File name: Pandora247s1_WhittierCA_20251114_L1_smca1c6d20230505p1-8.txt
File generation date: 20251115T074157.9Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c6d20230505p1-8
Local principal investigator: Peter Peterson
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 247
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora247_OF_v2d20221027.txt
Instrument calibration file used: Pandora247s1_CF_v6d20230505.txt
Level 0 file used: Pandora247s1_WhittierCA_20251114_L0.txt
Full location name: Whittier College SLC
Short location name: WhittierCA
Country of location: United States
Location latitude [deg]: 33.9768
Location longitude [deg]: -118.0299
Location altitude [m]: 130
Local noon date: 20251114
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: Modification of session 5 "based on session 2 trying to improve labcal"
Nominal wavelengths [nm]: 277.5824 277.7255 277.8686 278.0117 278.1548 278.2979 278.4409 278.5840 278.7270 278.8700 279.0130 279.1560 279.2990 279.4420 279.5850 279.7279 279.8709 280.0138 280.1568 280.2997 280.4426 280.5855 280.7283 280.8712 281.0141 281.1569 281.2998 281.4426 281.5854 281.7282 281.8710 282.0138 282.1566 282.2993 282.4421 282.5848 282.7276 282.8703 283.0130 283.1557 283.2984 283.4411 283.5837 283.7264 283.8690 284.0117 284.1543 284.2969 284.4395 284.5821 284.7247 284.8672 285.0098 285.1523 285.2949 285.4374 285.5799 285.7224 285.8649 286.0074 286.1498 286.2923 286.4347 286.5772 286.7196 286.8620 287.0044 287.1468 287.2892 287.4316 287.5739 287.7163 287.8586 288.0009 288.1433 288.2856 288.4279 288.5701 288.7124 288.8547 288.9969 289.1392 289.2814 289.4236 289.5658 289.7080 289.8502 289.9923 290.1345 290.2767 290.4188 290.5609 290.7030 290.8451 290.9872 291.1293 291.2714 291.4135 291.5555 291.6975 291.8396 291.9816 292.1236 292.2656 292.4076 292.5495 292.6915 292.8335 292.9754 293.1173 293.2592 293.4011 293.5430 293.6849 293.8268 293.9687 294.1105 294.2523 294.3942 294.5360 294.6778 294.8196 294.9614 295.1031 295.2449 295.3866 295.5284 295.6701 295.8118 295.9535 296.0952 296.2369 296.3786 296.5202 296.6619 296.8035 296.9451 297.0868 297.2284 297.3699 297.5115 297.6531 297.7947 297.9362 298.0777 298.2193 298.3608 298.5023 298.6438 298.7852 298.9267 299.0682 299.2096 299.3510 299.4925 299.6339 299.7753 299.9167 300.0580 300.1994 300.3408 300.4821 300.6234 300.7648 300.9061 301.0474 301.1886 301.3299 301.4712 301.6124 301.7537 301.8949 302.0361 302.1773 302.3185 302.4597 302.6009 302.7420 302.8832 303.0243 303.1655 303.3066 303.4477 303.5888 303.7299 303.8709 304.0120 304.1530 304.2941 304.4351 304.5761 304.7171 304.8581 304.9991 305.1400 305.2810 305.4219 305.5629 305.7038 305.8447 305.9856 306.1265 306.2673 306.4082 306.5491 306.6899 306.8307 306.9715 307.1124 307.2531 307.3939 307.5347 307.6755 307.8162 307.9569 308.0977 308.2384 308.3791 308.5198 308.6605 308.8011 308.9418 309.0824 309.2231 309.3637 309.5043 309.6449 309.7855 309.9260 310.0666 310.2072 310.3477 310.4882 310.6287 310.7692 310.9097 311.0502 311.1907 311.3311 311.4716 311.6120 311.7524 311.8929 312.0333 312.1736 312.3140 312.4544 312.5947 312.7351 312.8754 313.0157 313.1560 313.2963 313.4366 313.5769 313.7171 313.8574 313.9976 314.1379 314.2781 314.4183 314.5585 314.6986 314.8388 314.9790 315.1191 315.2592 315.3993 315.5395 315.6796 315.8196 315.9597 316.0998 316.2398 316.3799 316.5199 316.6599 316.7999 316.9399 317.0799 317.2198 317.3598 317.4997 317.6397 317.7796 317.9195 318.0594 318.1993 318.3391 318.4790 318.6188 318.7587 318.8985 319.0383 319.1781 319.3179 319.4577 319.5974 319.7372 319.8769 320.0167 320.1564 320.2961 320.4358 320.5755 320.7151 320.8548 320.9944 321.1341 321.2737 321.4133 321.5529 321.6925 321.8321 321.9716 322.1112 322.2507 322.3902 322.5298 322.6693 322.8087 322.9482 323.0877 323.2271 323.3666 323.5060 323.6454 323.7848 323.9242 324.0636 324.2030 324.3424 324.4817 324.6210 324.7604 324.8997 325.0390 325.1783 325.3175 325.4568 325.5961 325.7353 325.8745 326.0137 326.1529 326.2921 326.4313 326.5705 326.7096 326.8488 326.9879 327.1270 327.2661 327.4052 327.5443 327.6834 327.8224 327.9615 328.1005 328.2395 328.3785 328.5175 328.6565 328.7955 328.9345 329.0734 329.2124 329.3513 329.4902 329.6291 329.7680 329.9069 330.0457 330.1846 330.3234 330.4622 330.6011 330.7399 330.8787 331.0174 331.1562 331.2950 331.4337 331.5724 331.7111 331.8499 331.9885 332.1272 332.2659 332.4046 332.5432 332.6818 332.8205 332.9591 333.0977 333.2362 333.3748 333.5134 333.6519 333.7905 333.9290 334.0675 334.2060 334.3445 334.4829 334.6214 334.7599 334.8983 335.0367 335.1751 335.3135 335.4519 335.5903 335.7287 335.8670 336.0053 336.1437 336.2820 336.4203 336.5586 336.6969 336.8351 336.9734 337.1116 337.2498 337.3881 337.5263 337.6645 337.8026 337.9408 338.0789 338.2171 338.3552 338.4933 338.6314 338.7695 338.9076 339.0457 339.1837 339.3218 339.4598 339.5978 339.7358 339.8738 340.0118 340.1498 340.2877 340.4257 340.5636 340.7015 340.8394 340.9773 341.1152 341.2531 341.3909 341.5288 341.6666 341.8044 341.9422 342.0800 342.2178 342.3556 342.4933 342.6311 342.7688 342.9065 343.0442 343.1819 343.3196 343.4572 343.5949 343.7325 343.8702 344.0078 344.1454 344.2830 344.4206 344.5581 344.6957 344.8332 344.9708 345.1083 345.2458 345.3833 345.5208 345.6582 345.7957 345.9331 346.0706 346.2080 346.3454 346.4828 346.6202 346.7575 346.8949 347.0322 347.1695 347.3069 347.4442 347.5815 347.7187 347.8560 347.9933 348.1305 348.2677 348.4049 348.5421 348.6793 348.8165 348.9537 349.0908 349.2280 349.3651 349.5022 349.6393 349.7764 349.9135 350.0505 350.1876 350.3246 350.4616 350.5987 350.7357 350.8726 351.0096 351.1466 351.2835 351.4205 351.5574 351.6943 351.8312 351.9681 352.1050 352.2418 352.3787 352.5155 352.6523 352.7891 352.9259 353.0627 353.1995 353.3362 353.4730 353.6097 353.7464 353.8831 354.0198 354.1565 354.2932 354.4298 354.5665 354.7031 354.8397 354.9763 355.1129 355.2495 355.3861 355.5226 355.6591 355.7957 355.9322 356.0687 356.2052 356.3416 356.4781 356.6146 356.7510 356.8874 357.0238 357.1602 357.2966 357.4330 357.5693 357.7057 357.8420 357.9783 358.1146 358.2509 358.3872 358.5235 358.6597 358.7960 358.9322 359.0684 359.2046 359.3408 359.4770 359.6132 359.7493 359.8855 360.0216 360.1577 360.2938 360.4299 360.5660 360.7020 360.8381 360.9741 361.1101 361.2461 361.3821 361.5181 361.6541 361.7900 361.9260 362.0619 362.1978 362.3337 362.4696 362.6055 362.7414 362.8772 363.0131 363.1489 363.2847 363.4205 363.5563 363.6921 363.8278 363.9636 364.0993 364.2350 364.3708 364.5065 364.6421 364.7778 364.9135 365.0491 365.1847 365.3204 365.4560 365.5915 365.7271 365.8627 365.9982 366.1338 366.2693 366.4048 366.5403 366.6758 366.8113 366.9467 367.0822 367.2176 367.3530 367.4884 367.6238 367.7592 367.8946 368.0299 368.1653 368.3006 368.4359 368.5712 368.7065 368.8418 368.9770 369.1123 369.2475 369.3827 369.5180 369.6532 369.7883 369.9235 370.0587 370.1938 370.3289 370.4640 370.5991 370.7342 370.8693 371.0044 371.1394 371.2745 371.4095 371.5445 371.6795 371.8145 371.9494 372.0844 372.2193 372.3543 372.4892 372.6241 372.7590 372.8939 373.0287 373.1636 373.2984 373.4332 373.5680 373.7028 373.8376 373.9724 374.1071 374.2419 374.3766 374.5113 374.6460 374.7807 374.9154 375.0501 375.1847 375.3194 375.4540 375.5886 375.7232 375.8578 375.9923 376.1269 376.2614 376.3960 376.5305 376.6650 376.7995 376.9339 377.0684 377.2028 377.3373 377.4717 377.6061 377.7405 377.8749 378.0093 378.1436 378.2779 378.4123 378.5466 378.6809 378.8152 378.9494 379.0837 379.2179 379.3522 379.4864 379.6206 379.7548 379.8890 380.0231 380.1573 380.2914 380.4255 380.5597 380.6938 380.8278 380.9619 381.0960 381.2300 381.3640 381.4981 381.6321 381.7660 381.9000 382.0340 382.1679 382.3019 382.4358 382.5697 382.7036 382.8375 382.9713 383.1052 383.2390 383.3728 383.5067 383.6405 383.7742 383.9080 384.0418 384.1755 384.3092 384.4430 384.5767 384.7103 384.8440 384.9777 385.1113 385.2450 385.3786 385.5122 385.6458 385.7794 385.9129 386.0465 386.1800 386.3135 386.4470 386.5805 386.7140 386.8475 386.9810 387.1144 387.2478 387.3812 387.5146 387.6480 387.7814 387.9148 388.0481 388.1814 388.3148 388.4481 388.5814 388.7146 388.8479 388.9811 389.1144 389.2476 389.3808 389.5140 389.6472 389.7803 389.9135 390.0466 390.1798 390.3129 390.4460 390.5791 390.7121 390.8452 390.9782 391.1113 391.2443 391.3773 391.5103 391.6432 391.7762 391.9091 392.0421 392.1750 392.3079 392.4408 392.5737 392.7065 392.8394 392.9722 393.1050 393.2378 393.3706 393.5034 393.6362 393.7689 393.9016 394.0344 394.1671 394.2998 394.4325 394.5651 394.6978 394.8304 394.9630 395.0957 395.2282 395.3608 395.4934 395.6260 395.7585 395.8910 396.0235 396.1560 396.2885 396.4210 396.5535 396.6859 396.8183 396.9507 397.0831 397.2155 397.3479 397.4803 397.6126 397.7449 397.8773 398.0096 398.1419 398.2741 398.4064 398.5386 398.6709 398.8031 398.9353 399.0675 399.1997 399.3318 399.4640 399.5961 399.7282 399.8603 399.9924 400.1245 400.2566 400.3886 400.5207 400.6527 400.7847 400.9167 401.0487 401.1806 401.3126 401.4445 401.5764 401.7083 401.8402 401.9721 402.1040 402.2358 402.3677 402.4995 402.6313 402.7631 402.8949 403.0267 403.1584 403.2901 403.4219 403.5536 403.6853 403.8170 403.9486 404.0803 404.2119 404.3435 404.4752 404.6067 404.7383 404.8699 405.0015 405.1330 405.2645 405.3960 405.5275 405.6590 405.7905 405.9219 406.0534 406.1848 406.3162 406.4476 406.5790 406.7104 406.8417 406.9731 407.1044 407.2357 407.3670 407.4983 407.6295 407.7608 407.8920 408.0233 408.1545 408.2857 408.4168 408.5480 408.6792 408.8103 408.9414 409.0725 409.2036 409.3347 409.4658 409.5968 409.7279 409.8589 409.9899 410.1209 410.2519 410.3829 410.5138 410.6448 410.7757 410.9066 411.0375 411.1684 411.2992 411.4301 411.5609 411.6917 411.8225 411.9533 412.0841 412.2149 412.3456 412.4764 412.6071 412.7378 412.8685 412.9992 413.1298 413.2605 413.3911 413.5217 413.6524 413.7829 413.9135 414.0441 414.1746 414.3052 414.4357 414.5662 414.6967 414.8272 414.9576 415.0881 415.2185 415.3489 415.4793 415.6097 415.7401 415.8704 416.0008 416.1311 416.2614 416.3917 416.5220 416.6523 416.7825 416.9128 417.0430 417.1732 417.3034 417.4336 417.5638 417.6939 417.8241 417.9542 418.0843 418.2144 418.3445 418.4746 418.6046 418.7346 418.8647 418.9947 419.1247 419.2547 419.3846 419.5146 419.6445 419.7744 419.9043 420.0342 420.1641 420.2940 420.4238 420.5536 420.6835 420.8133 420.9431 421.0728 421.2026 421.3323 421.4621 421.5918 421.7215 421.8512 421.9808 422.1105 422.2401 422.3698 422.4994 422.6290 422.7586 422.8881 423.0177 423.1472 423.2767 423.4063 423.5357 423.6652 423.7947 423.9241 424.0536 424.1830 424.3124 424.4418 424.5712 424.7005 424.8299 424.9592 425.0885 425.2178 425.3471 425.4764 425.6056 425.7349 425.8641 425.9933 426.1225 426.2517 426.3809 426.5100 426.6392 426.7683 426.8974 427.0265 427.1556 427.2846 427.4137 427.5427 427.6717 427.8007 427.9297 428.0587 428.1877 428.3166 428.4456 428.5745 428.7034 428.8323 428.9611 429.0900 429.2188 429.3476 429.4765 429.6053 429.7340 429.8628 429.9916 430.1203 430.2490 430.3777 430.5064 430.6351 430.7637 430.8924 431.0210 431.1496 431.2782 431.4068 431.5354 431.6640 431.7925 431.9210 432.0495 432.1780 432.3065 432.4350 432.5634 432.6919 432.8203 432.9487 433.0771 433.2055 433.3338 433.4622 433.5905 433.7188 433.8471 433.9754 434.1037 434.2319 434.3602 434.4884 434.6166 434.7448 434.8730 435.0011 435.1293 435.2574 435.3855 435.5137 435.6417 435.7698 435.8979 436.0259 436.1539 436.2820 436.4100 436.5379 436.6659 436.7939 436.9218 437.0497 437.1776 437.3055 437.4334 437.5613 437.6891 437.8169 437.9448 438.0726 438.2003 438.3281 438.4559 438.5836 438.7113 438.8391 438.9667 439.0944 439.2221 439.3497 439.4774 439.6050 439.7326 439.8602 439.9878 440.1153 440.2429 440.3704 440.4979 440.6254 440.7529 440.8803 441.0078 441.1352 441.2627 441.3901 441.5174 441.6448 441.7722 441.8995 442.0269 442.1542 442.2815 442.4087 442.5360 442.6633 442.7905 442.9177 443.0449 443.1721 443.2993 443.4265 443.5536 443.6807 443.8078 443.9349 444.0620 444.1891 444.3162 444.4432 444.5702 444.6972 444.8242 444.9512 445.0781 445.2051 445.3320 445.4589 445.5858 445.7127 445.8396 445.9664 446.0933 446.2201 446.3469 446.4737 446.6005 446.7272 446.8540 446.9807 447.1074 447.2341 447.3608 447.4875 447.6141 447.7408 447.8674 447.9940 448.1206 448.2471 448.3737 448.5002 448.6268 448.7533 448.8798 449.0063 449.1327 449.2592 449.3856 449.5120 449.6384 449.7648 449.8912 450.0176 450.1439 450.2702 450.3965 450.5228 450.6491 450.7754 450.9016 451.0278 451.1541 451.2803 451.4065 451.5326 451.6588 451.7849 451.9110 452.0372 452.1632 452.2893 452.4154 452.5414 452.6675 452.7935 452.9195 453.0455 453.1714 453.2974 453.4233 453.5492 453.6751 453.8010 453.9269 454.0528 454.1786 454.3044 454.4302 454.5560 454.6818 454.8076 454.9333 455.0591 455.1848 455.3105 455.4362 455.5618 455.6875 455.8131 455.9387 456.0643 456.1899 456.3155 456.4411 456.5666 456.6921 456.8177 456.9432 457.0686 457.1941 457.3196 457.4450 457.5704 457.6958 457.8212 457.9466 458.0719 458.1973 458.3226 458.4479 458.5732 458.6985 458.8237 458.9490 459.0742 459.1994 459.3246 459.4498 459.5749 459.7001 459.8252 459.9503 460.0754 460.2005 460.3256 460.4507 460.5757 460.7007 460.8257 460.9507 461.0757 461.2007 461.3256 461.4505 461.5754 461.7003 461.8252 461.9501 462.0749 462.1998 462.3246 462.4494 462.5742 462.6989 462.8237 462.9484 463.0731 463.1978 463.3225 463.4472 463.5719 463.6965 463.8211 463.9457 464.0703 464.1949 464.3195 464.4440 464.5685 464.6931 464.8176 464.9420 465.0665 465.1909 465.3154 465.4398 465.5642 465.6886 465.8130 465.9373 466.0616 466.1860 466.3103 466.4346 466.5588 466.6831 466.8073 466.9316 467.0558 467.1800 467.3041 467.4283 467.5524 467.6766 467.8007 467.9248 468.0489 468.1729 468.2970 468.4210 468.5450 468.6690 468.7930 468.9170 469.0409 469.1649 469.2888 469.4127 469.5366 469.6605 469.7843 469.9081 470.0320 470.1558 470.2796 470.4033 470.5271 470.6508 470.7746 470.8983 471.0220 471.1457 471.2693 471.3930 471.5166 471.6402 471.7638 471.8874 472.0109 472.1345 472.2580 472.3815 472.5050 472.6285 472.7520 472.8754 472.9989 473.1223 473.2457 473.3691 473.4925 473.6158 473.7391 473.8625 473.9858 474.1091 474.2323 474.3556 474.4788 474.6021 474.7253 474.8485 474.9716 475.0948 475.2179 475.3411 475.4642 475.5873 475.7103 475.8334 475.9564 476.0795 476.2025 476.3255 476.4485 476.5714 476.6944 476.8173 476.9402 477.0631 477.1860 477.3089 477.4317 477.5545 477.6773 477.8001 477.9229 478.0457 478.1684 478.2912 478.4139 478.5366 478.6593 478.7820 478.9046 479.0272 479.1499 479.2725 479.3950 479.5176 479.6402 479.7627 479.8852 480.0077 480.1302 480.2527 480.3751 480.4976 480.6200 480.7424 480.8648 480.9872 481.1095 481.2319 481.3542 481.4765 481.5988 481.7211 481.8433 481.9656 482.0878 482.2100 482.3322 482.4544 482.5765 482.6987 482.8208 482.9429 483.0650 483.1871 483.3091 483.4312 483.5532 483.6752 483.7972 483.9192 484.0411 484.1631 484.2850 484.4069 484.5288 484.6507 484.7725 484.8944 485.0162 485.1380 485.2598 485.3816 485.5034 485.6251 485.7468 485.8685 485.9902 486.1119 486.2336 486.3552 486.4768 486.5985 486.7201 486.8416 486.9632 487.0847 487.2063 487.3278 487.4493 487.5708 487.6922 487.8137 487.9351 488.0565 488.1779 488.2993 488.4206 488.5420 488.6633 488.7846 488.9059 489.0272 489.1485 489.2697 489.3909 489.5121 489.6333 489.7545 489.8757 489.9968 490.1179 490.2391 490.3601 490.4812 490.6023 490.7233 490.8444 490.9654 491.0864 491.2073 491.3283 491.4492 491.5702 491.6911 491.8120 491.9328 492.0537 492.1745 492.2954 492.4162 492.5370 492.6577 492.7785 492.8992 493.0200 493.1407 493.2614 493.3820 493.5027 493.6233 493.7440 493.8646 493.9852 494.1057 494.2263 494.3468 494.4674 494.5879 494.7084 494.8288 494.9493 495.0697 495.1901 495.3105 495.4309 495.5513 495.6717 495.7920 495.9123 496.0326 496.1529 496.2732 496.3934 496.5137 496.6339 496.7541 496.8743 496.9944 497.1146 497.2347 497.3548 497.4749 497.5950 497.7151 497.8351 497.9552 498.0752 498.1952 498.3152 498.4351 498.5551 498.6750 498.7949 498.9148 499.0347 499.1545 499.2744 499.3942 499.5140 499.6338 499.7536 499.8734 499.9931 500.1128 500.2325 500.3522 500.4719 500.5916 500.7112 500.8308 500.9504 501.0700 501.1896 501.3091 501.4287 501.5482 501.6677 501.7872 501.9067 502.0261 502.1456 502.2650 502.3844 502.5038 502.6231 502.7425 502.8618 502.9811 503.1004 503.2197 503.3390 503.4582 503.5774 503.6967 503.8158 503.9350 504.0542 504.1733 504.2925 504.4116 504.5307 504.6497 504.7688 504.8878 505.0069 505.1259 505.2449 505.3638 505.4828 505.6017 505.7206 505.8395 505.9584 506.0773 506.1962 506.3150 506.4338 506.5526 506.6714 506.7902 506.9089 507.0276 507.1463 507.2650 507.3837 507.5024 507.6210 507.7397 507.8583 507.9769 508.0954 508.2140 508.3325 508.4511 508.5696 508.6881 508.8065 508.9250 509.0434 509.1618 509.2802 509.3986 509.5170 509.6353 509.7537 509.8720 509.9903 510.1086 510.2268 510.3451 510.4633 510.5815 510.6997 510.8179 510.9360 511.0542 511.1723 511.2904 511.4085 511.5266 511.6446 511.7627 511.8807 511.9987 512.1167 512.2347 512.3526 512.4705 512.5885 512.7064 512.8242 512.9421 513.0599 513.1778 513.2956 513.4134 513.5312 513.6489 513.7667 513.8844 514.0021 514.1198 514.2374 514.3551 514.4727 514.5904 514.7080 514.8255 514.9431 515.0607 515.1782 515.2957 515.4132 515.5307 515.6481 515.7656 515.8830 516.0004 516.1178 516.2352 516.3525 516.4699 516.5872 516.7045 516.8218 516.9391 517.0563 517.1735 517.2908 517.4080 517.5251 517.6423 517.7594 517.8766 517.9937 518.1108 518.2278 518.3449 518.4619 518.5790 518.6960 518.8130 518.9299 519.0469 519.1638 519.2807 519.3976 519.5145 519.6314 519.7482 519.8650 519.9819 520.0987 520.2154 520.3322 520.4489 520.5656 520.6824 520.7990 520.9157 521.0324 521.1490 521.2656 521.3822 521.4988 521.6154 521.7319 521.8484 521.9649 522.0814 522.1979 522.3144 522.4308 522.5472 522.6636 522.7800 522.8964 523.0127 523.1291 523.2454 523.3617 523.4779 523.5942 523.7105 523.8267 523.9429 524.0591 524.1752 524.2914 524.4075 524.5237 524.6398 524.7558 524.8719 524.9880 525.1040 525.2200 525.3360 525.4520 525.5679 525.6839 525.7998 525.9157 526.0316 526.1475 526.2633 526.3791 526.4950 526.6108 526.7265 526.8423 526.9580 527.0738 527.1895 527.3052 527.4208 527.5365 527.6521 527.7678 527.8834 527.9989 528.1145 528.2301 528.3456 528.4611 528.5766 528.6921 528.8075 528.9230 529.0384 529.1538 529.2692 529.3845 529.4999 529.6152 529.7305 529.8458 529.9611 530.0764 530.1916 530.3068 530.4220 530.5372 530.6524 530.7676 530.8827 530.9978 531.1129 531.2280 531.3430 531.4581 531.5731 531.6881 531.8031 531.9181 532.0330 532.1480 532.2629 532.3778 532.4927 532.6075 532.7224 532.8372 532.9520 533.0668 533.1816 533.2963 533.4111 533.5258 533.6405 533.7552 533.8699 533.9845 534.0991 534.2137 534.3283 534.4429 534.5575 534.6720 534.7865 534.9010 535.0155 535.1300 535.2444 535.3589 535.4733 535.5877 535.7020 535.8164 535.9307 536.0451 536.1594 536.2736 536.3879 536.5022 536.6164 536.7306 536.8448 536.9590 537.0731 537.1873 537.3014 537.4155 537.5296 537.6436 537.7577 537.8717 537.9857 538.0997 538.2137 538.3276 538.4416 538.5555 538.6694 538.7833 538.8972 539.0110 539.1248 539.2386 539.3524 539.4662 539.5800 539.6937 539.8074 539.9211 540.0348 540.1485 540.2621 540.3757 540.4893 540.6029 540.7165 540.8301 540.9436 541.0571 541.1706 541.2841 541.3976 541.5110 541.6244 541.7378 541.8512 541.9646 542.0780 542.1913 542.3046 542.4179 542.5312 542.6444
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Column 1: Two letter code of measurement routine
Column 2: UT date and time for beginning of measurement, yyyymmddThhmmssZ (ISO 8601)
Column 3: Fractional days since 1-Jan-2000 UT midnight for beginning of measurement
Column 4: Routine count (1 for the first routine of the day, 2 for the second, etc.)
Column 5: Repetition count (1 for the first set in the routine, 2 for the second, etc.)
Column 6: Total duration of measurement set in seconds
Column 7: Data processing type index
Column 8: Integration time [ms]
Column 9: Number of bright count cycles
Column 10: Number of dark count cycles
Column 11: Saturation index: positive integer is the number of saturated cycles included in the data, negative integer is the number of cycles skipped due to saturation
Column 12: Effective position of filterwheel #1, 0=filterwheel not used, 1-9 are valid positions
Column 13: Effective position of filterwheel #2, 0=filterwheel not used, 1-9 are valid positions
Column 14: Pointing zenith angle in degree, absolute or relative (see next column), 999=tracker not used
Column 15: Zenith pointing mode: zenith angle is... 0=absolute, 1=relative to sun, 2=relative to moon
Column 16: Pointing azimuth in degree, increases clockwise, absolute (0=north) or relative (see next column), 999=tracker not used
Column 17: Azimuth pointing mode: like zenith angle mode but also fixed scattering angles relative to sun (3) or moon (4)
Column 18: Target distance [m], -1=not pointed on target
Column 19: Sum over 2^i with i being a L0 to L1 conversion step, 0=dark correction, 1=non-linearity correction, 2=latency correction, 3=flat field correction, 4=conversion to count rates, 5=temperature correction, 6=stray light correction, 7=wavelength change determination, 8=sensitivity correction, 9=wavelength correction
Column 20: Dark correction method: -9=no dark correction done, since it was not requested, -2=no dark correction done, since there were no bright measurements, -1=no dark correction done, since there was no matching dark measurement, 0=dark correction done with measured dark count only, since input darkmeth was MEAS or no dark map parameters available, 1=dark correction done using dark fine structure map and measured dark count, >1=dark correction done with measured dark count only, since dark background fitting gave an error
Column 21: L1 data quality flag: 0=assured high quality, 1=assured medium quality, 2=assured low quality, 10=not-assured high quality, 11=not-assured medium quality, 12=not-assured low quality
Column 22: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ1 limit, 0=Saturated data, 1=Too few dark counts measurements, 2=No temperature given or effective temperature too different from the reference temperature, 3=Dark count too high, 4=Unsuccessful dark background fitting, 5=The dark count differs significantly from the dark map for too many pixels, 6=Absolute value of estimated average residual stray light level too high, 7=Although attempted, no wavelength change could be retrieved, 8=Absolute value of retrieved wavelength shift too large, 9=Retrieved wavelength shift differs too much from the shift predicted by the effective temperature
Column 23: Sum over 2^i using those i, for which the corresponding L1 data quality parameter exceeds the DQ2 limit (same parameters as for DQ1)
Column 24: Wavelength effective temperature [°C], 999=no effective temperature given
Column 25: Number of pixels, where dark count is higher than bright count, -9=no bright counts or dark counts measured
Column 26: Number of pixels, where DQ1 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 27: Number of pixels, where DQ2 sigma ranges of dark count and bright count do not overlap, -9=no bright count or dark count standard error measured
Column 28: Index of (not dead, blind, warm, or saturated) pixel with highest corrected counts
Column 29: Mean over blind and oversampled pixels in the bright counts, -9 if there is no bright count
Column 30: Standard error of blind and oversampled pixels in the bright counts, -9 if there is no bright count standard error
Column 31: Mean over blind and oversampled pixels in the dark counts, -9 if there is no dark count
Column 32: Standard error of blind and oversampled pixels in the dark counts, -9 if there is no dark count standard error
Column 33: Number of function evaluations used for dark background fitting, -9 if no background fitting was done
Column 34: rms of unweighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 35: Normalized rms of weighted fitting residuals for dark background fitting, -9 if no background fitting was done
Column 36: Mean difference dark map to measured dark count, -9 if no background fitting was done
Column 37: rms of difference dark map to measured dark count, -9 if no background fitting was done
Column 38: Mean absolute difference dark map to measured dark count expressed in number of standard deviations, -9 if no background fitting was done
Column 39: Number of regular pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 40: Number of warm pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 41: Number of hot pixels, where the dark map differs from the measured dark by more than 10 sigmas, -9 if no background fitting was done
Column 42: Index of regular pixel, where the dark map differed most from the measured dark count, -9 if no background fitting was done
Column 43: Number of sigmas the dark map differs from the measured dark for the pixel with the largest difference, -9 if no background fitting was done
Column 44: Retrieved value for dark background fitting parameter 1, -9 if no background fitting was done
Column 45: Uncertainty of retrieved value for dark background fitting parameter 1, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 46: Retrieved value for dark background fitting parameter 2, -9 if no background fitting was done
Column 47: Uncertainty of retrieved value for dark background fitting parameter 2, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 48: Retrieved value for dark background fitting parameter 3, -9 if no background fitting was done
Column 49: Uncertainty of retrieved value for dark background fitting parameter 3, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 50: Retrieved value for dark background fitting parameter 4, -9 if no background fitting was done
Column 51: Uncertainty of retrieved value for dark background fitting parameter 4, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 52: Retrieved value for dark background fitting parameter 5, -9 if no background fitting was done
Column 53: Uncertainty of retrieved value for dark background fitting parameter 5, -9 if no background fitting was done or no independent instrumental uncertainty was given
Column 54: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 55: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 56: Estimated stray light in the signal before correction at 300nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 57: Estimated stray light in the signal before correction at 302.5nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 58: Estimated stray light in the signal before correction at 305nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 59: Estimated stray light in the signal before correction at 310nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 60: Estimated stray light in the signal before correction at 320nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 61: Estimated stray light in the signal before correction at 350nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 62: Estimated stray light in the signal before correction at 400nm [%], -9=no stray light correction, -1=signal after stray light correction negative, -2=estimated stray light negative, -3=signal before stray light correction negative
Column 63: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 64: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 65: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 66: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 67: Mean wavelength correction applied [%], -9=no wavelength correction
Column 68: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 69: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 70: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 71: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 72: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 73: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 74: 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
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MO 20251114T092353.3Z 9449.391589 1 1 56.01 3 4000.000 14 1 0 1 1 0.00 2 0.00 2 -1.00 507 1 11 768 0 25.50 684 -9 -9 1923 8.240e+02 1.301e+00 8.298e+02 -9.000e+00 -1 4.457e+01 4.457e+01 -3.804e-11 4.461e+01 1.065e+00 0 0 0 0 0.00e+00 3.864e+03 -9.000e+00 4.178e+01 -9.000e+00 5.135e+02 -9.000e+00 -5.693e+01 -9.000e+00 -1.049e+03 -9.000e+00 1 3.35 2.00 1.79 9.14 1.98 3.47 33.43 3.93 0 9.849e-01 1795 -9 -9.00 -9.00 -9.00 -9.00 0.00188 -7.25061e-01 1.58989e-02 33.50 20.00 25.50 24.70 35.4 1000.17 3.199e+10 8 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 8 -3 -9 -13 -22 8 -24 12 -44 -69 -36 -21 4 3 -35 -18 35 8 28 8 1 13 43 -14 -31 33 28 12 31 46 4 40 -31 13 10 -75 -37 16 -78 17 -22 -33 26 42 -16 10 14 8 113 49 -13 13 10 26 -25 -19 32 38 14 -13 34 -45 -62 6 14 17 15 -3 10 -20 40 -46 -12 -16 -36 -4 39 1 32 12 39 -27 -11 -1 -24 -6 9 32 14 -20 -6 44 -29 40 1 -33 35 2 29 1 17 -13 0 110 14 -40 23 -45 37 -8 22 -28 6 8 27 43 21 33 -16 -50 13 -13 -87 20 -44 -7 -6 -40 30 -39 20 23 2 15 -8 30 -10 -32 32 18 -11 44 37 -1 25 54 51 5 8 30 -9 37 -4 -8 -35 274 1 6 45 -1 36 -65 -6 9 -21 30 12 11 6 57 -12 19 17 28 -43 51 -3 1 29 6 0 5 11 -28 -24 14 30 -18 -22 26 -11 -31 -3 0 19 25 26 12 37 -4 52 -30 -32 67 4 1 21 20 4 35 34 -5 39 -26 -2 26 -6 21 52 38 193 10 -31 28 -10 -24 30 25 22 3 24 9 -1 -18 -24 2 -23 -18 11 15 166 -26 9 -11 -18 6 26 49 -55 19 9 11 -26 -14 -21 -20 -6 -6 -45 -25 9 4 25 9 26 -7 -33 2 3 12 3 -9 -29 -14 54 -6 -43 6 -39 1 13 18 9 78 20 12 59 3 -20 16 10 -27 23 89 -15 3 15 62 42 9 20 -24 27 22 22 20 -36 38 26 9 13 22 -6 -19 19 -40 -20 16 8 42 -38 34 18 40 -5 8 -11 -10 -35 26 51 -26 3 8 14 -3 -18 -4 -11 6 8 -36 7 -24 22 -2 -61 -66 22 -5 -17 4 15 25 17 24 4 30 19 -1 12 -8 5 37 12 12 -4 -52 11 -26 10 -29 37 34 8 9 4 3 -13 7 13 -31 -15 -8 14 13 1 11 8 -6 -34 40 -43 -9 19 35 10 20 -19 21 18 -12 -20 26 18 23 -41 33 -28 -31 -8 18 16 -42 -15 18 15 8 0 4 -20 14 -39 -18 -33 9 -4 -12 18 -41 -16 19 -5 39 -39 39 -1 34 44 -43 -22 -18 -6 24 12 -13 51 0 1 1 -54 -77 -6 -7 39 1 -70 26 24 11 2 20 19 11 54 28 21 34 3 -15 -37 37 -5 20 26 -35 28 4 -30 2 -18 26 14 -1 19 10 39 -72 -5 -2 1 19 -24 6 44 -32 -6 11 28 -63 -12 15 18 -27 -8 -27 56 13 -19 10 32 -8 12 6 9 3 32 -12 137 -5 35 -8 -17 30 3 3 8 12 21 23 13 -22 11 -1 14 -34 33 -26 -16 35 -20 -42 24 -4 30 -9 36 -50 23 -7 -19 -50 2 24 21 3 -67 26 -60 -5 -14 14 24 -38 -7 -6 24 18 38 -42 52 -55 -5 -22 -22 0 2 12 32 36 10 30 2 -18 28 7 20 37 14 11 30 7 43 -15 21 -1 -5 6 9 54 4 -43 17 -10 -24 23 23 12 -51 1 -6 7 7 -9 -34 24 8 43 15 43 34 23 50 13 -12 21 0 19 -6 6 4 8 16 -42 6 -13 0 28 10 1 -72 34 -5 2 1 -9 32 -8 18 19 -37 9 16 60 -8 -11 -22 -20 -18 17 -1 16 6 11 42 -47 30 37 -2 33 -4 24 -22 28 12 7 5 -5 -22 -16 -23 51 -20 -6 -13 16 4 -9 23 12 12 44 25 -40 11 49 3 -1 6 26 17 27 -4 395 26 -5 -12 -161 11 -54 -45 -44 23 -29 -21 13 31 2 35 47 24 13 51 -41 47 -30 -36 29 155 -17 -41 -14 -43 -34 17 32 10 7 22 -43 -3 27 31 44 -15 13 41 -1 0 23 31 31 49 28 37 61 49 36 -10 22 34 15 68 34 -49 24 11 -34 -76 4 -5 -26 19 4 1 -21 -2 54 34 -7 40 5 94 62 -4 -32 43 -3 3 -52 68 -57 -34 10 -43 46 -19 1 -3 6 18 91 23 -4 11 32 -18 23 6 11 -10 -37 52 -17 -119 -37 24 -15 -5 11 -48 -41 35 -9 28 4 31 6 37 -1 30 6 -9 17 2 27 121 17 5 35 9 16 -4 -26 -21 9 -24 -45 -19 17 26 30 21 1 10 8 51 -47 28 -16 57 35 30 27 -46 27 29 -21 -4 19 -41 8 52 -3 17 67 -13 2 14 -9 22 -6 25 57 9 -60 5 32 48 -1 13 -10 14 -8 -18 6 28 -23 1 19 43 15 35 -8 3 18 -44 -65 5 66 12 65 12 4 37 2 -49 -12 5 -80 25 16 25 25 13 27 -12 18 14 47 0 26 1 -30 17 62 10 -11 17 36 -2 10 34 -10 -11 9 9 8 -4 1 14 31 19 13 -25 -23 3 10 14 35 20 9 0 -8 34 32 4 -63 -26 -13 25 0 11 125 31 40 18 -38 -6 27 -3 21 -8 31 -1 -33 19 412 11 15 42 14 17 18 -18 31 -23 16 37 24 4 27 13 -17 44 24 -24 5 51 19 18 39 45 38 20 -1 39 -1 19 -23 -14 10 16 50 23 -20 -3 6 16 -43 -51 21 15 23 7 4 48 12 -10 -51 61 -1 14 10 9 14 43 -55 29 -24 -18 -5 -9 48 39 -24 28 -10 14 23 28 3 47 1 23 -21 7 4 7 -6 -23 -82 40 23 -8 21 -2 -45 -11 -58 40 -35 -2 2 7 24 31 1 29 10 6 43 -7 15 -23 -17 6 21 9 19 14 3 28 1 14 66 -26 18 20 -33 46 38 24 -31 26 14 3 25 -61 -69 -3 20 5 78 8 41 -7 29 -18 30 64 33 20 47 -8 30 -18 -20 21 14 37 -5 15 -23 11 27 41 17 33 46 43 14 -5 -21 65 28 59 25 26 37 55 -13 -1 7 -9 34 6 33 -54 57 7 30 2 41 10 42 22 -37 35 89 26 34 34 0 52 48 10 -8 17 10 35 19 20 -53 47 30 15 -3 -35 -55 62 -69 -13 40 32 33 71 17 29 29 55 -75 17 48 21 51 62 79 36 19 21 49 22 22 28 59 20 22 6 43 42 23 34 -30 69 42 49 76 14 26 -14 56 60 27 -28 50 47 6 4 28 6 3 -2 8 32 18 60 22 45 16 11 15 25 19 57 147 43 18 75 66 29 97 24 94 66 23 40 12 54 -32 -4 26 -34 38 -3 37 67 77 -5 6 66 312 52 -21 18 -15 -7 17 92 -37 49 38 48 24 13 13 29 25 -58 -56 23 1 30 42 -13 29 -56 45 31 30 -41 45 15 48 59 43 -18 36 -33 44 12 28 26 24 61 31 -10 11 -13 -82 54 41 9 38 -5 83 -27 38 -16 24 0 17 37 -37 46 -32 -7 29 13 19 -2 34 -9 -4 15 -48 24 -13 69 -17 104 4 28 39 14 11 41 55 -20 18 33 -5 17 43 -4 26 38 7 25 40 30 -24 16 51 6 4 18 -27 -4 26 63 -2 27 22 -11 -3 -2 16 20 45 49 41 30 -5 36 61 56 38 -2 55 -24 25 42 -21 -26 35 8 32 6 237 -3 -8 59 57 49 -7 -4 -59 30 36 -69 49 -26 14 40 41 8 7 8 -2 -11 26 -11 39 20 -22 29 5 56 9 44 -27 42 8 52 -49 9 34 -21 36 73 -28 22 -55 -46 35 72 -36 40 27 22 67 44 -4 37 35 -13 36 -4 34 48 37 25 -61 -2 -20 -10 22 55 19 64 56 64 24 -1 -45 -56 -13 17 -8 47 15 62 6 46 27 -27 -12 0 38 34 50 -31 7 45 21 -10 -10 28 -5 14 75 72 -22 -28 60 -34 -23 59 -40 27 14 70 46 29 -30 57 28 -110 37 25 111 -27 12 39 -11 56 18 -56 -1 57 12 67 -47 33 6 19 -28 42 99 10 -28 -110 73 -13 35 59 18 40 9 -32 -13 35 -2 79 -7 25 42 43 -27 -7 -69 31 -4 30 -42 19 22 -28 -23 14 23 31 38 -23 -8 61 -20 43 8 78 20 8 -25 -17 -30 4 5 -13 54 8 -23 60 22 21 3 -39 63 42 -6 -10 -48 36 18 37 -12 38 34 62 25 -6 -34 -13 20 49 52 80 16 -12 17 18 21 1 27 -6 49 56 -1 7 -21 58 48 -18 49 55 106 44 26 36 18 34 -9 -6 19 14 131 32 65 1 40 -1 -6 4 166 29 -37 62 128 26 -19 25 36 37 29 29 37 19 61 58 44 58 57 44 -21 -44 34 -3 -76 69 51 5 20 -9 -29 15 -4 56 34 22 -30 -26 17 50 25 18 80 45 42 36 63 37 22 17 16 -73 29 4 -62 23 -16 -7 74 -18 -17 13 -74 18 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98.95 98.97 98.92 98.93 98.89 98.99 98.96 98.96 98.88 98.77 98.73 98.79 98.70 98.81 98.91 98.90 98.91 98.84 98.85 98.84 98.85 98.85 98.98 98.93 98.91 98.94 98.83 98.81 98.84 98.77 98.81 98.84 98.88 98.87 98.87 98.87 98.87 98.79 98.77 98.86 98.96 98.96 98.93 98.89 98.82 98.75 98.65 98.63 98.63 98.72 98.88 98.83 98.86 98.86 98.82 98.81 98.72 98.78 98.69 98.73 98.72 98.76 98.80 98.78 98.77 98.72 98.65 98.47 98.43 98.36 98.43 98.34 98.42 98.32 98.37 98.24 98.28 98.42 98.63 98.74 98.83 98.91 98.97 98.96 98.99 98.91 98.80 98.63 98.73 98.66 98.84 98.92 98.95 98.96 98.96 98.92 98.83 98.69 98.58 98.55 98.64 98.68 98.81 98.91 98.87 98.90 98.95 98.89 98.87 98.80 98.81 98.83 98.89 98.88 98.92 98.93 98.90 98.98 98.91 98.98 98.89 98.86 98.91 98.86 98.88 98.77 98.85 98.82 98.84 98.89 98.93 98.76 98.63 98.65 98.63 98.74 98.81 98.81 98.78 98.83 98.79 98.77 98.89 98.93 98.89 98.92 98.85 98.81 98.82 98.76 98.75 98.80 98.83 98.84 98.88 98.92 98.88 98.90 98.88 98.84 98.82 98.96 98.94 98.96 98.90 98.89 98.91 98.97 98.93 98.90 98.86 98.92 98.83 98.84 98.86 98.84 98.92 98.95 98.87 98.88 98.84 98.88 98.90 98.92 98.89 98.91 98.98 98.85 98.82 98.78 98.70 98.81 98.78 98.77 98.76 98.80 98.82 98.86 98.90 98.81 98.83 98.83 98.82 98.93 98.95 98.89 98.94 98.88 98.94 98.89 98.88 98.87 98.87 98.93 98.94 98.92 98.86 98.90 98.92 98.96 98.88 98.89 98.90 98.89 98.87 98.90 98.96 98.96 98.96 98.95 98.98 98.97 99.01 98.97 98.99 98.98 98.99 98.92 98.91 98.96 98.92 98.94 98.96 98.96 98.93 98.85 98.84 98.80 98.84 98.84 98.85 98.85 98.88 98.83 98.91 98.96 98.93 98.96 98.95 98.95 98.99 98.90 98.96 98.85 98.88 98.92 98.89 98.95 98.95 98.93 98.97 99.02 99.00 98.98 99.01 98.96 98.99 98.97 98.99 99.04 99.03 98.96 99.00 98.97 98.99 99.04 99.01 99.04 98.98 99.02 98.96 98.98 98.97 98.91 99.01 99.02 99.00 99.01 99.02 99.03 99.05 99.00 99.03 99.02 99.01 99.02 99.03 99.01 99.06 99.05 99.02 99.10 99.09 99.07 99.09 99.06 99.10 99.06 99.07 99.10 99.10 99.11 99.11 99.16 99.12 99.12 99.10 99.11 99.12 99.08 99.12 99.15 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99.05 99.00 99.07 99.07 99.03 99.07 99.05 99.03 99.04 99.01 99.01 99.01 99.00 98.95 98.91 98.92 98.77 98.73 98.75 98.72 98.82 98.89 98.92 98.94 98.97 98.94 98.94 98.90 98.94 98.92 98.95 98.99 98.97 99.00 98.99 99.02 98.98 98.97 98.95 98.93 98.93 98.92 98.92 98.93 98.90 99.00 98.97 99.06 99.01 99.03 98.97 98.99 99.02 98.99 99.01 99.04 98.94 99.04 98.97 99.00 98.94 98.97 98.95 99.03 98.94 98.92 98.88 98.86 98.88 98.89 98.98 99.00 99.01 99.01 99.02 99.02 98.94 98.94 98.93 98.93 98.92 98.93 98.94 98.96 98.97 99.00 99.01 98.99 99.01 98.99 98.98 99.05 99.03 98.99 98.98 98.94 98.88 98.90 98.92 98.96 99.00 98.97 98.99 99.01 98.96 98.94 98.89 98.98 98.93 98.98 98.96 98.96 98.97 99.02 99.02 98.96 98.97 98.88 98.84 98.91 98.85 98.89 98.97 98.97 98.93 98.95 98.93 98.96 98.98 98.97 98.94 98.92 98.97 98.87 98.90 98.79 98.88 98.88 98.85 98.80 98.84 98.88 98.88 98.87 98.79 98.80 98.83 98.85 98.71 98.74 98.88 98.80 98.88 98.91 98.82 98.91 98.89 98.89 98.95 98.85 98.89 98.85 98.90 98.77 98.80 98.75 98.72 98.70 98.72 98.68 98.83 98.88 98.91 98.89 98.81 98.80 98.82 98.87 98.83 98.84 98.90 98.89 98.89 98.92 98.89 98.91 98.83 98.89 98.83 98.73 98.84 98.82 98.86 98.81 98.79 98.81 98.79 98.76 98.79 98.78 98.75 98.72 98.79 98.82 98.83 98.76 98.81 98.80 98.85 98.81 98.88 98.87 98.87 98.89 98.80 98.76 98.78 98.80 98.77 98.80 98.80 98.81 98.77 98.73 98.79 98.82 98.87 98.76 98.79 98.89 98.87 98.82 98.82 98.80 98.78 98.82 98.76 98.80 98.81 98.70 98.80 98.79 98.76 98.72 98.78 98.78 98.84 98.78 98.77 98.81 98.69 98.78 98.74 98.66 98.72 98.74 98.72 98.75 98.77 98.81 98.76 98.70 98.73 98.74 98.77 98.74 98.77 98.67 98.74 98.73 98.67 98.71 98.67 98.45 98.44 98.48 98.37 98.42 98.48 98.48 98.59 98.62 98.68 98.70 98.65 98.70 98.61 98.44 98.45 98.44 98.57 98.55 98.63 98.69 98.58 98.60 98.66 98.58 98.57 98.69 98.72 98.66 98.75 98.72 98.71 98.64 98.59 98.66 98.67 98.64 98.72 98.71 98.78 98.74 98.71 98.67 98.75 98.60 98.73 98.72 98.76 98.62 98.67 98.62 98.63 98.59 98.57 98.53 98.72 98.64 98.65 98.53 98.68 98.66 98.73 98.66 98.61 98.66 98.71 98.74 98.73 98.71 98.69 98.68 98.61 98.63 98.64 98.67 98.66 98.63 98.57 98.63 98.67 98.73 98.66 98.68 98.55 98.49 98.54 98.43 98.48 98.45 98.38 98.49 98.53 98.57 98.57 98.61 98.60 98.64 98.59 98.59 98.63 98.65 98.51 98.61 98.66 98.64 98.68 98.68 98.74 98.68 98.72 98.65 98.57 98.52 98.49 98.58 98.51 98.55 98.63 98.66 98.62 98.73 98.65 98.70 98.68 98.64 98.59 98.60 98.67 98.60 98.60 98.64 98.54 98.72 98.61 98.62 98.57 98.54 98.56 98.50 98.39 98.41 98.53 98.49 98.59 98.60 98.59 98.58 98.63 98.60 98.58 98.50 98.64 98.61 98.47 98.58 98.46 98.54 98.58 98.53 98.53 98.57 98.54 98.59 98.65 98.61 98.69 98.65 98.64 98.63 98.54 98.49 98.59 98.47 98.42 98.42 98.50 98.38 98.53 98.50 98.58 98.53 98.57 98.52 98.59 98.52 98.55 98.59 98.58 98.50 98.58 98.55 98.47 98.55 98.59 98.48 98.52 98.54 98.48 98.52 98.37 98.46 98.43 98.54 98.55 98.48 98.41 98.37 98.36 98.36 98.45 98.41 98.44 98.37 98.43 98.45 98.38 98.42 98.51 98.48 98.55 98.53 103.00 103.00 103.00 103.00 103.00 103.00 -2 -2 -2 12 11 11 11 11 11 11 11 11 11 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 10 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 12 12 12 12 12 12 12 12 12 12 12 12 12 12 13 13 13 13 13 13 14 14 14 14 14 14 14 14 15 15 15 15 15 15 15 15 15 15 15 15 15 15 16 17 17 18 18 19 19 19 19 19 19 19 19 19 19 19 20 20 20 20 20 20 20 20 21 21 22 22 22 21 21 21 22 23 23 23 23 23 22 21 21 21 22 23 23 24 25 25 26 26 26 27 26 26 25 24 24 24 25 26 27 27 28 27 27 26 26 27 27 28 28 29 29 30 30 30 30 29 28 28 28 29 29 30 30 29 29 28 28 28 27 28 29 29 30 30 30 31 32 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