File name: Pandora232s1_Yongin_20250116_L1_smca1c2d20221026p1-8.txt
File generation date: 20250305T083202.8Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c2d20221026p1-8
Local principal investigator: Yongjoo Choi
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 232
Spectrometer number: 1
Processing software version used: BlickP v1.8.74
Instrument operation file used: Pandora232_OF_v2d20220714.txt
Instrument calibration file used: Pandora232s1_CF_v2d20221026.txt
Level 0 file used: Pandora232s1_Yongin_20250116_L0.txt
Full location name: Hankuk University of Foreign Studies
Short location name: Yongin
Country of location: South Korea
Location latitude [deg]: 37.3380
Location longitude [deg]: 127.2650
Location altitude [m]: 122
Local noon date: 20250116
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 session based on session 1
Nominal wavelengths [nm]: 276.5155 276.6588 276.8021 276.9453 277.0885 277.2318 277.3750 277.5182 277.6614 277.8045 277.9477 278.0908 278.2340 278.3771 278.5202 278.6634 278.8065 278.9495 279.0926 279.2357 279.3787 279.5218 279.6648 279.8078 279.9509 280.0939 280.2368 280.3798 280.5228 280.6657 280.8087 280.9516 281.0946 281.2375 281.3804 281.5233 281.6661 281.8090 281.9519 282.0947 282.2376 282.3804 282.5232 282.6660 282.8088 282.9516 283.0944 283.2371 283.3799 283.5226 283.6653 283.8081 283.9508 284.0935 284.2362 284.3788 284.5215 284.6641 284.8068 284.9494 285.0920 285.2347 285.3773 285.5198 285.6624 285.8050 285.9476 286.0901 286.2326 286.3752 286.5177 286.6602 286.8027 286.9452 287.0876 287.2301 287.3726 287.5150 287.6574 287.7998 287.9423 288.0847 288.2270 288.3694 288.5118 288.6541 288.7965 288.9388 289.0811 289.2235 289.3658 289.5080 289.6503 289.7926 289.9349 290.0771 290.2193 290.3616 290.5038 290.6460 290.7882 290.9304 291.0725 291.2147 291.3569 291.4990 291.6411 291.7833 291.9254 292.0675 292.2096 292.3516 292.4937 292.6358 292.7778 292.9198 293.0619 293.2039 293.3459 293.4879 293.6298 293.7718 293.9138 294.0557 294.1977 294.3396 294.4815 294.6234 294.7653 294.9072 295.0491 295.1909 295.3328 295.4746 295.6165 295.7583 295.9001 296.0419 296.1837 296.3254 296.4672 296.6090 296.7507 296.8924 297.0342 297.1759 297.3176 297.4593 297.6009 297.7426 297.8843 298.0259 298.1676 298.3092 298.4508 298.5924 298.7340 298.8756 299.0171 299.1587 299.3002 299.4418 299.5833 299.7248 299.8663 300.0078 300.1493 300.2908 300.4322 300.5737 300.7151 300.8566 300.9980 301.1394 301.2808 301.4222 301.5635 301.7049 301.8462 301.9876 302.1289 302.2702 302.4115 302.5528 302.6941 302.8354 302.9767 303.1179 303.2592 303.4004 303.5416 303.6828 303.8240 303.9652 304.1064 304.2475 304.3887 304.5298 304.6710 304.8121 304.9532 305.0943 305.2354 305.3765 305.5175 305.6586 305.7996 305.9407 306.0817 306.2227 306.3637 306.5047 306.6456 306.7866 306.9276 307.0685 307.2094 307.3504 307.4913 307.6322 307.7731 307.9139 308.0548 308.1957 308.3365 308.4773 308.6181 308.7590 308.8998 309.0405 309.1813 309.3221 309.4628 309.6036 309.7443 309.8850 310.0257 310.1664 310.3071 310.4478 310.5885 310.7291 310.8697 311.0104 311.1510 311.2916 311.4322 311.5728 311.7134 311.8539 311.9945 312.1350 312.2755 312.4161 312.5566 312.6971 312.8375 312.9780 313.1185 313.2589 313.3994 313.5398 313.6802 313.8206 313.9610 314.1014 314.2418 314.3821 314.5225 314.6628 314.8031 314.9434 315.0837 315.2240 315.3643 315.5046 315.6448 315.7851 315.9253 316.0655 316.2057 316.3459 316.4861 316.6263 316.7665 316.9066 317.0468 317.1869 317.3270 317.4671 317.6072 317.7473 317.8874 318.0275 318.1675 318.3076 318.4476 318.5876 318.7276 318.8676 319.0076 319.1476 319.2875 319.4275 319.5674 319.7073 319.8472 319.9872 320.1270 320.2669 320.4068 320.5467 320.6865 320.8263 320.9662 321.1060 321.2458 321.3856 321.5253 321.6651 321.8049 321.9446 322.0843 322.2241 322.3638 322.5035 322.6431 322.7828 322.9225 323.0621 323.2018 323.3414 323.4810 323.6206 323.7602 323.8998 324.0394 324.1789 324.3185 324.4580 324.5975 324.7370 324.8765 325.0160 325.1555 325.2950 325.4344 325.5739 325.7133 325.8527 325.9921 326.1315 326.2709 326.4103 326.5497 326.6890 326.8283 326.9677 327.1070 327.2463 327.3856 327.5249 327.6641 327.8034 327.9426 328.0819 328.2211 328.3603 328.4995 328.6387 328.7779 328.9170 329.0562 329.1953 329.3345 329.4736 329.6127 329.7518 329.8909 330.0299 330.1690 330.3080 330.4471 330.5861 330.7251 330.8641 331.0031 331.1421 331.2811 331.4200 331.5590 331.6979 331.8368 331.9757 332.1146 332.2535 332.3924 332.5312 332.6701 332.8089 332.9477 333.0866 333.2254 333.3642 333.5029 333.6417 333.7805 333.9192 334.0579 334.1966 334.3354 334.4741 334.6127 334.7514 334.8901 335.0287 335.1674 335.3060 335.4446 335.5832 335.7218 335.8604 335.9989 336.1375 336.2760 336.4146 336.5531 336.6916 336.8301 336.9686 337.1070 337.2455 337.3840 337.5224 337.6608 337.7992 337.9376 338.0760 338.2144 338.3528 338.4911 338.6295 338.7678 338.9061 339.0444 339.1827 339.3210 339.4593 339.5975 339.7358 339.8740 340.0122 340.1504 340.2886 340.4268 340.5650 340.7031 340.8413 340.9794 341.1176 341.2557 341.3938 341.5319 341.6700 341.8080 341.9461 342.0841 342.2221 342.3602 342.4982 342.6362 342.7742 342.9121 343.0501 343.1880 343.3260 343.4639 343.6018 343.7397 343.8776 344.0155 344.1533 344.2912 344.4290 344.5668 344.7047 344.8425 344.9802 345.1180 345.2558 345.3935 345.5313 345.6690 345.8067 345.9444 346.0821 346.2198 346.3575 346.4951 346.6328 346.7704 346.9080 347.0456 347.1832 347.3208 347.4584 347.5960 347.7335 347.8710 348.0086 348.1461 348.2836 348.4211 348.5585 348.6960 348.8334 348.9709 349.1083 349.2457 349.3831 349.5205 349.6579 349.7953 349.9326 350.0699 350.2073 350.3446 350.4819 350.6192 350.7565 350.8937 351.0310 351.1682 351.3054 351.4427 351.5799 351.7171 351.8542 351.9914 352.1286 352.2657 352.4028 352.5400 352.6771 352.8142 352.9512 353.0883 353.2254 353.3624 353.4994 353.6365 353.7735 353.9105 354.0474 354.1844 354.3214 354.4583 354.5952 354.7322 354.8691 355.0060 355.1429 355.2797 355.4166 355.5534 355.6903 355.8271 355.9639 356.1007 356.2375 356.3742 356.5110 356.6477 356.7845 356.9212 357.0579 357.1946 357.3313 357.4679 357.6046 357.7412 357.8779 358.0145 358.1511 358.2877 358.4243 358.5609 358.6974 358.8340 358.9705 359.1070 359.2435 359.3800 359.5165 359.6530 359.7894 359.9259 360.0623 360.1987 360.3351 360.4715 360.6079 360.7443 360.8806 361.0170 361.1533 361.2896 361.4259 361.5622 361.6985 361.8347 361.9710 362.1072 362.2435 362.3797 362.5159 362.6521 362.7883 362.9244 363.0606 363.1967 363.3328 363.4689 363.6050 363.7411 363.8772 364.0133 364.1493 364.2854 364.4214 364.5574 364.6934 364.8294 364.9653 365.1013 365.2373 365.3732 365.5091 365.6450 365.7809 365.9168 366.0527 366.1885 366.3244 366.4602 366.5960 366.7318 366.8676 367.0034 367.1392 367.2749 367.4107 367.5464 367.6821 367.8178 367.9535 368.0892 368.2248 368.3605 368.4961 368.6317 368.7674 368.9030 369.0385 369.1741 369.3097 369.4452 369.5808 369.7163 369.8518 369.9873 370.1228 370.2582 370.3937 370.5291 370.6646 370.8000 370.9354 371.0708 371.2061 371.3415 371.4769 371.6122 371.7475 371.8828 372.0181 372.1534 372.2887 372.4239 372.5592 372.6944 372.8296 372.9649 373.1000 373.2352 373.3704 373.5055 373.6407 373.7758 373.9109 374.0460 374.1811 374.3162 374.4513 374.5863 374.7213 374.8564 374.9914 375.1264 375.2614 375.3963 375.5313 375.6662 375.8012 375.9361 376.0710 376.2059 376.3407 376.4756 376.6105 376.7453 376.8801 377.0149 377.1497 377.2845 377.4193 377.5541 377.6888 377.8235 377.9582 378.0930 378.2276 378.3623 378.4970 378.6316 378.7663 378.9009 379.0355 379.1701 379.3047 379.4393 379.5738 379.7084 379.8429 379.9774 380.1119 380.2464 380.3809 380.5154 380.6498 380.7843 380.9187 381.0531 381.1875 381.3219 381.4562 381.5906 381.7249 381.8593 381.9936 382.1279 382.2622 382.3965 382.5307 382.6650 382.7992 382.9334 383.0676 383.2018 383.3360 383.4702 383.6044 383.7385 383.8726 384.0067 384.1408 384.2749 384.4090 384.5431 384.6771 384.8112 384.9452 385.0792 385.2132 385.3472 385.4811 385.6151 385.7490 385.8829 386.0169 386.1508 386.2846 386.4185 386.5524 386.6862 386.8201 386.9539 387.0877 387.2215 387.3552 387.4890 387.6228 387.7565 387.8902 388.0239 388.1576 388.2913 388.4250 388.5586 388.6923 388.8259 388.9595 389.0931 389.2267 389.3603 389.4938 389.6274 389.7609 389.8944 390.0279 390.1614 390.2949 390.4284 390.5618 390.6953 390.8287 390.9621 391.0955 391.2289 391.3622 391.4956 391.6289 391.7623 391.8956 392.0289 392.1622 392.2954 392.4287 392.5619 392.6952 392.8284 392.9616 393.0948 393.2279 393.3611 393.4943 393.6274 393.7605 393.8936 394.0267 394.1598 394.2929 394.4259 394.5589 394.6920 394.8250 394.9580 395.0910 395.2239 395.3569 395.4898 395.6228 395.7557 395.8886 396.0215 396.1543 396.2872 396.4200 396.5529 396.6857 396.8185 396.9513 397.0841 397.2168 397.3496 397.4823 397.6150 397.7477 397.8804 398.0131 398.1458 398.2784 398.4111 398.5437 398.6763 398.8089 398.9415 399.0740 399.2066 399.3391 399.4717 399.6042 399.7367 399.8691 400.0016 400.1341 400.2665 400.3989 400.5314 400.6638 400.7961 400.9285 401.0609 401.1932 401.3256 401.4579 401.5902 401.7225 401.8547 401.9870 402.1192 402.2515 402.3837 402.5159 402.6481 402.7803 402.9124 403.0446 403.1767 403.3088 403.4409 403.5730 403.7051 403.8372 403.9692 404.1013 404.2333 404.3653 404.4973 404.6293 404.7612 404.8932 405.0251 405.1571 405.2890 405.4209 405.5527 405.6846 405.8165 405.9483 406.0801 406.2120 406.3437 406.4755 406.6073 406.7391 406.8708 407.0025 407.1342 407.2659 407.3976 407.5293 407.6610 407.7926 407.9242 408.0558 408.1874 408.3190 408.4506 408.5822 408.7137 408.8452 408.9767 409.1082 409.2397 409.3712 409.5027 409.6341 409.7655 409.8970 410.0284 410.1597 410.2911 410.4225 410.5538 410.6852 410.8165 410.9478 411.0791 411.2103 411.3416 411.4728 411.6041 411.7353 411.8665 411.9977 412.1289 412.2600 412.3912 412.5223 412.6534 412.7845 412.9156 413.0467 413.1777 413.3088 413.4398 413.5708 413.7018 413.8328 413.9638 414.0948 414.2257 414.3566 414.4875 414.6185 414.7493 414.8802 415.0111 415.1419 415.2728 415.4036 415.5344 415.6652 415.7959 415.9267 416.0574 416.1882 416.3189 416.4496 416.5803 416.7110 416.8416 416.9723 417.1029 417.2335 417.3641 417.4947 417.6253 417.7558 417.8864 418.0169 418.1474 418.2779 418.4084 418.5389 418.6693 418.7998 418.9302 419.0606 419.1910 419.3214 419.4518 419.5821 419.7125 419.8428 419.9731 420.1034 420.2337 420.3640 420.4942 420.6244 420.7547 420.8849 421.0151 421.1453 421.2754 421.4056 421.5357 421.6658 421.7960 421.9261 422.0561 422.1862 422.3163 422.4463 422.5763 422.7063 422.8363 422.9663 423.0963 423.2262 423.3561 423.4861 423.6160 423.7459 423.8757 424.0056 424.1354 424.2653 424.3951 424.5249 424.6547 424.7845 424.9142 425.0440 425.1737 425.3034 425.4331 425.5628 425.6925 425.8221 425.9518 426.0814 426.2110 426.3406 426.4702 426.5998 426.7293 426.8589 426.9884 427.1179 427.2474 427.3769 427.5063 427.6358 427.7652 427.8947 428.0241 428.1535 428.2828 428.4122 428.5415 428.6709 428.8002 428.9295 429.0588 429.1881 429.3173 429.4466 429.5758 429.7050 429.8342 429.9634 430.0926 430.2217 430.3509 430.4800 430.6091 430.7382 430.8673 430.9964 431.1254 431.2545 431.3835 431.5125 431.6415 431.7705 431.8994 432.0284 432.1573 432.2862 432.4151 432.5440 432.6729 432.8018 432.9306 433.0594 433.1883 433.3171 433.4458 433.5746 433.7034 433.8321 433.9608 434.0895 434.2182 434.3469 434.4756 434.6042 434.7329 434.8615 434.9901 435.1187 435.2473 435.3758 435.5044 435.6329 435.7614 435.8899 436.0184 436.1469 436.2754 436.4038 436.5322 436.6606 436.7890 436.9174 437.0458 437.1741 437.3025 437.4308 437.5591 437.6874 437.8157 437.9439 438.0722 438.2004 438.3286 438.4568 438.5850 438.7132 438.8413 438.9695 439.0976 439.2257 439.3538 439.4819 439.6100 439.7380 439.8661 439.9941 440.1221 440.2501 440.3780 440.5060 440.6340 440.7619 440.8898 441.0177 441.1456 441.2735 441.4013 441.5291 441.6570 441.7848 441.9126 442.0404 442.1681 442.2959 442.4236 442.5513 442.6790 442.8067 442.9344 443.0620 443.1897 443.3173 443.4449 443.5725 443.7001 443.8277 443.9552 444.0827 444.2103 444.3378 444.4653 444.5927 444.7202 444.8476 444.9751 445.1025 445.2299 445.3573 445.4846 445.6120 445.7393 445.8666 445.9940 446.1212 446.2485 446.3758 446.5030 446.6303 446.7575 446.8847 447.0119 447.1390 447.2662 447.3933 447.5204 447.6475 447.7746 447.9017 448.0288 448.1558 448.2829 448.4099 448.5369 448.6639 448.7908 448.9178 449.0447 449.1716 449.2985 449.4254 449.5523 449.6792 449.8060 449.9329 450.0597 450.1865 450.3133 450.4400 450.5668 450.6935 450.8202 450.9469 451.0736 451.2003 451.3270 451.4536 451.5802 451.7069 451.8335 451.9600 452.0866 452.2132 452.3397 452.4662 452.5927 452.7192 452.8457 452.9722 453.0986 453.2250 453.3514 453.4778 453.6042 453.7306 453.8569 453.9833 454.1096 454.2359 454.3622 454.4885 454.6147 454.7410 454.8672 454.9934 455.1196 455.2458 455.3719 455.4981 455.6242 455.7503 455.8764 456.0025 456.1286 456.2546 456.3807 456.5067 456.6327 456.7587 456.8847 457.0107 457.1366 457.2625 457.3884 457.5143 457.6402 457.7661 457.8919 458.0178 458.1436 458.2694 458.3952 458.5210 458.6467 458.7725 458.8982 459.0239 459.1496 459.2753 459.4009 459.5266 459.6522 459.7778 459.9034 460.0290 460.1546 460.2802 460.4057 460.5312 460.6567 460.7822 460.9077 461.0331 461.1586 461.2840 461.4094 461.5348 461.6602 461.7856 461.9109 462.0363 462.1616 462.2869 462.4122 462.5374 462.6627 462.7879 462.9132 463.0384 463.1635 463.2887 463.4139 463.5390 463.6642 463.7893 463.9144 464.0394 464.1645 464.2896 464.4146 464.5396 464.6646 464.7896 464.9146 465.0395 465.1645 465.2894 465.4143 465.5392 465.6641 465.7889 465.9138 466.0386 466.1634 466.2882 466.4130 466.5377 466.6625 466.7872 466.9119 467.0366 467.1613 467.2860 467.4106 467.5353 467.6599 467.7845 467.9091 468.0336 468.1582 468.2827 468.4073 468.5318 468.6563 468.7807 468.9052 469.0296 469.1541 469.2785 469.4029 469.5273 469.6516 469.7760 469.9003 470.0246 470.1489 470.2732 470.3975 470.5217 470.6460 470.7702 470.8944 471.0186 471.1428 471.2669 471.3911 471.5152 471.6393 471.7634 471.8875 472.0115 472.1356 472.2596 472.3836 472.5076 472.6316 472.7555 472.8795 473.0034 473.1273 473.2512 473.3751 473.4990 473.6228 473.7467 473.8705 473.9943 474.1181 474.2418 474.3656 474.4893 474.6131 474.7368 474.8604 474.9841 475.1078 475.2314 475.3550 475.4787 475.6022 475.7258 475.8494 475.9729 476.0965 476.2200 476.3435 476.4669 476.5904 476.7138 476.8373 476.9607 477.0841 477.2075 477.3308 477.4542 477.5775 477.7008 477.8241 477.9474 478.0707 478.1939 478.3172 478.4404 478.5636 478.6868 478.8100 478.9331 479.0562 479.1794 479.3025 479.4256 479.5486 479.6717 479.7947 479.9178 480.0408 480.1638 480.2867 480.4097 480.5326 480.6556 480.7785 480.9014 481.0242 481.1471 481.2699 481.3928 481.5156 481.6384 481.7611 481.8839 482.0067 482.1294 482.2521 482.3748 482.4975 482.6201 482.7428 482.8654 482.9880 483.1106 483.2332 483.3558 483.4783 483.6009 483.7234 483.8459 483.9684 484.0908 484.2133 484.3357 484.4581 484.5805 484.7029 484.8253 484.9476 485.0700 485.1923 485.3146 485.4369 485.5591 485.6814 485.8036 485.9258 486.0480 486.1702 486.2924 486.4146 486.5367 486.6588 486.7809 486.9030 487.0251 487.1471 487.2692 487.3912 487.5132 487.6352 487.7572 487.8791 488.0010 488.1230 488.2449 488.3668 488.4886 488.6105 488.7323 488.8542 488.9760 489.0977 489.2195 489.3413 489.4630 489.5847 489.7064 489.8281 489.9498 490.0715 490.1931 490.3147 490.4363 490.5579 490.6795 490.8010 490.9226 491.0441 491.1656 491.2871 491.4086 491.5300 491.6515 491.7729 491.8943 492.0157 492.1371 492.2584 492.3797 492.5011 492.6224 492.7437 492.8649 492.9862 493.1074 493.2286 493.3499 493.4710 493.5922 493.7134 493.8345 493.9556 494.0767 494.1978 494.3189 494.4399 494.5610 494.6820 494.8030 494.9240 495.0450 495.1659 495.2868 495.4078 495.5287 495.6496 495.7704 495.8913 496.0121 496.1329 496.2537 496.3745 496.4953 496.6160 496.7368 496.8575 496.9782 497.0989 497.2195 497.3402 497.4608 497.5814 497.7020 497.8226 497.9432 498.0637 498.1843 498.3048 498.4253 498.5457 498.6662 498.7867 498.9071 499.0275 499.1479 499.2683 499.3886 499.5090 499.6293 499.7496 499.8699 499.9902 500.1104 500.2307 500.3509 500.4711 500.5913 500.7115 500.8316 500.9518 501.0719 501.1920 501.3121 501.4322 501.5522 501.6723 501.7923 501.9123 502.0323 502.1523 502.2722 502.3922 502.5121 502.6320 502.7519 502.8717 502.9916 503.1114 503.2312 503.3510 503.4708 503.5906 503.7103 503.8301 503.9498 504.0695 504.1892 504.3088 504.4285 504.5481 504.6677 504.7873 504.9069 505.0264 505.1460 505.2655 505.3850 505.5045 505.6240 505.7434 505.8629 505.9823 506.1017 506.2211 506.3405 506.4598 506.5792 506.6985 506.8178 506.9371 507.0563 507.1756 507.2948 507.4140 507.5332 507.6524 507.7716 507.8907 508.0099 508.1290 508.2481 508.3672 508.4862 508.6053 508.7243 508.8433 508.9623 509.0813 509.2002 509.3192 509.4381 509.5570 509.6759 509.7948 509.9136 510.0325 510.1513 510.2701 510.3889 510.5076 510.6264 510.7451 510.8638 510.9825 511.1012 511.2199 511.3385 511.4572 511.5758 511.6944 511.8129 511.9315 512.0501 512.1686 512.2871 512.4056 512.5241 512.6425 512.7609 512.8794 512.9978 513.1162 513.2345 513.3529 513.4712 513.5895 513.7078 513.8261 513.9444 514.0626 514.1809 514.2991 514.4173 514.5354 514.6536 514.7718 514.8899 515.0080 515.1261 515.2442 515.3622 515.4802 515.5983 515.7163 515.8343 515.9522 516.0702 516.1881 516.3060 516.4239 516.5418 516.6597 516.7775 516.8954 517.0132 517.1310 517.2487 517.3665 517.4842 517.6020 517.7197 517.8374 517.9550 518.0727 518.1903 518.3079 518.4255 518.5431 518.6607 518.7782 518.8958 519.0133 519.1308 519.2483 519.3657 519.4832 519.6006 519.7180 519.8354 519.9528 520.0701 520.1874 520.3048 520.4221 520.5394 520.6566 520.7739 520.8911 521.0083 521.1255 521.2427 521.3599 521.4770 521.5941 521.7112 521.8283 521.9454 522.0625 522.1795 522.2965 522.4135 522.5305 522.6475 522.7644 522.8813 522.9983 523.1152 523.2320 523.3489 523.4657 523.5826 523.6994 523.8162 523.9329 524.0497 524.1664 524.2831 524.3998 524.5165 524.6332 524.7498 524.8665 524.9831 525.0997 525.2162 525.3328 525.4493 525.5659 525.6824 525.7989 525.9153 526.0318 526.1482 526.2646 526.3810 526.4974 526.6138 526.7301 526.8464 526.9627 527.0790 527.1953 527.3116 527.4278 527.5440 527.6602 527.7764 527.8926 528.0087 528.1248 528.2410 528.3570 528.4731 528.5892 528.7052 528.8212 528.9372 529.0532 529.1692 529.2851 529.4011 529.5170 529.6329 529.7488 529.8646 529.9805 530.0963 530.2121 530.3279 530.4437 530.5594 530.6751 530.7909 530.9066 531.0222 531.1379 531.2535 531.3692 531.4848 531.6004 531.7159 531.8315 531.9470 532.0625 532.1780 532.2935 532.4090 532.5244 532.6398 532.7553 532.8706 532.9860 533.1014 533.2167 533.3320 533.4473 533.5626 533.6779 533.7931 533.9083 534.0236 534.1387 534.2539 534.3691 534.4842 534.5993 534.7144 534.8295 534.9446 535.0596 535.1747 535.2897 535.4047 535.5196 535.6346 535.7495 535.8644 535.9793 536.0942 536.2091 536.3239 536.4388 536.5536 536.6684 536.7832 536.8979 537.0126 537.1274 537.2421 537.3568 537.4714 537.5861 537.7007 537.8153 537.9299 538.0445 538.1590 538.2736 538.3881 538.5026 538.6171 538.7316 538.8460 538.9605 539.0749 539.1893 539.3036 539.4180 539.5324 539.6467 539.7610 539.8753 539.9895 540.1038 540.2180 540.3323 540.4465 540.5606 540.6748 540.7890 540.9031 541.0172 541.1313 541.2454 541.3594 541.4735 541.5875 541.7015 541.8155 541.9295 542.0434 542.1574 542.2713 542.3852 542.4991
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Column 1: Two letter code of measurement routine
Column 2: UT date and time for beginning of measurement, yyyymmddThhmmssZ (ISO 8601)
Column 3: Fractional days since 1-Jan-2000 UT midnight for beginning of measurement
Column 4: Routine count (1 for the first routine of the day, 2 for the second, etc.)
Column 5: Repetition count (1 for the first set in the routine, 2 for the second, etc.)
Column 6: Total duration of measurement set in seconds
Column 7: Data processing type index
Column 8: Integration time [ms]
Column 9: Number of bright count cycles
Column 10: Number of dark count cycles
Column 11: Saturation index: positive integer is the number of saturated cycles included in the data, negative integer is the number of cycles skipped due to saturation
Column 12: Effective position of filterwheel #1, 0=filterwheel not used, 1-9 are valid positions
Column 13: Effective position of filterwheel #2, 0=filterwheel not used, 1-9 are valid positions
Column 14: Pointing zenith angle in degree, absolute or relative (see next column), 999=tracker not used
Column 15: Zenith pointing mode: zenith angle is... 0=absolute, 1=relative to sun, 2=relative to moon
Column 16: Pointing azimuth in degree, increases clockwise, absolute (0=north) or relative (see next column), 999=tracker not used
Column 17: Azimuth pointing mode: like zenith angle mode but also fixed scattering angles relative to sun (3) or moon (4)
Column 18: Target distance [m], -1=not pointed on target
Column 19: Sum over 2^i with i being a L0 to L1 conversion step, 0=dark correction, 1=non-linearity correction, 2=latency correction, 3=flat field correction, 4=conversion to count rates, 5=temperature correction, 6=stray light correction, 7=wavelength change determination, 8=sensitivity correction, 9=wavelength correction
Column 20: Dark correction method: -9=no dark correction done, since it was not requested, -2=no dark correction done, since there were no bright measurements, -1=no dark correction done, since there was no matching dark measurement, 0=dark correction done with measured dark count only, since input darkmeth was MEAS or no dark map parameters available, 1=dark correction done using dark fine structure map and measured dark count, >1=dark correction done with measured dark count only, since dark background fitting gave an error
Column 21: L1 data quality flag: 0=assured high quality, 1=assured medium quality, 2=assured low quality, 10=not-assured high quality, 11=not-assured medium quality, 12=not-assured low quality
Column 22: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ1 limit, 0=Saturated data, 1=Too few dark counts measurements, 2=No temperature given or effective temperature too different from the reference temperature, 3=Dark count too high, 4=Unsuccessful dark background fitting, 5=The dark count differs significantly from the dark map for too many pixels, 6=Absolute value of estimated average residual stray light level too high, 7=Although attempted, no wavelength change could be retrieved, 8=Absolute value of retrieved wavelength shift too large, 9=Retrieved wavelength shift differs too much from the shift predicted by the effective temperature
Column 23: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ2 limit (same parameters as for DQ1)
Column 24: Wavelength effective temperature [°C], 999=no effective temperature given
Column 25: Number of pixels, where dark count is higher than bright count, -9=no bright counts or dark counts measured
Column 26: Number of pixels, where DQ1 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 27: Number of pixels, where DQ2 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 28: Index of (not dead, blind, warm, or saturated) pixel with highest corrected counts
Column 29: Mean over blind and oversampled pixels in the bright counts, -9 if there is no bright count
Column 30: Standard error of blind and oversampled pixels in the bright counts, -9 if there is no bright count standard error
Column 31: Mean over blind and oversampled pixels in the dark counts, -9 if there is no dark count
Column 32: Standard error of blind and oversampled pixels in the dark counts, -9 if there is no dark count standard error
Column 33: Number of function evaluations used for dark background fitting, -9 if no background fitting was done
Column 34: rms of unweighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 35: Normalized rms of weighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 36: Mean difference dark map to measured dark count, -9 if no background fitting was done
Column 37: rms of difference dark map to measured dark count, -9 if no background fitting was done
Column 38: Mean absolute difference dark map to measured dark count expressed in number of standard deviations, -9 if no background fitting was done
Column 39: Number of regular pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 40: Number of warm pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 41: Number of hot pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 42: Index of regular pixel, where the dark map differed most from the measured dark count, -9 if no background fitting was done
Column 43: Number of sigmas the dark map differs from the measured dark for the pixel with the largest difference, -9 if no background fitting was done
Column 44: Retrieved value for dark background fitting parameter 1, -9 if no background fitting was done
Column 45: Uncertainty of retrieved value for dark background fitting parameter 1, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 46: Retrieved value for dark background fitting parameter 2, -9 if no background fitting was done
Column 47: Uncertainty of retrieved value for dark background fitting parameter 2, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 48: Retrieved value for dark background fitting parameter 3, -9 if no background fitting was done
Column 49: Uncertainty of retrieved value for dark background fitting parameter 3, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 50: Retrieved value for dark background fitting parameter 4, -9 if no background fitting was done
Column 51: Uncertainty of retrieved value for dark background fitting parameter 4, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 52: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 53: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 54: Estimated stray light in the signal before correction at 300nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 55: Estimated stray light in the signal before correction at 302.5nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 56: Estimated stray light in the signal before correction at 305nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 57: Estimated stray light in the signal before correction at 310nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 58: Estimated stray light in the signal before correction at 320nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 59: Estimated stray light in the signal before correction at 350nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 60: Estimated stray light in the signal before correction at 400nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 61: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 62: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 63: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 64: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 65: Mean wavelength correction applied [%], -9=no wavelength correction
Column 66: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 67: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 68: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 69: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 70: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 71: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 72: Spectrometer control temperature [°C], 999=no temperature signal
Column 73: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 74: Temperature in head sensor [°C], 999=no temperature signal
Column 75: Temperature at electronics board 1 [°C], 999=no temperature signal
Column 76: Temperature at electronics board 2 [°C], 999=no temperature signal
Column 77: Humidity in head sensor [%], -9=no humidity signal
Column 78: Pressure in head sensor [hPa], -9=no pressure signal
Column 79: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 80: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 81: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 82-2129: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2130-4177: 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 4178-6225: Independent instrumental uncertainty of L1 data for each pixel, -2=pixel is outside the range of the filter, -4=saturated data
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MO 20250115T154138.1Z 9146.653913 2 1 48.00 3 4000.000 12 2 0 1 1 0.00 2 0.00 2 -1.00 507 7 11 16 0 23.64 42 0 0 1458 7.119e+02 2.565e+00 7.222e+02 8.180e+00 10 -1.000e+00 -1.000e+00 -9.000e+00 -9.000e+00 -9.000e+00 0 0 0 0 0.00e+00 -9.000e+00 -9.000e+00 -9.000e+00 -9.000e+00 -9.000e+00 -9.000e+00 -9.000e+00 -9.000e+00 1 1.25 35.75 27.01 21.25 18.45 6.65 3.08 1.20 0 4.231e-02 1629 -9 -9.00 -9.00 -9.00 -9.00 0.00964 2.35665e-02 -2.04974e-05 20.00 23.64 1.83 26.21 26.21 6.1 842.73 1.312e+10 10 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 23 -49 -34 1 -6 23 -50 39 15 90 3 1 -65 -7 -3 18 8 59 16 -1 -30 -24 9 -41 -15 1 74 -23 22 28 -43 6 27 -4 -24 -42 10 40 29 -29 10 -35 41 15 28 -46 -12 1 2 19 -2 27 -7 43 -42 52 -18 2 -37 -30 -19 -23 36 -7 51 -14 21 7 22 4 -10 -21 30 853 42 6 1 20 33 -3 -16 -3 -10 30 -14 8 18 -8 30 -35 14 9 -13 -17 -33 5 18 9 8 29 -21 21 -16 14 1 20 41 7 49 23 26 -16 11 -17 46 -19 9 22 8 34 10 38 10 51 15 42 9 16 14 22 0 9 40 10 35 -13 24 19 -7 6 28 18 -2 24 14 16 10 14 12 20 6 21 12 7 3 13 22 26 40 27 22 24 25 1 25 23 8 28 9 33 0 47 20 32 20 26 36 26 33 24 24 11 27 15 15 27 56 36 7 28 15 18 23 50 45 52 17 34 33 30 39 36 27 35 39 14 28 18 30 12 19 30 20 41 51 52 34 40 54 41 56 70 51 52 65 30 68 53 51 44 61 58 64 62 22 48 49 59 61 67 56 79 65 64 70 65 61 61 93 68 87 49 39 42 55 64 53 72 43 83 86 114 70 101 89 79 70 68 83 69 80 75 86 90 97 92 108 88 79 95 83 86 90 119 117 129 91 123 89 119 72 73 104 82 114 71 95 108 127 86 99 84 79 102 72 120 89 117 102 127 93 142 107 106 126 108 113 100 120 127 137 133 134 170 151 177 164 164 147 182 148 161 162 169 170 140 153 148 150 125 149 138 150 132 152 166 150 161 178 195 201 213 166 209 169 172 169 161 176 172 178 143 187 157 179 166 187 155 164 173 188 197 155 188 164 182 141 187 159 161 170 155 185 197 211 169 207 187 191 168 180 187 203 203 171 200 164 145 144 150 144 186 175 138 170 135 180 185 186 170 201 167 165 191 194 216 186 197 197 198 167 189 169 203 217 207 203 198 212 192 182 157 199 166 181 161 168 150 171 200 199 203 174 192 170 177 205 205 223 211 203 188 219 173 134 123 137 133 150 169 180 198 181 206 207 227 205 217 181 189 181 183 189 180 218 194 225 220 207 166 186 168 176 210 218 209 190 234 205 217 196 184 179 191 170 192 195 188 259 223 245 246 257 234 225 220 216 202 195 191 228 258 229 249 190 193 189 192 212 213 231 233 271 223 236 243 231 266 260 257 244 278 253 279 266 273 254 244 245 223 237 232 234 232 249 208 217 176 208 182 212 228 216 236 225 220 186 160 156 155 151 159 165 177 216 228 248 262 278 252 282 272 267 266 232 248 208 234 200 225 211 265 232 224 226 210 213 211 259 248 313 295 308 262 252 212 243 260 257 282 266 323 273 299 247 250 259 239 273 266 315 329 343 325 366 337 361 317 342 313 293 306 315 329 322 348 333 311 291 306 287 302 315 295 302 273 280 295 320 339 337 328 330 338 367 374 336 341 286 263 265 277 298 320 378 376 382 340 326 247 265 225 286 307 314 348 331 316 304 274 230 239 202 255 321 296 307 295 289 213 241 214 262 273 353 362 354 326 308 321 322 326 344 315 318 325 318 357 357 355 397 387 425 392 436 422 443 457 384 370 341 364 339 363 303 327 299 295 317 331 347 383 421 398 413 388 388 390 377 329 330 302 296 304 313 309 277 287 230 237 224 247 241 244 238 236 243 200 236 226 280 308 365 357 369 370 363 371 320 335 317 319 271 303 278 316 358 362 411 318 377 295 338 299 351 337 369 359 308 338 312 342 337 340 314 307 368 367 379 401 435 405 432 432 427 388 399 405 405 421 433 482 496 501 485 499 436 455 416 416 399 377 404 342 316 269 234 183 161 160 160 199 242 326 330 359 338 400 369 425 453 485 473 506 484 463 492 414 414 400 373 311 282 236 199 185 203 246 286 353 363 441 466 503 524 548 545 512 584 561 575 584 617 584 621 567 581 586 592 613 627 620 577 605 561 599 644 662 674 669 639 619 645 632 677 667 640 646 662 666 680 623 622 609 578 622 634 684 690 696 659 609 585 571 594 572 674 671 687 654 641 626 608 639 633 606 591 585 573 641 629 657 641 632 634 607 619 596 624 624 682 679 679 671 686 726 747 763 727 721 718 662 649 624 559 568 537 566 623 645 709 672 698 686 732 743 753 766 736 765 708 740 699 739 704 722 718 713 692 685 703 685 733 762 783 754 730 700 677 694 702 749 734 734 701 707 693 713 697 724 736 781 761 772 789 743 773 720 714 688 704 661 679 692 704 709 715 750 705 708 701 700 706 727 727 773 766 741 727 671 661 675 703 716 746 764 767 796 771 800 778 793 765 772 734 775 802 806 754 706 654 606 652 694 750 781 800 755 719 718 692 765 742 779 758 787 773 746 736 713 751 737 756 739 767 738 747 706 707 748 782 812 805 771 717 690 632 640 651 706 739 753 773 773 753 770 739 720 712 668 701 701 735 715 697 704 612 576 531 549 530 578 552 516 542 533 548 571 668 705 804 824 936 894 855 798 719 688 674 721 782 848 852 855 869 840 810 739 668 622 662 660 760 789 825 841 817 798 805 782 776 842 837 867 885 890 886 912 923 903 895 892 883 837 858 792 818 781 845 855 835 801 713 722 690 734 802 821 819 851 848 855 868 866 921 869 888 858 826 816 822 793 855 910 948 972 918 927 887 862 933 965 955 973 963 941 974 958 924 947 948 901 915 902 914 945 964 970 927 947 942 945 952 999 982 983 978 958 899 884 899 870 895 866 912 890 941 940 955 942 931 955 967 1017 1001 1038 1019 1044 992 957 967 953 1010 1014 1055 969 999 991 986 994 997 1012 1026 1057 999 1062 1039 1085 1084 1082 1079 1084 1115 1081 1070 1010 1067 1024 1063 1034 1022 1037 1055 1003 1007 963 918 919 912 924 929 963 976 1002 1001 1039 1060 1024 1050 1023 1040 993 985 984 996 957 958 1009 987 1021 1021 1081 1065 1039 1057 1026 1033 1034 1058 1038 1070 1035 1077 1052 1074 1091 1073 1071 1014 1009 1002 1021 1013 1036 1037 1060 1039 1045 1018 1004 1045 1035 1042 1024 1035 1017 1046 1047 1060 1065 1073 1098 1094 1061 1044 1088 1062 1094 1081 1074 1060 1095 1099 1085 1124 1094 1109 1094 1116 1079 1105 1098 1053 1059 1078 1075 1056 1080 1066 1065 1018 1026 1011 1039 1036 1054 1089 1071 1074 1081 1104 1075 1127 1087 1087 1056 1012 996 986 1013 1023 1085 1060 1078 1076 1075 1067 1041 1028 1063 1104 1061 1113 1077 1089 1045 1098 1068 1103 1114 1111 1095 1041 1068 1006 1019 1007 1043 1011 1047 1056 1044 1079 1059 1092 1089 1102 1093 1141 1151 1138 1127 1138 1164 1099 1145 1091 1067 1055 1073 1077 1117 1088 1101 1130 1112 1135 1125 1143 1132 1146 1125 1135 1134 1120 1122 1116 1127 1087 1101 1114 1122 1113 1141 1087 1076 1081 1070 1117 1101 1096 1088 1151 1124 1146 1166 1156 1184 1166 1191 1136 1171 1123 1128 1121 1122 1126 1134 1139 1160 1198 1176 1165 1150 1172 1149 1171 1100 1133 1161 1123 1146 1134 1147 1140 1143 1138 1214 1186 1179 1167 1166 1179 1149 1175 1130 1156 1141 1172 1162 1164 1154 1144 1172 1154 1159 1129 1152 1091 1107 1132 1156 1149 1153 1149 1139 1151 1107 1093 1061 1036 993 958 865 837 860 857 967 995 1060 1052 1064 1025 1023 1017 1035 1079 1112 1146 1110 1149 1136 1139 1091 1091 1070 1069 1066 1012 1068 1083 1146 1159 1196 1189 1185 1185 1167 1141 1143 1166 1169 1193 1121 1143 1102 1105 1158 1155 1158 1124 1081 1006 1019 1000 1091 1096 1107 1153 1169 1192 1180 1148 1125 1171 1122 1101 1060 1135 1080 1155 1174 1204 1198 1190 1194 1174 1221 1203 1203 1168 1154 1113 1120 1074 1104 1165 1190 1230 1170 1199 1158 1175 1176 1152 1177 1182 1209 1189 1224 1155 1203 1131 1104 1042 1065 1072 1087 1146 1159 1184 1166 1195 1164 1173 1198 1173 1169 1140 1129 1113 1100 1089 1089 1084 1120 1105 1132 1135 1091 1118 1072 1051 1067 1091 1109 1106 1070 1122 1152 1137 1158 1107 1162 1145 1202 1162 1193 1139 1137 1129 1102 1077 1057 1093 1135 1191 1166 1183 1135 1142 1131 1109 1184 1170 1198 1186 1248 1206 1208 1238 1184 1192 1161 1148 1156 1182 1182 1192 1163 1158 1156 1193 1156 1130 1143 1089 1103 1094 1164 1159 1191 1186 1198 1194 1193 1220 1175 1210 1152 1168 1107 1132 1135 1184 1166 1197 1204 1145 1174 1128 1167 1149 1229 1172 1217 1195 1221 1241 1206 1226 1192 1169 1139 1130 1100 1134 1121 1161 1159 1163 1166 1144 1149 1142 1123 1085 1125 1133 1123 1176 1128 1157 1146 1148 1134 1157 1123 1164 1150 1197 1189 1188 1159 1120 1202 1098 1077 964 987 951 915 923 933 1002 619 1080 1127 1184 1149 1163 1063 990 937 983 1009 1086 1161 1107 1130 1089 1160 1112 1150 1134 1194 1166 1187 1205 1165 1156 1108 1119 1099 1127 1168 1204 1179 1209 1181 1165 1208 1144 1190 1190 1262 1218 1185 1135 1107 1100 1117 1121 1158 1166 1139 1166 1155 1175 1192 1214 1222 1236 1238 1226 1271 1219 1199 1187 1187 1182 1195 1220 1188 1241 1206 1212 1249 1219 1196 1171 1096 1067 1073 1046 1061 983 1069 1038 1101 1089 1123 1170 1134 1208 1181 1190 1159 1214 1159 1209 1203 1272 1243 1255 1265 1260 1266 1227 1211 1191 1210 1171 1196 1183 1213 1210 1252 1288 1236 1272 1236 1249 1243 1264 1206 1250 1196 1200 1257 1225 1259 1188 1230 1177 1150 1101 1122 1100 1132 1191 1211 1260 1238 1245 1199 1213 1150 1210 1178 1188 1240 1199 1202 1194 1203 1184 1259 1198 1210 1278 1266 1294 1258 1287 1257 1250 1242 1235 1209 1200 1176 1188 1178 1134 1207 1139 1242 1213 1259 1267 1227 1229 1239 1193 1225 1272 1233 1245 1162 1259 1196 1191 1178 1196 1185 1200 1204 1178 1202 0 0 0 0 0 0 0 0 0 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MD 20250115T224154.4Z 9146.945769 219 2 48.01 3 4000.000 12 2 0 1 1 0.00 2 0.00 2 -1.00 507 7 11 24 0 23.62 38 1 0 1406 7.160e+02 3.005e+00 7.172e+02 1.572e+00 10 -1.000e+00 -1.000e+00 -9.000e+00 -9.000e+00 -9.000e+00 0 0 0 0 0.00e+00 -9.000e+00 -9.000e+00 -9.000e+00 -9.000e+00 -9.000e+00 -9.000e+00 -9.000e+00 -9.000e+00 1 0.68 31.21 29.13 24.57 19.06 5.84 0.88 0.48 0 2.094e-02 1629 -9 -9.00 -9.00 -9.00 -9.00 0.00973 2.35890e-02 -8.14919e-06 20.00 23.62 3.52 26.21 26.21 6.2 852.26 1.261e+10 10 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 -14 -58 -17 7 -87 -38 -9 -31 -37 -37 17 -49 -26 -54 -38 -49 38 -31 -21 -116 -13 -15 -36 13 -40 -11 -46 -24 26 -27 -5 -2 15 -9 -38 -42 11 -29 -33 -12 8 -19 6 -12 -23 11 -32 15 -4 40 -38 -4 22 -1 13 1 -6 -15 11 -42 4 -4 2 -15 5 34 -1 11 -15 28 2 21 -2 -962 -27 4 17 -13 11 24 -19 2 12 6 27 24 23 1 28 31 3 39 -9 -1 22 -6 19 44 -5 7 14 14 16 0 17 -19 48 8 11 -4 6 28 18 17 19 -8 -9 30 19 21 20 14 27 33 1 15 6 8 27 19 20 6 44 5 40 27 30 38 34 18 38 49 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1684 1770 1856 1921 1957 1970 1990 2010 2004 1964 1937 1886 1869 1888 1901 1918 1983 1977 1858 1855 1740 1732 1726 1774 1780 1737 1702 1738 1823 1908 1972 2009 1942 1993 2045 2086 2096 2042 1883 1751 1627 1585 1628 1779 1950 2106 2148 2176 2040 1789 1586 1459 1449 1609 1756 1836 1873 1841 1770 1668 1447 1295 1203 1292 1453 1654 1747 1737 1595 1455 1329 1233 1304 1415 1621 1868 2001 1943 1794 1723 1644 1675 1757 1761 1708 1743 1714 1812 1889 1987 2029 2140 2152 2210 2229 2272 2349 2375 2284 2176 2037 1897 1843 1855 1841 1809 1743 1640 1607 1654 1749 1903 2030 2078 2049 2053 2083 2073 2072 1949 1810 1684 1645 1576 1528 1528 1485 1423 1338 1265 1216 1227 1214 1224 1173 1188 1188 1182 1178 1202 1303 1475 1630 1757 1844 1816 1814 1795 1776 1762 1749 1703 1591 1475 1441 1518 1664 1811 1894 1885 1810 1705 1578 1582 1603 1711 1780 1789 1774 1645 1648 1686 1666 1640 1635 1618 1633 1735 1898 2013 2072 2095 2087 2114 2138 2122 2026 1966 1953 1961 2063 2212 2300 2366 2374 2367 2292 2253 2155 2029 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1929 1954 1899 1786 1731 1717 1833 2028 2195 2306 2374 2321 2123 1954 1844 1865 1992 2073 2225 2343 2334 2300 2201 2093 2013 1963 2002 2098 2264 2402 2502 2589 2625 2666 2695 2703 2623 2626 2569 2565 2538 2519 2575 2624 2685 2697 2593 2523 2378 2360 2409 2468 2458 2423 2348 2383 2545 2694 2784 2794 2737 2789 2848 2931 2950 2864 2664 2471 2285 2260 2348 2511 2768 2990 3112 3135 2933 2646 2344 2131 2154 2358 2564 2711 2802 2715 2620 2462 2177 1907 1811 1967 2203 2488 2651 2633 2427 2237 2006 1926 1969 2178 2518 2883 3040 3008 2813 2645 2570 2579 2677 2730 2684 2691 2738 2782 2929 3049 3186 3276 3345 3410 3475 3563 3646 3690 3576 3413 3195 2965 2934 2942 2905 2881 2767 2613 2567 2666 2838 3099 3325 3387 3390 3366 3337 3425 3366 3244 2959 2768 2672 2588 2545 2529 2462 2387 2304 2166 2045 2110 2108 2108 2044 2040 2010 2050 2040 2083 2221 2512 2794 3011 3164 3136 3102 3104 3078 3043 3027 2922 2731 2551 2505 2646 2861 3110 3305 3269 3116 2971 2796 2726 2804 2999 3170 3159 3096 2904 2857 2972 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