File name: Pandora26s1_CambridgeMA_20251125_L1_smca1c10d20240425p1-8.txt
File generation date: 20251127T010521.6Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c10d20240425p1-8
Local principal investigator: Kelly Chance
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 26
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora26_OF_v3d20230725.txt
Instrument calibration file used: Pandora26s1_CF_v10d20240425.txt
Level 0 file used: Pandora26s1_CambridgeMA_20251125_L0.txt
Full location name: Harvard - William James Hall, Cambridge (MA)
Short location name: CambridgeMA
Country of location: USA
Location latitude [deg]: 42.3800
Location longitude [deg]: -71.1100
Location altitude [m]: 60
Local noon date: 20251125
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: None
Nominal wavelengths [nm]: 277.4255 277.5685 277.7114 277.8544 277.9973 278.1402 278.2831 278.4260 278.5689 278.7118 278.8547 278.9975 279.1404 279.2832 279.4261 279.5689 279.7117 279.8545 279.9973 280.1400 280.2828 280.4255 280.5683 280.7110 280.8537 280.9964 281.1391 281.2818 281.4245 281.5672 281.7098 281.8525 281.9951 282.1377 282.2803 282.4229 282.5655 282.7081 282.8507 282.9932 283.1358 283.2783 283.4208 283.5633 283.7058 283.8483 283.9908 284.1333 284.2757 284.4182 284.5606 284.7030 284.8455 284.9879 285.1302 285.2726 285.4150 285.5574 285.6997 285.8420 285.9844 286.1267 286.2690 286.4113 286.5536 286.6958 286.8381 286.9803 287.1226 287.2648 287.4070 287.5492 287.6914 287.8336 287.9758 288.1180 288.2601 288.4022 288.5444 288.6865 288.8286 288.9707 289.1128 289.2548 289.3969 289.5390 289.6810 289.8230 289.9651 290.1071 290.2491 290.3910 290.5330 290.6750 290.8169 290.9589 291.1008 291.2427 291.3846 291.5265 291.6684 291.8103 291.9521 292.0940 292.2358 292.3777 292.5195 292.6613 292.8031 292.9449 293.0866 293.2284 293.3702 293.5119 293.6536 293.7953 293.9371 294.0787 294.2204 294.3621 294.5038 294.6454 294.7871 294.9287 295.0703 295.2119 295.3535 295.4951 295.6367 295.7782 295.9198 296.0613 296.2028 296.3444 296.4859 296.6274 296.7688 296.9103 297.0518 297.1932 297.3347 297.4761 297.6175 297.7589 297.9003 298.0417 298.1830 298.3244 298.4658 298.6071 298.7484 298.8897 299.0310 299.1723 299.3136 299.4549 299.5961 299.7374 299.8786 300.0198 300.1610 300.3022 300.4434 300.5846 300.7258 300.8669 301.0081 301.1492 301.2903 301.4314 301.5725 301.7136 301.8547 301.9958 302.1368 302.2779 302.4189 302.5599 302.7009 302.8419 302.9829 303.1239 303.2648 303.4058 303.5467 303.6876 303.8286 303.9695 304.1104 304.2512 304.3921 304.5330 304.6738 304.8146 304.9555 305.0963 305.2371 305.3779 305.5186 305.6594 305.8002 305.9409 306.0816 306.2224 306.3631 306.5038 306.6445 306.7851 306.9258 307.0664 307.2071 307.3477 307.4883 307.6289 307.7695 307.9101 308.0507 308.1912 308.3318 308.4723 308.6129 308.7534 308.8939 309.0344 309.1748 309.3153 309.4558 309.5962 309.7366 309.8771 310.0175 310.1579 310.2982 310.4386 310.5790 310.7193 310.8597 311.0000 311.1403 311.2806 311.4209 311.5612 311.7015 311.8417 311.9820 312.1222 312.2624 312.4026 312.5428 312.6830 312.8232 312.9634 313.1035 313.2437 313.3838 313.5239 313.6640 313.8041 313.9442 314.0843 314.2243 314.3644 314.5044 314.6444 314.7844 314.9244 315.0644 315.2044 315.3444 315.4843 315.6243 315.7642 315.9041 316.0440 316.1839 316.3238 316.4637 316.6035 316.7434 316.8832 317.0230 317.1628 317.3026 317.4424 317.5822 317.7220 317.8617 318.0015 318.1412 318.2809 318.4206 318.5603 318.7000 318.8397 318.9793 319.1190 319.2586 319.3982 319.5378 319.6774 319.8170 319.9566 320.0962 320.2357 320.3753 320.5148 320.6543 320.7938 320.9333 321.0728 321.2123 321.3517 321.4912 321.6306 321.7700 321.9094 322.0488 322.1882 322.3276 322.4669 322.6063 322.7456 322.8849 323.0243 323.1636 323.3028 323.4421 323.5814 323.7206 323.8599 323.9991 324.1383 324.2775 324.4167 324.5559 324.6951 324.8342 324.9734 325.1125 325.2516 325.3908 325.5299 325.6689 325.8080 325.9471 326.0861 326.2252 326.3642 326.5032 326.6422 326.7812 326.9202 327.0591 327.1981 327.3370 327.4760 327.6149 327.7538 327.8927 328.0316 328.1704 328.3093 328.4481 328.5870 328.7258 328.8646 329.0034 329.1422 329.2809 329.4197 329.5584 329.6972 329.8359 329.9746 330.1133 330.2520 330.3907 330.5293 330.6680 330.8066 330.9452 331.0839 331.2225 331.3611 331.4996 331.6382 331.7767 331.9153 332.0538 332.1923 332.3308 332.4693 332.6078 332.7463 332.8847 333.0232 333.1616 333.3000 333.4384 333.5768 333.7152 333.8536 333.9919 334.1303 334.2686 334.4069 334.5452 334.6835 334.8218 334.9601 335.0984 335.2366 335.3748 335.5131 335.6513 335.7895 335.9276 336.0658 336.2040 336.3421 336.4803 336.6184 336.7565 336.8946 337.0327 337.1708 337.3088 337.4469 337.5849 337.7229 337.8610 337.9990 338.1369 338.2749 338.4129 338.5508 338.6888 338.8267 338.9646 339.1025 339.2404 339.3783 339.5161 339.6540 339.7918 339.9297 340.0675 340.2053 340.3431 340.4808 340.6186 340.7564 340.8941 341.0318 341.1695 341.3072 341.4449 341.5826 341.7203 341.8579 341.9956 342.1332 342.2708 342.4084 342.5460 342.6836 342.8212 342.9587 343.0963 343.2338 343.3713 343.5088 343.6463 343.7838 343.9212 344.0587 344.1961 344.3336 344.4710 344.6084 344.7458 344.8831 345.0205 345.1579 345.2952 345.4325 345.5698 345.7071 345.8444 345.9817 346.1190 346.2562 346.3935 346.5307 346.6679 346.8051 346.9423 347.0795 347.2166 347.3538 347.4909 347.6281 347.7652 347.9023 348.0394 348.1764 348.3135 348.4505 348.5876 348.7246 348.8616 348.9986 349.1356 349.2726 349.4095 349.5465 349.6834 349.8203 349.9573 350.0942 350.2310 350.3679 350.5048 350.6416 350.7785 350.9153 351.0521 351.1889 351.3257 351.4624 351.5992 351.7359 351.8727 352.0094 352.1461 352.2828 352.4195 352.5562 352.6928 352.8295 352.9661 353.1027 353.2393 353.3759 353.5125 353.6490 353.7856 353.9221 354.0587 354.1952 354.3317 354.4682 354.6047 354.7411 354.8776 355.0140 355.1504 355.2868 355.4232 355.5596 355.6960 355.8324 355.9687 356.1051 356.2414 356.3777 356.5140 356.6503 356.7865 356.9228 357.0590 357.1953 357.3315 357.4677 357.6039 357.7401 357.8763 358.0124 358.1486 358.2847 358.4208 358.5569 358.6930 358.8291 358.9651 359.1012 359.2372 359.3733 359.5093 359.6453 359.7813 359.9172 360.0532 360.1891 360.3251 360.4610 360.5969 360.7328 360.8687 361.0046 361.1404 361.2763 361.4121 361.5479 361.6837 361.8195 361.9553 362.0911 362.2268 362.3625 362.4983 362.6340 362.7697 362.9054 363.0411 363.1767 363.3124 363.4480 363.5836 363.7192 363.8548 363.9904 364.1260 364.2615 364.3971 364.5326 364.6681 364.8036 364.9391 365.0746 365.2101 365.3455 365.4810 365.6164 365.7518 365.8872 366.0226 366.1580 366.2933 366.4287 366.5640 366.6993 366.8346 366.9699 367.1052 367.2405 367.3758 367.5110 367.6462 367.7814 367.9166 368.0518 368.1870 368.3222 368.4573 368.5925 368.7276 368.8627 368.9978 369.1329 369.2679 369.4030 369.5380 369.6731 369.8081 369.9431 370.0781 370.2131 370.3480 370.4830 370.6179 370.7529 370.8878 371.0227 371.1575 371.2924 371.4273 371.5621 371.6970 371.8318 371.9666 372.1014 372.2362 372.3709 372.5057 372.6404 372.7751 372.9098 373.0445 373.1792 373.3139 373.4486 373.5832 373.7178 373.8525 373.9871 374.1217 374.2562 374.3908 374.5254 374.6599 374.7944 374.9289 375.0634 375.1979 375.3324 375.4668 375.6013 375.7357 375.8701 376.0045 376.1389 376.2733 376.4077 376.5420 376.6764 376.8107 376.9450 377.0793 377.2136 377.3479 377.4821 377.6164 377.7506 377.8848 378.0190 378.1532 378.2874 378.4215 378.5557 378.6898 378.8239 378.9581 379.0921 379.2262 379.3603 379.4944 379.6284 379.7624 379.8964 380.0304 380.1644 380.2984 380.4324 380.5663 380.7002 380.8342 380.9681 381.1020 381.2358 381.3697 381.5036 381.6374 381.7712 381.9050 382.0388 382.1726 382.3064 382.4401 382.5739 382.7076 382.8413 382.9750 383.1087 383.2424 383.3760 383.5097 383.6433 383.7770 383.9106 384.0442 384.1777 384.3113 384.4448 384.5784 384.7119 384.8454 384.9789 385.1124 385.2459 385.3793 385.5128 385.6462 385.7796 385.9130 386.0464 386.1798 386.3131 386.4465 386.5798 386.7131 386.8465 386.9797 387.1130 387.2463 387.3795 387.5128 387.6460 387.7792 387.9124 388.0456 388.1788 388.3119 388.4451 388.5782 388.7113 388.8444 388.9775 389.1106 389.2436 389.3767 389.5097 389.6427 389.7757 389.9087 390.0417 390.1746 390.3076 390.4405 390.5734 390.7063 390.8392 390.9721 391.1050 391.2378 391.3707 391.5035 391.6363 391.7691 391.9019 392.0346 392.1674 392.3001 392.4329 392.5656 392.6983 392.8310 392.9636 393.0963 393.2289 393.3616 393.4942 393.6268 393.7594 393.8919 394.0245 394.1570 394.2896 394.4221 394.5546 394.6871 394.8196 394.9520 395.0845 395.2169 395.3493 395.4817 395.6141 395.7465 395.8789 396.0112 396.1436 396.2759 396.4082 396.5405 396.6728 396.8050 396.9373 397.0695 397.2017 397.3340 397.4661 397.5983 397.7305 397.8627 397.9948 398.1269 398.2590 398.3911 398.5232 398.6553 398.7873 398.9194 399.0514 399.1834 399.3154 399.4474 399.5794 399.7113 399.8433 399.9752 400.1071 400.2390 400.3709 400.5028 400.6346 400.7665 400.8983 401.0301 401.1619 401.2937 401.4255 401.5573 401.6890 401.8207 401.9525 402.0842 402.2158 402.3475 402.4792 402.6108 402.7425 402.8741 403.0057 403.1373 403.2688 403.4004 403.5320 403.6635 403.7950 403.9265 404.0580 404.1895 404.3209 404.4524 404.5838 404.7152 404.8466 404.9780 405.1094 405.2408 405.3721 405.5035 405.6348 405.7661 405.8974 406.0287 406.1599 406.2912 406.4224 406.5536 406.6848 406.8160 406.9472 407.0784 407.2095 407.3406 407.4718 407.6029 407.7340 407.8650 407.9961 408.1271 408.2582 408.3892 408.5202 408.6512 408.7822 408.9131 409.0441 409.1750 409.3059 409.4368 409.5677 409.6986 409.8295 409.9603 410.0911 410.2220 410.3528 410.4836 410.6143 410.7451 410.8758 411.0066 411.1373 411.2680 411.3987 411.5293 411.6600 411.7907 411.9213 412.0519 412.1825 412.3131 412.4437 412.5742 412.7048 412.8353 412.9658 413.0963 413.2268 413.3573 413.4877 413.6182 413.7486 413.8790 414.0094 414.1398 414.2702 414.4005 414.5309 414.6612 414.7915 414.9218 415.0521 415.1824 415.3126 415.4429 415.5731 415.7033 415.8335 415.9637 416.0938 416.2240 416.3541 416.4842 416.6144 416.7444 416.8745 417.0046 417.1346 417.2647 417.3947 417.5247 417.6547 417.7847 417.9146 418.0446 418.1745 418.3044 418.4343 418.5642 418.6941 418.8240 418.9538 419.0836 419.2135 419.3433 419.4731 419.6028 419.7326 419.8623 419.9921 420.1218 420.2515 420.3812 420.5108 420.6405 420.7701 420.8997 421.0294 421.1590 421.2885 421.4181 421.5477 421.6772 421.8067 421.9362 422.0657 422.1952 422.3247 422.4541 422.5835 422.7130 422.8424 422.9718 423.1011 423.2305 423.3598 423.4892 423.6185 423.7478 423.8771 424.0063 424.1356 424.2648 424.3941 424.5233 424.6525 424.7817 424.9108 425.0400 425.1691 425.2983 425.4274 425.5565 425.6855 425.8146 425.9437 426.0727 426.2017 426.3307 426.4597 426.5887 426.7176 426.8466 426.9755 427.1044 427.2333 427.3622 427.4911 427.6199 427.7488 427.8776 428.0064 428.1352 428.2640 428.3928 428.5215 428.6503 428.7790 428.9077 429.0364 429.1651 429.2937 429.4224 429.5510 429.6796 429.8082 429.9368 430.0654 430.1939 430.3225 430.4510 430.5795 430.7080 430.8365 430.9650 431.0934 431.2219 431.3503 431.4787 431.6071 431.7355 431.8638 431.9922 432.1205 432.2488 432.3771 432.5054 432.6337 432.7619 432.8902 433.0184 433.1466 433.2748 433.4030 433.5312 433.6593 433.7875 433.9156 434.0437 434.1718 434.2999 434.4279 434.5560 434.6840 434.8120 434.9400 435.0680 435.1960 435.3239 435.4519 435.5798 435.7077 435.8356 435.9635 436.0914 436.2192 436.3470 436.4749 436.6027 436.7305 436.8582 436.9860 437.1137 437.2415 437.3692 437.4969 437.6246 437.7522 437.8799 438.0075 438.1351 438.2627 438.3903 438.5179 438.6455 438.7730 438.9005 439.0281 439.1556 439.2831 439.4105 439.5380 439.6654 439.7928 439.9202 440.0476 440.1750 440.3024 440.4297 440.5571 440.6844 440.8117 440.9390 441.0662 441.1935 441.3207 441.4480 441.5752 441.7024 441.8296 441.9567 442.0839 442.2110 442.3381 442.4652 442.5923 442.7194 442.8464 442.9735 443.1005 443.2275 443.3545 443.4815 443.6085 443.7354 443.8623 443.9893 444.1162 444.2431 444.3699 444.4968 444.6236 444.7505 444.8773 445.0041 445.1308 445.2576 445.3844 445.5111 445.6378 445.7645 445.8912 446.0179 446.1445 446.2712 446.3978 446.5244 446.6510 446.7776 446.9042 447.0307 447.1572 447.2838 447.4103 447.5367 447.6632 447.7897 447.9161 448.0425 448.1689 448.2953 448.4217 448.5481 448.6744 448.8008 448.9271 449.0534 449.1797 449.3059 449.4322 449.5584 449.6846 449.8109 449.9370 450.0632 450.1894 450.3155 450.4417 450.5678 450.6939 450.8200 450.9460 451.0721 451.1981 451.3241 451.4501 451.5761 451.7021 451.8281 451.9540 452.0799 452.2058 452.3317 452.4576 452.5835 452.7093 452.8352 452.9610 453.0868 453.2126 453.3383 453.4641 453.5898 453.7156 453.8413 453.9670 454.0926 454.2183 454.3439 454.4696 454.5952 454.7208 454.8464 454.9719 455.0975 455.2230 455.3485 455.4740 455.5995 455.7250 455.8505 455.9759 456.1013 456.2267 456.3521 456.4775 456.6029 456.7282 456.8536 456.9789 457.1042 457.2295 457.3547 457.4800 457.6052 457.7304 457.8556 457.9808 458.1060 458.2312 458.3563 458.4814 458.6065 458.7316 458.8567 458.9818 459.1068 459.2318 459.3569 459.4819 459.6068 459.7318 459.8568 459.9817 460.1066 460.2315 460.3564 460.4813 460.6061 460.7310 460.8558 460.9806 461.1054 461.2302 461.3549 461.4797 461.6044 461.7291 461.8538 461.9785 462.1032 462.2278 462.3525 462.4771 462.6017 462.7263 462.8508 462.9754 463.0999 463.2244 463.3489 463.4734 463.5979 463.7224 463.8468 463.9712 464.0957 464.2200 464.3444 464.4688 464.5931 464.7175 464.8418 464.9661 465.0904 465.2146 465.3389 465.4631 465.5873 465.7115 465.8357 465.9599 466.0840 466.2082 466.3323 466.4564 466.5805 466.7046 466.8286 466.9527 467.0767 467.2007 467.3247 467.4487 467.5726 467.6966 467.8205 467.9444 468.0683 468.1922 468.3161 468.4399 468.5637 468.6876 468.8114 468.9351 469.0589 469.1827 469.3064 469.4301 469.5538 469.6775 469.8012 469.9248 470.0485 470.1721 470.2957 470.4193 470.5429 470.6664 470.7900 470.9135 471.0370 471.1605 471.2840 471.4074 471.5309 471.6543 471.7777 471.9011 472.0245 472.1479 472.2712 472.3945 472.5179 472.6412 472.7644 472.8877 473.0110 473.1342 473.2574 473.3806 473.5038 473.6270 473.7501 473.8732 473.9964 474.1195 474.2426 474.3656 474.4887 474.6117 474.7347 474.8577 474.9807 475.1037 475.2267 475.3496 475.4725 475.5954 475.7183 475.8412 475.9641 476.0869 476.2097 476.3325 476.4553 476.5781 476.7009 476.8236 476.9463 477.0691 477.1918 477.3144 477.4371 477.5597 477.6824 477.8050 477.9276 478.0502 478.1727 478.2953 478.4178 478.5403 478.6628 478.7853 478.9078 479.0302 479.1526 479.2751 479.3975 479.5198 479.6422 479.7646 479.8869 480.0092 480.1315 480.2538 480.3761 480.4983 480.6205 480.7428 480.8650 480.9872 481.1093 481.2315 481.3536 481.4757 481.5978 481.7199 481.8420 481.9640 482.0861 482.2081 482.3301 482.4521 482.5741 482.6960 482.8180 482.9399 483.0618 483.1837 483.3055 483.4274 483.5492 483.6711 483.7929 483.9146 484.0364 484.1582 484.2799 484.4016 484.5233 484.6450 484.7667 484.8884 485.0100 485.1316 485.2532 485.3748 485.4964 485.6179 485.7395 485.8610 485.9825 486.1040 486.2255 486.3469 486.4684 486.5898 486.7112 486.8326 486.9540 487.0753 487.1966 487.3180 487.4393 487.5606 487.6818 487.8031 487.9243 488.0456 488.1668 488.2879 488.4091 488.5303 488.6514 488.7725 488.8936 489.0147 489.1358 489.2569 489.3779 489.4989 489.6199 489.7409 489.8619 489.9828 490.1038 490.2247 490.3456 490.4665 490.5874 490.7082 490.8290 490.9499 491.0707 491.1914 491.3122 491.4330 491.5537 491.6744 491.7951 491.9158 492.0365 492.1571 492.2778 492.3984 492.5190 492.6396 492.7601 492.8807 493.0012 493.1217 493.2422 493.3627 493.4832 493.6036 493.7241 493.8445 493.9649 494.0853 494.2056 494.3260 494.4463 494.5666 494.6869 494.8072 494.9275 495.0477 495.1679 495.2881 495.4083 495.5285 495.6487 495.7688 495.8890 496.0091 496.1292 496.2492 496.3693 496.4893 496.6094 496.7294 496.8494 496.9693 497.0893 497.2092 497.3292 497.4491 497.5690 497.6888 497.8087 497.9285 498.0483 498.1682 498.2879 498.4077 498.5275 498.6472 498.7669 498.8866 499.0063 499.1260 499.2456 499.3653 499.4849 499.6045 499.7241 499.8436 499.9632 500.0827 500.2022 500.3217 500.4412 500.5607 500.6801 500.7995 500.9189 501.0383 501.1577 501.2771 501.3964 501.5157 501.6351 501.7543 501.8736 501.9929 502.1121 502.2313 502.3505 502.4697 502.5889 502.7081 502.8272 502.9463 503.0654 503.1845 503.3036 503.4226 503.5417 503.6607 503.7797 503.8987 504.0176 504.1366 504.2555 504.3744 504.4933 504.6122 504.7311 504.8499 504.9687 505.0875 505.2063 505.3251 505.4439 505.5626 505.6813 505.8000 505.9187 506.0374 506.1561 506.2747 506.3933 506.5119 506.6305 506.7491 506.8676 506.9862 507.1047 507.2232 507.3417 507.4601 507.5786 507.6970 507.8154 507.9338 508.0522 508.1705 508.2889 508.4072 508.5255 508.6438 508.7621 508.8803 508.9986 509.1168 509.2350 509.3532 509.4714 509.5895 509.7076 509.8258 509.9439 510.0619 510.1800 510.2981 510.4161 510.5341 510.6521 510.7701 510.8880 511.0060 511.1239 511.2418 511.3597 511.4776 511.5954 511.7133 511.8311 511.9489 512.0667 512.1844 512.3022 512.4199 512.5376 512.6553 512.7730 512.8907 513.0083 513.1260 513.2436 513.3612 513.4787 513.5963 513.7138 513.8314 513.9489 514.0663 514.1838 514.3013 514.4187 514.5361 514.6535 514.7709 514.8883 515.0056 515.1229 515.2403 515.3576 515.4748 515.5921 515.7093 515.8266 515.9438 516.0610 516.1781 516.2953 516.4124 516.5295 516.6466 516.7637 516.8808 516.9978 517.1149 517.2319 517.3489 517.4658 517.5828 517.6998 517.8167 517.9336 518.0505 518.1673 518.2842 518.4010 518.5179 518.6347 518.7514 518.8682 518.9850 519.1017 519.2184 519.3351 519.4518 519.5684 519.6851 519.8017 519.9183 520.0349 520.1515 520.2680 520.3845 520.5011 520.6176 520.7340 520.8505 520.9670 521.0834 521.1998 521.3162 521.4326 521.5489 521.6653 521.7816 521.8979 522.0142 522.1304 522.2467 522.3629 522.4791 522.5953 522.7115 522.8277 522.9438 523.0599 523.1761 523.2921 523.4082 523.5243 523.6403 523.7563 523.8723 523.9883 524.1043 524.2202 524.3362 524.4521 524.5680 524.6838 524.7997 524.9155 525.0314 525.1472 525.2630 525.3787 525.4945 525.6102 525.7259 525.8416 525.9573 526.0730 526.1886 526.3042 526.4198 526.5354 526.6510 526.7665 526.8821 526.9976 527.1131 527.2286 527.3440 527.4595 527.5749 527.6903 527.8057 527.9211 528.0365 528.1518 528.2671 528.3824 528.4977 528.6130 528.7282 528.8434 528.9586 529.0738 529.1890 529.3042 529.4193 529.5344 529.6495 529.7646 529.8797 529.9947 530.1098 530.2248 530.3398 530.4548 530.5697 530.6847 530.7996 530.9145 531.0294 531.1442 531.2591 531.3739 531.4887 531.6035 531.7183 531.8331 531.9478 532.0625 532.1772 532.2919 532.4066 532.5213 532.6359 532.7505 532.8651 532.9797 533.0942 533.2088 533.3233 533.4378 533.5523 533.6668 533.7812 533.8957 534.0101 534.1245 534.2388 534.3532 534.4675 534.5819 534.6962 534.8105 534.9247 535.0390 535.1532 535.2674 535.3816 535.4958 535.6100 535.7241 535.8382 535.9523 536.0664 536.1805 536.2945 536.4086 536.5226 536.6366 536.7506 536.8645 536.9785 537.0924 537.2063 537.3202 537.4340 537.5479 537.6617 537.7755 537.8893 538.0031 538.1169 538.2306 538.3443 538.4580 538.5717 538.6854 538.7990 538.9127 539.0263 539.1399 539.2534 539.3670 539.4805 539.5940 539.7075 539.8210 539.9345 540.0479 540.1614 540.2748 540.3882 540.5015 540.6149 540.7282 540.8415 540.9548 541.0681 541.1814 541.2946 541.4079 541.5211 541.6342 541.7474 541.8606 541.9737 542.0868 542.1999
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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: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 43: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 44: 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 45: 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 46: 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 47: 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 48: 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 49: 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 50: 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 51: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 52: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 53: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 54: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 55: Mean wavelength correction applied [%], -9=no wavelength correction
Column 56: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 57: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 58: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 59: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 60: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 61: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 62: Temperature at electronics board [°C], 999=no temperature signal
Column 63: Spectrometer control temperature [°C], 999=no temperature signal
Column 64: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 65: Temperature in head sensor [°C], 999=no temperature signal
Column 66: Humidity in head sensor [%], -9=no humidity signal
Column 67: Pressure in head sensor [hPa], -9=no pressure signal
Column 68: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 69: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 70: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 71-2118: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2119-4166: 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 4167-6214: 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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E1 20251125T110012.4Z 9460.458477 1 1 12.01 6 4000.000 3 1 0 1 1 0.00 0 355.27 0 -1.00 507 1 10 0 0 23.75 916 -9 -9 2007 4.658e+02 2.258e+00 4.688e+02 -9.000e+00 -1 1.597e+02 1.597e+02 -1.070e-13 1.599e+02 3.032e+00 0 0 0 1 -479.05 -2.00 -2.00 -2.00 -2.00 -2.00 -2.00 -2.00 0 5.541e-01 1798 -9 -9.00 -9.00 -9.00 -9.00 0.00097 -2.41563e-03 8.68815e-03 999.00 19.99 23.75 11.31 7.0 950.75 7.782e+09 8 3 0 0 0 0 0 0 0 0 0 129 35 303 -66 96 267 120 -47 101 19 84 68 -55 -14 243 -19 43 262 205 -160 98 -93 -33 254 -8 235 113 -85 145 61 124 83 50 141 20 97 1 109 141 -32 1 62 54 84 61 53 -237 80 53 24 81 -27 22 -249 162 -106 -192 44 -56 35 -18 -76 89 169 68 -110 1 -70 -21 -139 62 -169 -10 -60 120 105 118 -24 -4 89 -49 78 179 177 -7 104 86 71 108 61 145 36 -57 -29 -31 24 143 7 -15 -169 -36 123 52 12 -106 -76 -14 103 -5 -50 -165 -27 -118 -87 4 -70 -55 18 37 90 198 -35 -11 34 31 -12 9 4 14 75 157 51 -30 42 98 -10 108 118 130 46 66 163 67 83 73 52 106 -53 75 84 -43 31 170 103 24 20 134 -18 147 88 95 14 124 62 42 61 68 83 128 71 84 22 84 -3 22 -46 26 75 -107 3 47 -20 76 65 207 -36 -86 28 -10 -49 39 116 53 1 -5 -29 -125 -48 -3 -32 -96 -121 -31 16 -138 -148 -11 68 -26 -36 61 48 72 112 -89 57 75 40 46 113 79 -100 42 123 -63 75 248 50 -65 -72 70 -142 8 -15 -13 57 137 -181 -95 -116 25 -45 55 -36 22 89 49 8 74 -16 -182 138 64 145 134 -112 -34 127 -40 -6 69 -50 -44 14 47 33 18 109 39 89 12 36 63 -80 -228 -49 22 -18 86 104 -59 -61 2 67 -169 -10 38 74 -18 -70 37 -2 65 129 19 6 61 34 31 48 -73 108 10 186 102 92 24 109 31 92 5 3 106 -65 70 87 50 74 112 37 -21 97 100 117 75 -43 123 118 13 109 -98 46 29 84 -9 117 141 0 -55 39 27 43 59 -13 6 135 -117 -17 69 65 72 148 109 30 51 -58 -19 34 5 -22 23 55 64 18 43 -93 6 -58 58 42 63 15 1 113 4 146 -43 -25 7 -126 -85 33 40 132 4 32 99 -7 -77 16 13 -86 -32 72 65 -2 -28 -15 67 112 167 -13 -23 10 35 -15 -235 -86 -47 -31 33 0 -18 -29 -76 31 154 47 -47 150 -4 -59 158 51 11 31 10 101 115 5 29 54 -57 83 30 41 -8 41 88 56 13 3 59 -47 15 86 0 -15 44 78 90 82 -37 -88 11 -10 23 99 25 80 -5 139 -79 61 -56 115 -10 13 69 79 74 -48 -67 -27 -11 1 26 5 75 19 -56 137 58 23 -6 67 3 -73 13 58 17 70 -27 124 -51 65 32 -10 140 139 -3 67 -26 -7 9 15 -138 57 47 57 6 126 49 138 -19 55 -30 -75 -8 19 -31 -28 147 64 122 50 -5 -154 -20 -29 11 68 105 -59 91 62 22 59 49 19 3 35 40 -50 34 78 -1 100 132 -24 -132 -65 38 60 -78 83 -4 86 107 -81 -45 63 -72 127 96 33 8 132 -46 -30 -191 63 -13 18 40 -23 35 -13 82 13 138 135 -52 6 145 26 -24 16 62 34 36 -118 -115 33 -10 93 -122 24 2 -3 -50 57 -14 77 133 69 -32 79 -56 20 -12 78 58 -87 134 -43 30 109 120 105 25 15 -53 98 -45 -36 -44 52 42 -38 36 -47 -58 57 100 -62 -31 41 58 42 11 94 128 115 198 -3 -37 46 -74 42 54 -97 0 53 38 -379 -90 73 139 111 31 121 44 -37 160 27 44 -60 33 91 95 14 80 -39 19 36 -3 -194 161 133 55 34 100 92 81 126 29 137 52 -39 135 -3 20 -68 -45 -16 110 116 -152 -176 78 65 -57 64 100 99 -43 92 -41 -19 -34 -11 48 -16 4 114 104 -120 14 72 -18 36 -10 -29 55 -80 -6 44 46 -7 122 -47 130 -167 63 14 -54 123 162 -33 65 183 -34 6 -15 52 -100 48 44 103 -29 113 31 -11 123 -29 78 -93 22 19 71 38 -99 -64 15 -96 18 86 -42 -45 14 55 60 40 18 -16 112 59 47 46 30 106 17 68 -16 35 -82 -107 -16 37 32 -19 -36 86 -23 -5 49 32 -177 32 24 -36 95 11 15 0 14 -117 62 173 67 63 162 37 -85 32 -12 23 -7 -66 -7 60 -125 -183 23 -19 22 189 -10 26 -54 80 -32 -8 -132 50 -77 101 76 22 -54 -32 19 -23 -25 79 -24 36 81 72 -33 65 140 37 -21 -45 -13 15 -104 40 7 65 -71 -52 -70 78 -48 60 8 77 -109 -33 -111 -46 -89 54 -20 -30 100 -3 33 -8 56 132 -38 4 49 84 21 22 9 19 -12 -53 -62 -10 125 102 13 -28 78 31 -32 56 -29 45 -81 -26 -20 75 -35 -13 4 26 29 101 -24 40 19 -29 -77 -3 51 -65 -111 -99 -167 -69 0 26 -85 -151 2 -39 29 36 36 -8 73 -51 -9 13 -18 37 8 84 -23 -92 -50 37 85 -28 56 146 32 51 -8 108 81 75 72 21 -41 126 -133 80 63 98 144 83 -10 23 35 61 -8 51 51 28 67 -73 -42 60 34 85 -30 -1 4 -120 144 4 -1 95 -17 -78 -20 84 125 20 -87 -51 73 52 -13 123 50 -25 -58 11 57 -9 17 -5 -9 -97 16 98 53 14 -99 96 -92 46 -36 73 -46 21 -122 3 10 39 -94 -15 61 22 -8 5 90 61 98 -37 116 146 16 -59 -59 42 46 6 75 -9 100 96 21 136 87 26 -54 -79 -15 97 -8 33 124 8 101 56 75 29 33 30 49 -59 -44 98 -19 -57 14 -67 103 -28 -2 85 36 2 25 61 -49 80 -20 -3 45 40 -39 141 45 67 94 93 16 45 81 157 55 39 0 -25 30 -11 48 114 154 -102 53 -99 54 105 23 11 4 -57 -10 -10 48 55 63 71 20 26 -82 1 44 57 8 61 24 5 78 62 129 104 -59 97 19 73 50 82 102 266 150 80 44 9 148 136 32 25 -151 76 89 8 147 101 22 25 56 -92 32 41 -172 72 82 52 98 82 113 -13 -40 85 104 -88 28 -45 -64 92 55 71 56 -98 64 110 73 67 54 129 -41 -134 18 79 86 -36 134 -10 -8 41 71 3 68 211 27 80 22 -1 14 125 -86 -76 -78 50 145 -54 39 7 21 -14 106 65 31 -29 -9 15 -162 -102 94 8 35 15 87 -54 94 -12 -3 43 13 104 84 -85 75 125 -123 78 93 81 203 124 -84 -31 -143 76 2 28 91 75 -60 142 111 103 -52 -69 89 38 -10 57 183 112 191 105 94 102 127 117 93 46 46 -1 -51 -102 60 30 122 -80 37 103 172 80 46 -1 -37 -109 -53 96 94 21 -45 -111 -2 20 102 68 9 -120 -7 215 -41 54 51 116 72 8 -34 -23 97 66 42 -49 -19 -41 51 -108 49 65 36 129 103 71 -14 157 -50 -56 -2 104 -41 -65 -28 -134 -39 93 -86 9 64 76 -48 -34 37 -17 -33 9 160 -5 -13 47 35 99 94 78 56 -83 3 34 134 -71 68 186 38 39 123 79 -21 58 49 30 39 71 45 41 -9 83 120 162 132 166 101 48 76 64 75 -51 32 61 33 -107 -19 54 10 122 86 156 106 100 103 -24 106 -3 135 -80 25 38 24 47 14 -13 101 26 79 100 -18 -6 36 -123 149 162 76 104 31 89 10 -21 90 16 14 32 53 8 119 -158 108 12 35 40 43 -5 76 52 -3 -158 200 -9 161 26 39 126 48 51 -110 98 61 58 53 35 103 48 103 63 55 -137 -56 198 25 65 14 -37 27 155 -131 97 153 114 23 47 68 130 -26 89 -29 45 -121 65 24 10 20 -33 -8 -2 26 -56 -26 23 -7 84 77 -55 77 361 67 -8 54 144 76 127 55 24 21 70 45 175 61 -53 96 107 97 34 14 78 146 128 6 -68 62 -53 142 37 149 103 114 73 33 116 -134 -34 148 51 66 13 -41 -11 116 -89 78 -28 106 94 71 4 117 -55 110 60 34 71 144 57 -260 62 34 68 -104 54 93 -39 37 70 7 -67 19 38 113 43 -96 28 -30 104 80 -182 56 29 75 -33 46 -117 26 141 63 49 139 -194 131 90 65 75 22 87 40 120 33 9 105 -64 115 3 200 70 37 -39 13 96 82 60 47 80 58 47 2 8 48 62 82 104 51 149 42 16 14 26 43 116 121 -63 62 -25 172 -46 45 52 212 -6 32 127 -1 40 -109 -49 94 -92 189 75 129 76 -148 45 34 46 55 130 109 154 68 72 -151 139 28 160 41 115 -8 -172 95 62 44 9 -36 56 24 116 43 173 103 -51 -8 59 135 92 -24 155 151 -19 78 -43 -73 -135 92 49 36 104 14 94 59 -103 166 94 198 98 40 101 124 145 112 93 114 81 244 67 127 66 101 -60 -43 -39 -66 7 -9 -34 147 177 69 32 181 61 127 -97 1 29 29 -7 93 45 55 35 54 54 19 75 59 97 -126 -49 64 41 38 38 -1 -29 95 14 245 -57 -5 -412 6 39 113 104 31 35 44 -38 111 -19 -19 -6 93 64 24 -171 -116 -116 84 -25 101 143 -74 117 -68 -39 50 5 -169 75 212 -26 63 -3 135 -42 -16 -19 72 112 88 25 64 124 109 -34 13 99 -92 154 4 -8 110 80 -108 23 126 140 94 58 -40 -74 -98 75 56 93 -115 -84 75 51 160 46 82 33 154 -11 87 -19 72 -29 90 -6 28 14 87 30 9 -124 45 164 61 1 2 44 140 19 -16 -81 -19 28 41 -137 81 -109 20 49 124 37 57 81 -68 5 -135 200 -65 -92 154 59 122 13 157 150 12 -14 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1879 1954 1989 1893 1826 1778 1960 1943 1978 1833 1898 2056 2022 2150 2024 2025 1970 2009 1866 1965 1914 2081 1996 2104 1977 2025 1984 2048 1996 2035 1936 2040 2066 1899 1822 1819 1823 1971 1867 1851 1803 1872 1887 1988 1839 2064 1953 1945 2007 2068 2007 1943 1988 1828 1869 1744 2013 1801 1765 1995 1879 2010 1931 1994 1954 1773 1670 1626 1485 1769 1509 1604 1561 1666 1530 1765 1795 1783 1642 1799 1838 1812 1760 1625 1707 1824 1773 1840 1673 1838 1853 1784 1923 1809 1641 1833 1709 1650 1774 1746 1519 1598 1745 1652 1786 1749 1644 1864 1824 1596 1804 1804 1730 1679 1768 1767 1596 1566 1561 1589 1656 1457 1354 1461 1555 1609 1650 1819 1615 1872 1711 1648 1541 1685 1503 1625 1591 1656 1582 1643 1610 1709 1764 1749 1611 1606 1780 1741 1538 1674 1769 1730 1905 1701 1712 1655 1528 1575 1521 1590 1445 1540 1447 1631 1628 2751 1574 1646 1512 1579 1758 1600 1500 1598 1658 1821 1732 1664 1679 1549 1567 1588 1634 1607 1691 1301 1585 1646 1636 1713 1600 1522 1620 1594 1783 1565 1718 1656 1827 1701 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1817 1922 1944 1850 1811 1771 1936 1896 1948 1804 1872 2014 2025 2112 1981 1984 1907 1989 1809 1920 1869 1967 1942 2039 1964 1968 1917 1954 1952 1978 1859 1993 2053 1859 1784 1785 1825 1914 1825 1811 1755 1807 1881 1912 1764 2003 1868 1898 1987 2019 1848 1927 1934 1807 1827 1727 1983 1739 1753 1938 1888 1951 1870 1940 1923 1746 1622 1559 1486 1693 1492 1553 1549 1636 1495 1734 1794 1754 1628 1810 1759 1791 1744 1573 1705 1799 1727 1753 1644 1801 1798 1745 1903 1730 1603 1803 1666 1668 1760 1732 1480 1576 1697 1593 1715 1721 1632 1814 1773 1593 1774 1760 1710 1656 1742 1736 1559 1525 1494 1545 1613 1466 1351 1412 1521 1622 1609 1755 1632 1816 1686 1566 1517 1673 1466 1567 1592 1574 1544 1641 1544 1659 1698 1726 1568 1564 1776 1713 1533 1636 1712 1645 1882 1694 1686 1637 1525 1536 1478 1589 1414 1529 1416 1601 1619 2694 1553 1625 1496 1513 1756 1576 1466 1582 1582 1799 1733 1595 1656 1524 1532 1531 1596 1587 1668 1249 1525 1575 1613 1714 1595 1447 1579 1525 1715 1553 1668 1606 1786 1645 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11 11 11 11 11 11 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 13 12 12 12 12 12 12 12 12 12 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 14 14 13 13 13 13 13 13 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 15 15 15 15 15 15 15 15 15 15 15 15 15 16 16 16 16 16 16 16 16 16 16 16 16 16 16 16 16 16 16 16 16 16 16 16 16 16 16 17 17 17 17 17 17 17 17 16 16 16 16 16 16 16 16 15 16 16 16 16 16 15 16 16 16 16 16 16 16 15 15 15 15 15 16 16 16 16 16 16 16 16 16 17 17 17 16 16 15 15 15 16 16 16 16 15 15 15 16 16 17 16 16 16 16 16 17 17 17 17 17 16 16 16 17 17 17 18 18 17 17 17 17 17 17 17 17 17 17 17 17 17 18 17 17 17 17 17 18 18 18 18 18 17 17 17 16 16 15 16 16 17 17 17 18 18 18 18 18 17 17 17 17 17 17 18 18 18 18 18 18 17 17 17 17 18 18 18 18 18 18 18 18 17 17 17 17 17 18 18 19 19 19 19 19 19 19 19 18 18 18 18 19 19 19 19 18 18 17 18 18 19 19 19 19 19 19 20 20 20 20 20 20 20 20 20 20 20 20 19 19 19 19 20 20 20 20 19 19 18 18 18 18 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