474.1621 474.2857 474.4093 474.5328 474.6563 474.7799 474.9034 475.0269 475.1503 475.2738 475.3972 475.5206 475.6440 475.7674 475.8908 476.0142 476.1375 476.2608 476.3841 476.5074 476.6307 476.7539 476.8772 477.0004 477.1236 477.2468 477.3700 477.4931 477.6163 477.7394 477.8625 477.9856 478.1087 478.2318 478.3548 478.4778 478.6009 478.7238 478.8468 478.9698 479.0927 479.2157 479.3386 479.4615 479.5844 479.7072 479.8301 479.9529 480.0757 480.1985 480.3213 480.4441 480.5668 480.6896 480.8123 480.9350 481.0577 481.1803 481.3030 481.4256 481.5483 481.6709 481.7934 481.9160 482.0386 482.1611 482.2836 482.4061 482.5286 482.6511 482.7736 482.8960 483.0184 483.1408 483.2632 483.3856 483.5079 483.6303 483.7526 483.8749 483.9972 484.1195 484.2417 484.3640 484.4862 484.6084 484.7306 484.8528 484.9749 485.0971 485.2192 485.3413 485.4634 485.5855 485.7075 485.8296 485.9516 486.0736 486.1956 486.3176 486.4395 486.5615 486.6834 486.8053 486.9272 487.0491 487.1710 487.2928 487.4146 487.5364 487.6582 487.7800 487.9018 488.0235 488.1452 488.2670 488.3886 488.5103 488.6320 488.7536 488.8753 488.9969 489.1185 489.2400 489.3616 489.4831 489.6047 489.7262 489.8477 489.9692 490.0906 490.2121 490.3335 490.4549 490.5763 490.6977 490.8190 490.9404 491.0617 491.1830 491.3043 491.4256 491.5468 491.6681 491.7893 491.9105 492.0317 492.1529 492.2740 492.3952 492.5163 492.6374 492.7585 492.8796 493.0006 493.1217 493.2427 493.3637 493.4847 493.6057 493.7266 493.8476 493.9685 494.0894 494.2103 494.3312 494.4520 494.5729 494.6937 494.8145 494.9353 495.0561 495.1768 495.2976 495.4183 495.5390 495.6597 495.7803 495.9010 496.0216 496.1423 496.2629 496.3834 496.5040 496.6246 496.7451 496.8656 496.9861 497.1066 497.2271 497.3475 497.4680 497.5884 497.7088 497.8292 497.9495 498.0699 498.1902 498.3105 498.4308 498.5511 498.6714 498.7916 498.9118 499.0321 499.1523 499.2724 499.3926 499.5127 499.6329 499.7530 499.8731 499.9932 500.1132 500.2333 500.3533 500.4733 500.5933 500.7133 500.8332 500.9532 501.0731 501.1930 501.3129 501.4327 501.5526 501.6724 501.7923 501.9121 502.0318 502.1516 502.2714 502.3911 502.5108 502.6305 502.7502 502.8699 502.9895 503.1092 503.2288 503.3484 503.4680 503.5875 503.7071 503.8266 503.9461 504.0656 504.1851 504.3045 504.4240 504.5434 504.6628 504.7822 504.9016 505.0209 505.1403 505.2596 505.3789 505.4982 505.6175 505.7367 505.8560 505.9752 506.0944 506.2136 506.3327 506.4519 506.5710 506.6901 506.8092 506.9283 507.0474 507.1664 507.2855 507.4045 507.5235 507.6425 507.7614 507.8804 507.9993 508.1182 508.2371 508.3560 508.4748 508.5937 508.7125 508.8313 508.9501 509.0688 509.1876 509.3063 509.4250 509.5437 509.6624 509.7811 509.8997 510.0184 510.1370 510.2556 510.3742 510.4927 510.6113 510.7298 510.8483 510.9668 511.0853 511.2037 511.3222 511.4406 511.5590 511.6774 511.7958 511.9141 512.0324 512.1508 512.2691 512.3873 512.5056 512.6239 512.7421 512.8603 512.9785 513.0967 513.2148 513.3330 513.4511 513.5692 513.6873 513.8054 513.9234 514.0415 514.1595 514.2775 514.3955 514.5134 514.6314 514.7493 514.8672 514.9851 515.1030 515.2209 515.3387 515.4565 515.5744 515.6922 515.8099 515.9277 516.0454 516.1631 516.2808 516.3985 516.5162 516.6339 516.7515 516.8691 516.9867 517.1043 517.2219 517.3394 517.4569 517.5744 517.6919 517.8094 517.9269 518.0443 518.1617 518.2791 518.3965 518.5139 518.6312 518.7486 518.8659 518.9832 519.1005 519.2177 519.3350 519.4522 519.5694 519.6866 519.8038 519.9210 520.0381 520.1552 520.2723 520.3894 520.5065 520.6235 520.7406 520.8576 520.9746 521.0916 521.2085 521.3255 521.4424 521.5593 521.6762 521.7931 521.9099 522.0268 522.1436 522.2604 522.3772 522.4939 522.6107 522.7274 522.8441 522.9608 523.0775 523.1942 523.3108 523.4274 523.5441 523.6606 523.7772 523.8938 524.0103 524.1268 524.2433 524.3598 524.4763 524.5927 524.7092 524.8256 524.9420 525.0583 525.1747 525.2910 525.4074 525.5237 525.6400 525.7562 525.8725 525.9887 526.1049 526.2211 526.3373 526.4535 526.5696 526.6858 526.8019 526.9180 527.0340 527.1501 527.2661 527.3821 527.4981 527.6141 527.7301 527.8460 527.9620 528.0779 528.1938 528.3097 528.4255 528.5414 528.6572 528.7730 528.8888 529.0046 529.1203 529.2360 529.3518 529.4675 529.5831 529.6988 529.8145 529.9301 530.0457 530.1613 530.2769 530.3924 530.5079 530.6235 530.7390 530.8545 530.9699 531.0854 531.2008 531.3162 531.4316 531.5470 531.6623 531.7777 531.8930 532.0083 532.1236 532.2389 532.3541 532.4694 532.5846 532.6998 532.8149 532.9301 533.0453 533.1604 533.2755 533.3906 533.5057 533.6207 533.7357 533.8508 533.9658 534.0807 534.1957 534.3107 534.4256 534.5405 534.6554 534.7703 534.8851 535.0000 535.1148 535.2296 535.3444 535.4591 535.5739 535.6886 535.8033 535.9180 536.0327 536.1474 536.2620 536.3766 536.4913 536.6058 536.7204 536.8350 536.9495 537.0640 537.1785 537.2930 537.4075 537.5219 537.6363 537.7508 537.8651 537.9795 538.0939 538.2082 538.3225 538.4368 538.5511 538.6654 538.7796 538.8939 539.0081 539.1223 539.2365 539.3506 539.4648 539.5789 539.6930 539.8071 539.9211 540.0352 540.1492 540.2633 540.3773 540.4912 540.6052 540.7191 540.8331 540.9470 541.0609 541.1747 541.2886 541.4024 541.5163 541.6301 541.7438 541.8576 541.9714 542.0851 542.1988 542.3125 542.4262 542.5398 542.6535 542.7671 --------------------------------------------------------------------------------------- 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: Temperature at electronics board [°C], 999=no temperature signal Column 75: Spectrometer control temperature [°C], 999=no temperature signal Column 76: Auxiliary spectrometer temperature [°C], 999=no temperature signal Column 77: Temperature in head sensor [°C], 999=no temperature signal Column 78: Humidity in head sensor [%], -9=no humidity signal Column 79: Pressure in head sensor [hPa], -9=no pressure signal Column 80: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number Column 81: Indicator for uncertainty and atmospheric variability (see manual for exact meaning) Column 82: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm] Columns 83-2130: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4 Columns 2131-4178: Atmospheric variability of L1 data for each pixel [%], 101=no atmospheric variability was measured and pixel is inside the range of the filter, 102=no atmospheric variability was measured and pixel is outside the range of the filter, 103=atmospheric variability was measured, but pixel is outside the range of the filter, 104=saturated data, 109=no atmospheric variability was determined since no dark correction was attempted Columns 4179-6226: Independent instrumental uncertainty of L1 data for each pixel, -2=pixel is outside the range of the filter, -4=saturated data --------------------------------------------------------------------------------------- SO 20250326T050807.5Z 9216.213976 2591 1 35.07 2 3896.110 9 1 0 1 4 0.00 1 0.00 1 -1.00 507 1 10 0 0 25.53 0 -9 -9 1454 8.001e+02 3.842e+00 8.087e+02 -9.000e+00 13 2.169e+02 2.169e+02 3.202e-01 2.172e+02 1.496e+00 0 0 0 0 0.00e+00 2.674e-02 -9.000e+00 4.443e+00 -9.000e+00 3.133e+03 -9.000e+00 -1.028e+02 -9.000e+00 -3.652e+01 -9.000e+00 1 1.26 46.41 32.72 22.50 12.75 5.46 2.72 1.17 0 1.863e-02 1791 -9 -9.00 -9.00 -9.00 -9.00 0.00911 8.07758e-03 8.60318e-05 28.21 20.00 25.53 34.02 0.6 1053.81 7.192e+07 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 -110 -95 -144 -137 -154 -89 -174 -111 -32 -94 -115 -83 -64 -96 -134 -73 -66 -37 -85 -26 -89 -91 -89 -92 -44 -48 -85 -32 -41 -6 -1 -37 -72 14 5 -26 4 -128 7 74 -22 62 73 43 23 44 88 23 72 56 72 42 93 31 81 92 65 105 66 112 79 92 107 124 127 112 118 128 106 135 175 140 97 174 141 70 181 184 153 193 160 173 232 188 209 199 233 189 198 212 187 234 206 206 234 234 289 237 271 268 297 242 215 273 284 285 301 264 308 319 304 304 348 352 340 345 361 357 391 384 396 414 457 493 476 488 446 455 477 472 485 583 614 668 673 716 768 767 821 813 776 753 758 797 850 884 855 941 985 1072 1190 1187 1169 1074 1022 1027 1073 1129 1244 1249 1161 1240 1290 1432 1520 1589 1578 1679 1657 1755 1724 1705 1765 1832 1820 1889 1860 1717 1624 1615 1672 1664 1848 1818 1649 1756 1881 2177 2516 2748 2877 2975 2985 2985 3009 2989 2839 2771 2650 2714 2824 2973 2988 3198 3260 3215 3277 3245 3170 3241 3359 3621 3788 3923 3714 3355 3155 3161 3497 3832 4084 4086 4182 3862 3572 3247 2973 3005 3234 3551 3841 4175 4345 4539 4845 5129 5292 5311 5300 4821 4587 4084 3852 3915 4252 4592 5016 5358 5380 5102 4781 4511 4550 4962 5241 5423 5711 5875 6080 6397 6458 6278 5877 5327 5038 4870 5059 5363 5802 6047 6091 5880 5725 5402 5266 4943 4788 5010 5537 5535 5644 5653 5804 6119 6428 6674 6820 6916 6878 6638 6475 6392 6423 6764 7228 7702 8169 8687 8903 8999 8959 9039 8782 8846 9073 9038 8908 8732 8688 8756 8696 8585 8362 8319 8319 8437 8286 8137 8236 8652 9176 9928 10307 10454 10565 10627 10810 10942 10677 10350 9581 8924 8989 8967 9343 9547 9418 9248 9290 9489 9831 9997 9726 9399 9378 9508 9603 9697 9580 9499 9543 9523 9160 8769 8577 8809 9159 9492 9770 10058 10232 9964 9500 9421 9581 9953 10588 10658 10188 9086 7798 7034 7265 8201 8878 8856 8246 7475 7123 7106 7657 8454 9070 9099 8584 8188 7957 8195 9064 8965 8990 9109 8842 8434 8165 8056 8421 9145 9725 10143 10116 9959 9675 9251 9125 9043 9079 9195 8954 8649 8488 8722 9279 10010 10207 10023 9777 9504 9334 9812 10218 10337 10212 10072 9846 9622 9572 8940 7844 7021 6659 6841 7449 8182 8923 9611 9912 9950 10091 10020 9987 9557 9048 8584 8738 9160 9449 9905 10102 10190 10488 10315 9830 8906 8453 8578 8989 9679 10002 9817 9686 9822 9944 9848 9598 9088 8881 8994 9066 9140 9600 10078 10836 11817 12014 11838 11769 11562 11116 10945 10563 9931 9877 10277 10919 11480 11540 11052 10194 9287 8824 9013 9773 10479 11055 11358 11498 11567 11739 12214 12259 12188 12266 12246 12341 12525 12598 12640 12671 12444 12130 11685 11543 11334 11494 11719 11900 12166 11785 10893 10155 9255 8725 8930 8951 9385 10247 10765 10603 10138 9004 8113 7787 7443 7538 7726 8067 9204 10484 11281 11967 12486 12772 13167 13716 13543 12982 12349 11451 10915 10373 9953 10059 10188 10711 11532 11792 11101 10458 9964 9926 10751 11886 13103 13797 14263 13876 12433 11378 10578 10627 11449 12244 13114 13714 13859 13451 12804 12103 11442 11271 11415 12043 13195 14019 14672 15073 15430 15711 15836 15726 15443 15162 14926 14751 14534 14550 14790 15029 15568 15588 14900 14273 13657 13410 13670 13982 14001 13596 13227 13483 14363 15303 15848 15930 15531 15541 16165 16573 16843 16330 15016 13694 12681 12194 12767 13823 15278 16790 17365 17618 16637 14570 12691 11363 11374 12893 14223 14855 15261 14923 14411 13517 11670 10177 9401 9956 11758 13455 14451 14258 12994 11738 10595 9845 10289 11435 13202 15552 16845 16203 15010 14122 13490 13680 14310 14529 14072 14304 14500 14487 15470 16212 16885 17609 17859 18062 18547 18977 19440 19745 19022 17963 16865 15540 15338 15400 15147 15033 14487 13464 13209 13659 14426 16003 17390 17681 17501 17351 17461 17750 17629 16785 15162 14133 13735 13287 12812 12921 12455 11854 11591 10763 10105 10329 10375 10262 10056 9912 9979 9967 10024 10081 10925 12420 13971 15178 15870 15784 15438 15505 15363 15107 15058 14604 13501 12410 12192 12890 14043 15426 16438 16296 15668 14677 13771 13104 13647 14386 15479 15544 15166 14237 13686 14370 14441 14027 14099 13613 13789 15068 16247 17336 17908 18155 18263 18312 18602 18159 17799 17234 16716 17120 17893 18939 20260 20781 20846 20707 20466 19896 18942 17977 17162 16841 16659 16363 15211 13561 11502 9446 7821 6752 6502 7089 8678 10625 12552 13930 14524 15165 16174 16900 18211 19426 19733 19949 20475 20189 19906 20252 19978 18795 17427 15689 13548 11800 10122 8505 7710 8117 9621 11878 14206 16337 18298 20312 21673 22564 22791 22791 22595 22968 23669 24181 24887 25364 25392 25355 24973 24536 24850 25255 26035 26913 26119 25087 24763 24575 25329 26618 27221 27449 27644 27429 27160 27443 27440 27738 28074 27740 27817 28149 28361 28036 27057 25666 24575 24377 25593 27172 28470 29020 29099 28524 26768 24755 23843 23789 25035 27415 28404 28177 27600 26687 26016 25895 26366 26531 25815 25177 24677 24122 25311 27075 27007 26794 26879 26664 26338 26335 25728 25759 26689 28045 28499 28495 28295 28881 29870 30706 30759 30428 31598 29028 28231 27563 26328 24613 23211 22825 23256 25046 27141 28368 28807 28999 29362 29864 30756 31424 31343 31040 30602 30215 30169 30694 30671 30365 30145 29885 29356 28678 28068 28034 28628 29922 31305 32390 32019 30736 29314 28758 28812 29727 30711 30862 30687 30068 29710 29322 29023 29385 30098 30881 31891 32436 32748 32523 31806 31498 31104 30195 29532 28780 28237 28299 29016 29677 29971 29741 29869 29815 29628 29075 29112 29326 29265 30614 31728 31296 30854 29809 28373 27824 27460 27822 28834 29605 30962 31967 32178 32291 32636 32622 32281 31552 31006 30662 30991 32167 32298 31804 29943 26778 25036 25363 26880 29692 31532 31731 30636 29491 29099 28834 29318 30224 30682 31407 31922 31318 30685 29359 28599 29064 29208 29536 30402 30700 30262 29441 28795 28608 29277 30992 32534 32459 31618 29933 27476 26408 25376 25770 27836 29572 30226 30670 30374 30076 29715 29445 29189 28372 27156 26934 27319 27628 28460 28653 27553 25458 23551 22058 21134 21136 21778 21800 21101 20505 20028 20273 21781 24202 27392 30690 33119 43598 35444 34489 32204 29349 26923 26238 27628 30022 32514 33678 34122 33987 33535 31831 29594 26589 24669 24700 25880 28363 30647 31858 33230 33243 31929 31230 30581 30279 31439 32629 32710 33262 33689 34000 35042 35530 34922 34677 34209 33369 33338 32818 31982 31598 31579 32127 32878 33362 31800 28841 26918 26514 27158 29183 30856 31248 31453 31660 31971 32754 33330 33559 33480 33273 32670 31004 30583 30851 30425 31572 33483 34741 35728 35509 34575 33810 33526 34519 36050 36343 36261 35669 35099 35099 35600 35658 35466 35630 35162 34195 33934 34296 35012 36096 36572 35856 35016 34951 35245 35940 36741 36775 36488 36504 35527 34215 33351 32460 31939 32437 32534 33028 33913 34504 35191 35764 35395 35349 35553 36008 36990 37735 38103 38518 37938 36761 35706 34887 35239 36354 37682 37880 37306 36662 36481 36487 36545 36742 36937 36983 37604 37874 38126 38596 39099 39722 40215 40149 39928 39948 39550 39258 38782 38270 37912 38024 38288 38551 38413 38419 37944 36748 35676 34653 33903 33787 34225 34419 34584 34947 35866 36805 37626 38241 38157 37843 37557 37505 37140 36232 35763 35815 35748 35807 36022 36263 36827 37511 38305 39175 39240 38673 37884 37614 37703 38057 38611 38476 38442 38445 38432 39055 39197 38755 37863 37111 36533 36105 36023 36447 36888 37586 38070 38162 37912 37601 37138 37045 37290 37203 37169 37229 37363 37423 37663 38003 38333 39046 39567 39429 39269 38924 38914 38843 39016 39083 39079 39342 39352 39753 39705 39640 39783 39586 39682 39685 39450 39487 39477 39013 38714 38405 38405 38567 38891 39046 38789 38004 37229 37107 37245 37929 38656 39039 38826 38695 38913 39514 40153 40643 40521 39892 38853 37405 36123 35699 35944 36770 38034 38830 39328 39565 39523 39255 38912 38178 38106 38562 38950 39490 39748 39858 39550 39268 39285 39359 39632 39962 39762 39426 38790 38009 37065 37058 37210 37425 37610 37954 37978 38231 38745 38933 39187 39480 39817 40370 41353 41512 41642 41788 41821 41474 40844 40073 39044 38473 38592 39056 39476 39604 39546 39753 39674 39910 40518 40879 40871 41043 41345 41314 41336 41280 40990 40541 40116 39631 39581 39821 40366 40692 40422 40070 39298 38507 38423 38869 39488 40093 40490 40878 41283 41343 41966 42410 42278 42341 42275 41663 41373 40999 40451 40206 40091 40043 40369 40780 41516 42109 42455 42711 42018 41438 41034 41053 41340 41474 41419 41086 40813 40843 41022 41310 41592 41954 42202 42402 42672 42904 42767 42247 41599 41130 41013 41112 41359 41695 41487 41011 41057 41283 41279 41571 41363 40805 40373 40004 39788 40005 40604 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1032 1046 1036 1049 1022 1038 995 986 947 931 937 979 1010 958 954 995 985 978 1002 981 964 933 932 938 960 945 965 944 958 966 957 981 982 984 963 1006 998 1018 993 1000 987 955 875 839 845 781 797 766 779 772 811 823 929 955 971 958 946 839 787 779 813 875 943 962 980 953 908 963 944 980 961 998 1000 1020 981 993 1015 923 940 939 975 995 1019 1007 1027 975 976 951 991 984 1052 1029 994 980 936 900 920 925 956 960 939 971 979 988 1023 1028 1048 1058 1005 1052 1043 984 1025 979 1019 979 1016 986 978 1040 1001 1009 1049 1005 1008 958 946 878 866 858 838 860 856 884 885 924 950 959 947 981 1008 1011 989 971 960 978 1053 1009 1058 1020 1098 1061 1030 1035 1028 1021 944 983 979 987 1004 1015 1010 1045 1018 1034 1065 1018 1078 1039 1048 1039 1037 1015 993 997 1074 1007 999 962 940 934 888 931 948 959 973 1029 990 1063 1019 1030 973 962 968 991 970 1025 1007 995 1016 998 1048 1018 1040 1025 1071 1075 1087 1045 1060 1023 1049 1007 1033 997 1011 986 1009 973 939 952 965 1007 1036 1002 1051 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974 959 983 1003 1014 1003 1053 1021 1054 1064 1076 1006 1012 1007 997 950 972 1012 950 981 973 1010 973 976 955 940 945 949 925 976 993 996 1015 1010 1023 1039 1046 1028 1012 1009 996 944 973 973 991 998 1019 982 1005 974 971 992 984 1049 1014 1048 1023 1050 1013 1049 1016 998 982 948 963 1009 995 969 998 963 980 1009 1052 986 991 939 938 930 955 978 947 972 973 971 1005 970 1010 1014 1007 978 984 1013 1032 992 1010 976 941 948 859 803 805 771 803 792 818 808 875 963 1011 948 973 912 850 828 794 814 893 964 943 968 941 925 939 958 960 979 996 993 997 1001 975 984 982 960 925 948 972 998 1041 1029 1004 978 991 1018 1035 1020 1043 1051 960 937 903 952 918 977 998 978 970 955 984 1004 1032 1073 1061 1058 1041 1022 1014 1013 1008 980 993 976 960 1014 994 1047 1040 1055 1009 1012 959 932 894 853 891 883 852 860 884 929 919 943 964 961 1002 1001 1027 981 975 954 985 1014 1038 1066 1067 1077 1057 1076 1026 992 987 1009 942 976 993 1037 1014 1028 1057 1042 1040 1083 1110 1087 1110 1068 1052 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1047 1018 1051 1031 1048 1013 1029 1023 1030 1035 1018 985 1000 971 958 1104 1041 1067 1019 1047 1038 1007 978 1030 1024 1048 1018 1050 1069 1024 986 997 959 921 934 933 964 991 997 1003 1021 1023 1012 1029 1073 1054 1027 990 980 1013 925 947 924 966 941 976 982 963 961 945 944 925 913 961 951 944 992 992 986 994 971 965 988 975 1061 1011 989 949 966 965 912 889 899 963 937 979 1000 1029 979 981 950 951 1015 1003 1003 1013 1044 1013 1030 1032 1048 1026 996 988 972 964 1010 1007 972 1006 965 1006 1002 996 945 975 947 953 978 962 996 999 1011 1049 1038 1019 1040 1017 1010 968 957 944 985 979 995 1020 994 984 995 946 980 1034 999 1043 1037 1049 1038 1070 1025 1017 1037 992 978 937 985 953 975 958 996 990 1006 970 1030 958 937 943 943 934 979 963 965 944 965 987 961 980 996 969 978 1023 1017 1016 1004 994 983 930 951 849 820 790 798 746 764 792 850 877 951 981 1016 982 923 853 825 810 834 860 934 917 932 949 960 939 973 979 999 999 980 1010 1013 975 988 960 945 887 978 984 1006 997 1039 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970 980 983 1010 1013 997 1026 981 1007 973 970 889 881 804 806 780 789 749 812 827 869 962 958 1025 985 935 810 808 780 827 870 928 953 942 950 970 917 910 953 960 980 1007 998 1009 992 954 950 969 938 978 992 990 1053 1031 1024 993 928 973 1019 1028 1018 994 999 964 905 955 930 927 944 944 990 934 980 982 1017 1019 1048 1053 1008 1023 1040 1010 986 988 998 1002 987 976 998 994 1004 1038 1023 1047 975 941 887 915 861 883 875 881 877 897 926 952 957 954 1030 996 1044 977 989 986 991 1023 1046 1056 1051 1088 1041 1054 1031 1024 995 980 997 981 973 1009 1032 991 1036 1060 1041 1046 1082 1055 1067 1069 1053 1031 1033 985 1027 1044 1013 1026 956 943 958 929 928 930 987 981 1019 1050 1017 1026 1034 1013 982 1004 985 986 1038 973 992 1000 1005 1009 1053 990 1048 1049 1062 1076 1079 1080 1057 1070 1019 1030 1020 1018 957 1006 968 980 1006 1012 1028 1041 1039 1074 1032 1000 1045 1012 1016 1035 1025 1006 1049 998 987 995 990 992 952 991 954 1011 986 1029 986 963 941 972 928 938 947 985 969 971 1006 1006 1031 995 1012 1003 994 0 0 0 0 0 0 0 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 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1012 995 965 986 992 993 1014 1064 1062 1026 1063 1038 1033 1043 1068 1042 1060 981 993 952 981 1005 1119 1077 1063 1028 1015 997 1017 1024 1005 1031 1014 1068 1050 1058 1033 1037 1034 964 950 918 944 937 971 1012 1033 1007 996 997 1026 1035 1043 1017 1004 989 966 970 941 935 947 966 946 1021 957 954 945 944 908 941 929 934 943 948 1004 976 976 997 968 953 1049 1031 990 1013 967 957 964 907 896 920 881 977 952 1037 1007 1025 972 984 953 994 997 1003 1059 1059 1062 1033 1045 994 1011 987 971 961 1026 989 985 1020 1014 995 992 962 946 975 946 927 958 1013 973 1022 1019 1022 1025 1023 1044 1067 1023 1027 955 926 966 972 999 1006 1009 987 991 984 954 950 1000 1037 1032 1052 1049 1061 1053 1021 1041 1011 990 983 966 947 993 943 987 979 1012 1017 985 972 994 956 961 971 950 981 971 951 984 986 984 1008 1016 1015 959 978 1005 1008 1018 1056 997 991 960 895 872 855 815 795 811 769 811 834 891 910 997 999 1029 899 831 791 778 846 878 964 966 973 941 962 926 955 971 977 1001 988 1003 1021 996 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1031 1005 1066 1049 1059 1027 1047 1024 1052 1039 1064 1030 994 1005 994 1020 1020 1036 1011 1048 998 1039 996 1004 974 917 888 867 843 785 732 712 744 822 889 923 964 919 912 888 932 911 956 1007 993 1003 1004 1020 977 998 950 955 944 940 883 935 967 1012 1049 1066 1061 1060 1054 1043 1012 1022 1041 1032 1030 1024 1019 991 1013 1006 1048 1032 981 901 931 929 906 930 958 998 987 1039 1056 1042 1037 1024 995 975 964 954 977 977 996 1022 1033 989 1022 1009 1023 1063 1049 1069 1014 1014 981 955 919 975 1145 1085 1056 1055 1033 1007 1038 1012 1023 1051 1031 1048 1086 1070 1051 1006 998 979 983 920 946 952 1001 1026 1040 1027 1005 1026 1041 1028 1029 1044 1008 1010 980 978 960 954 943 936 976 1010 969 953 967 974 955 907 947 946 970 968 986 977 978 982 981 999 993 1035 1021 1015 979 983 918 914 899 881 922 928 977 1023 1018 1019 982 963 980 982 993 1003 1051 1015 1048 1053 1071 1018 1034 1005 975 987 981 1003 1002 970 994 1013 968 975 971 980 922 928 939 978 1029 995 998 1023 1025 996 1092 1045 1057 1030 1021 976 943 981 1012 1000 1016 1001 1008 994 972 974 981 1041 1013 1059 1053 1090 1049 1028 1016 989 999 919 964 944 982 970 991 972 1006 983 1027 1004 968 957 974 930 964 972 978 970 957 996 984 982 968 986 976 993 1002 1005 1025 1017 1000 984 957 913 856 818 810 790 797 787 784 857 868 944 1037 1038 957 920 869 827 783 835 864 960 940 964 961 942 953 933 947 984 990 995 1013 1039 1004 936 978 938 901 958 923 1008 1024 980 1005 996 950 997 1019 1032 1040 1031 988 916 934 936 915 964 979 977 961 985 1015 990 1025 985 1034 999 995 1036 1032 1047 1008 1016 986 1015 1011 1014 1018 1049 1015 1039 1020 1037 963 986 889 881 889 887 852 892 922 909 951 945 962 984 1002 1003 1039 988 997 948 988 1045 1024 1066 1059 1053 1057 1047 1024 1030 992 983 984 1007 993 1026 1003 1051 1066 1061 1082 1069 1083 1048 1095 1057 1060 1025 1030 1051 1028 1041 1037 1012 977 983 939 942 931 969 951 991 1038 1089 1038 1041 1020 1001 1018 971 991 990 992 997 1023 1007 1018 1025 1028 1032 1056 1061 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1023 1050 1055 1064 1026 1044 1033 1020 988 972 978 966 994 996 988 969 990 1006 1024 1008 1036 1010 1049 1041 1051 1045 1045 1028 998 1001 987 994 988 1011 993 1035 981 986 961 978 999 998 1000 1021 1018 1058 1014 1034 1083 1055 1064 1030 1031 1039 1003 1008 982 996 1019 1042 1063 1101 1042 1053 1030 1042 1032 1041 1042 1039 1052 1021 1038 1028 1052 1035 1034 1034 1047 1046 1059 1064 1092 1053 1039 1022 1068 1041 1028 1057 1048 1051 990 1057 1032 1072 1040 1022 1012 997 1005 1014 1019 993 1041 1014 1005 1014 1044 965 985 930 924 892 812 788 750 741 778 824 901 955 970 938 934 925 907 947 934 993 1005 1045 1004 1034 992 977 975 975 940 922 922 909 964 991 1063 1088 1063 1071 1044 1035 1047 1052 1030 1040 1022 996 984 988 984 1019 1008 1043 960 914 917 895 931 917 1010 982 1033 1047 1051 1021 1065 1007 1062 977 982 987 992 991 995 1055 1053 1077 1031 1039 1049 1075 1045 1035 1018 1029 970 957 972 1009 1102 1048 1079 1018 1054 1031 1018 1016 1031 1045 1043 1060 1046 1046 1037 1005 979 946 938 917 929 1024 998 1037 1026 1016 1026 1067 1047 1031 1041 1006 1012 990 954 960 952 925 945 970 974 978 984 985 928 920 937 934 920 947 932 976 960 1012 979 974 960 1005 993 1048 1025 1010 974 962 966 880 910 902 930 958 1008 1011 1011 1003 991 972 971 1000 1019 1051 1044 1061 1051 1035 1049 1061 1016 994 941 971 1005 1039 974 983 1005 970 1008 992 949 941 943 938 951 997 983 1008 1009 1014 1042 1062 1012 1035 1055 1009 987 1008 956 970 992 997 1042 1017 987 957 1002 986 1030 1009 1026 1046 1061 1038 1074 1055 1028 985 1007 964 955 971 971 970 956 1014 1002 995 971 1006 965 973 958 924 947 960 994 978 1015 986 977 962 993 977 1001 986 1007 1008 1030 1010 972 974 955 957 843 830 800 809 767 781 821 846 876 951 1014 1013 978 919 880 791 797 815 869 931 975 935 948 956 938 941 972 948 991 1049 1015 1020 961 978 971 949 937 970 974 1026 1026 1016 1011 975 995 1000 996 1041 1026 998 993 899 898 910 946 973 970 986 1001 955 1029 1029 1028 1041 1021 1045 1025 1037 1036 1028 1028 1052 996 1022 1023 997 1002 1020 1068 1021 1043 1002 988 949 883 891 903 880 854 862 916 921 915 940 981 1019 982 1004 998 983 983 1000 997 1048 1009 1017 1083 1088 1055 1034 1033 1032 1005 963 1021 967 987 989 1017 1050 1024 1050 1081 1069 1024 1083 1068 1081 1046 1030 1036 1016 999 1021 1027 1006 991 967 959 922 968 899 984 978 1033 1033 1037 1016 1044 1025 1013 1009 997 1010 1023 1045 993 1033 999 1018 1016 1040 1010 1090 1067 1064 1081 1074 1079 1051 1004 994 1002 971 1000 979 954 965 966 1013 1026 1026 1056 1058 1045 1024 1029 1012 999 1039 1000 1018 1007 1026 999 1009 997 970 981 981 974 963 1008 978 981 963 956 970 937 917 977 943 985 980 995 1003 967 1050 986 1026 1047 0 0 0 0 0 0 0 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 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990 1004 992 998 976 1018 1022 1024 1035 999 974 971 954 1001 1002 997 965 972 984 996 1000 939 938 901 896 943 996 975 975 1030 1023 1021 1020 1047 1032 1030 1022 1004 963 954 937 976 1018 1038 989 1001 940 999 1010 995 997 1046 1056 1016 1064 1028 1014 1015 1025 992 994 972 966 958 969 993 999 991 967 989 950 954 858 914 890 934 948 954 1007 964 972 952 955 963 995 984 977 999 1040 1032 999 1015 999 973 899 842 808 811 770 787 771 802 828 901 920 975 993 969 891 836 805 792 834 876 923 958 968 930 917 934 940 964 962 964 1001 1003 992 1003 967 947 928 942 942 1019 995 989 1013 977 961 1002 965 1007 989 1010 1020 975 956 894 933 926 935 971 954 940 978 949 1042 1014 1013 1030 999 1063 1000 1018 1031 1010 981 976 974 1012 1009 996 995 1026 1037 1010 1035 980 936 905 874 864 857 871 878 897 896 906 957 972 1009 1001 977 1011 977 940 953 969 1024 1028 1049 1045 1048 1110 1075 1046 1007 1003 971 976 993 992 1024 965 985 1063 1051 1061 1042 1055 1035 1069 995 1075 1018 1031 1002 1069 1019 1023 1029 983 939 908 915 920 917 941 976 1017 1042 1008 1029 1013 1030 971 987 977 1032 1056 994 993 996 1004 995 1035 1011 1034 1051 1050 1101 1063 1043 1064 1028 1048 1000 989 1017 965 978 951 937 930 984 1025 1008 998 1008 1002 1048 1021 1004 1034 976 1039 1020 1031 998 971 948 1015 997 1008 973 983 985 996 1002 969 977 969 918 921 969 940 930 962 978 971 991 964 1032 969 1015 0 0 0 0 0 0 0 0 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 102.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 101.00 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901 848 832 817 794 789 781 802 805 859 910 967 975 975 901 825 789 776 785 851 967 916 920 905 907 895 917 886 937 939 985 981 1033 981 946 921 925 932 922 931 959 999 980 997 952 940 980 978 1007 980 1014 973 879 892 936 881 975 920 932 910 940 941 987 1026 996 1025 1018 1014 973 997 966 1006 953 973 990 986 974 986 980 1005 1042 989 984 945 948 876 854 833 852 833 885 840 884 885 900 939 924 1006 1009 975 941 980 928 969 1004 1010 1032 1019 1049 1025 1025 1000 1016 977 959 934 942 962 965 1014 1030 1011 1046 1013 1029 1013 996 1021 1020 1013 981 988 995 1002 977 992 970 948 914 896 861 927 918 919 957 982 986 1003 988 986 976 940 997 989 1004 972 994 1016 1032 975 1006 979 1034 1042 1005 1077 1046 1078 1012 1028 1031 1021 964 985 1000 951 956 941 976 952 961 990 1039 1015 1010 964 979 964 980 992 976 1001 972 1002 998 956 948 990 931 979 949 946 944 945 951 948 932 924 939 886 939 881 947 934 937 949 976 957 979 972 984 1002 0 0 0 0 0 0 0 102.00 102.00 102.00 102.00 102.00 102.00 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929 977 957 1010 983 1000 990 959 948 945 904 840 805 750 780 744 765 796 835 849 927 970 968 963 894 839 772 803 803 899 908 951 944 918 950 922 918 940 950 978 960 983 999 964 914 917 951 925 908 945 999 991 998 989 943 990 952 1021 952 1029 978 972 919 922 865 924 962 937 958 942 985 974 990 989 1033 1001 1047 1010 1000 1012 1001 947 1005 987 960 998 971 963 993 1016 990 1019 969 975 893 865 841 865 836 831 862 846 895 897 953 963 970 967 1022 998 1001 939 963 980 1004 1024 1046 1046 1005 1021 1075 1035 971 969 957 981 953 970 964 1025 1036 1014 1038 1021 1049 1001 1063 1013 1035 998 1019 978 1039 992 1008 984 959 972 957 907 867 943 906 945 973 1030 1038 1029 989 1001 977 970 970 1002 980 979 1024 1018 989 991 986 994 1003 993 1051 1038 1019 1044 1028 1039 997 1033 975 990 1007 965 930 967 919 969 1004 999 976 1020 1018 1007 971 967 1010 939 999 1015 1009 992 992 971 974 968 966 989 985 958 963 955 931 950 923 961 921 920 919 904 957 946 946 944 934 969 1000 974 1025 949 0 0 0 0 0 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912 906 880 902 915 921 950 953 961 998 977 996 1008 946 945 920 898 882 889 929 928 973 1041 1035 1025 1028 1014 1012 1025 996 1011 997 1025 1009 975 948 962 1015 993 1013 957 943 868 908 892 930 959 992 976 1024 1010 1009 1003 970 969 960 952 938 931 955 1011 1033 1041 1046 1037 997 1015 1032 1037 1030 1005 1011 926 953 967 982 1082 1020 1064 1007 1017 980 981 986 1002 994 1026 1011 1062 1022 1018 989 986 914 919 911 928 938 954 1035 999 1019 1006 1043 998 1011 1033 986 999 991 1003 915 950 936 908 898 958 934 975 953 915 924 897 879 919 909 942 964 946 951 959 958 940 972 989 972 962 972 954 946 915 879 872 859 910 943 984 990 1009 938 952 935 968 964 1005 1012 1010 1000 1028 1025 1032 1000 954 1011 957 975 977 985 994 992 970 945 994 934 940 942 926 903 905 946 983 982 1008 978 999 1012 1056 1015 1004 985 936 967 961 934 958 1016 965 997 1010 944 933 980 979 1013 980 1016 1039 1013 1011 1020 984 967 991 913 964 935 963 962 940 969 1011 955 962 962 941 954 882 933 932 961 926 955 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