File name: Pandora138s1_Rome-SAP_20201012_L1_smca1c1d20190827p1-8.txt
File generation date: 20250304T141933.3Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c1d20190827p1-8
Local principal investigator: Stefano Casadio
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 138
Spectrometer number: 1
Processing software version used: BlickP v1.8.74
Instrument operation file used: Pandora138_OF_v6d20190508.txt
Instrument calibration file used: Pandora138s1_CF_v1d20190827.txt
Level 0 file used: Pandora138s1_Rome-SAP_20201012_L0.txt
Full location name: Department of Physics, University of Rome La Sapienza
Short location name: Rome-SAP
Country of location: Italy
Location latitude [deg]: 41.9017
Location longitude [deg]: 12.5158
Location altitude [m]: 75
Local noon date: 20201012
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]: 275.3586 275.5018 275.6451 275.7883 275.9316 276.0748 276.2180 276.3612 276.5044 276.6476 276.7908 276.9340 277.0772 277.2203 277.3635 277.5066 277.6498 277.7929 277.9360 278.0791 278.2222 278.3653 278.5083 278.6514 278.7945 278.9375 279.0805 279.2235 279.3665 279.5095 279.6525 279.7955 279.9385 280.0814 280.2243 280.3673 280.5102 280.6531 280.7960 280.9389 281.0818 281.2246 281.3675 281.5103 281.6532 281.7960 281.9388 282.0816 282.2244 282.3671 282.5099 282.6527 282.7954 282.9382 283.0809 283.2236 283.3663 283.5090 283.6517 283.7944 283.9370 284.0797 284.2223 284.3649 284.5076 284.6502 284.7928 284.9354 285.0779 285.2205 285.3631 285.5056 285.6481 285.7907 285.9332 286.0757 286.2182 286.3607 286.5031 286.6456 286.7880 286.9305 287.0729 287.2153 287.3577 287.5001 287.6425 287.7849 287.9273 288.0696 288.2120 288.3543 288.4966 288.6389 288.7812 288.9235 289.0658 289.2081 289.3503 289.4926 289.6348 289.7770 289.9193 290.0615 290.2037 290.3458 290.4880 290.6302 290.7723 290.9145 291.0566 291.1987 291.3408 291.4829 291.6250 291.7671 291.9091 292.0512 292.1932 292.3353 292.4773 292.6193 292.7613 292.9033 293.0453 293.1872 293.3292 293.4711 293.6130 293.7550 293.8969 294.0388 294.1807 294.3225 294.4644 294.6063 294.7481 294.8899 295.0318 295.1736 295.3154 295.4572 295.5989 295.7407 295.8825 296.0242 296.1659 296.3077 296.4494 296.5911 296.7328 296.8744 297.0161 297.1578 297.2994 297.4411 297.5827 297.7243 297.8659 298.0075 298.1491 298.2906 298.4322 298.5737 298.7153 298.8568 298.9983 299.1398 299.2813 299.4228 299.5643 299.7057 299.8472 299.9886 300.1300 300.2714 300.4128 300.5542 300.6956 300.8370 300.9784 301.1197 301.2610 301.4024 301.5437 301.6850 301.8263 301.9676 302.1088 302.2501 302.3913 302.5326 302.6738 302.8150 302.9562 303.0974 303.2386 303.3798 303.5209 303.6621 303.8032 303.9443 304.0855 304.2266 304.3677 304.5087 304.6498 304.7909 304.9319 305.0730 305.2140 305.3550 305.4960 305.6370 305.7780 305.9189 306.0599 306.2009 306.3418 306.4827 306.6236 306.7645 306.9054 307.0463 307.1872 307.3280 307.4689 307.6097 307.7505 307.8914 308.0322 308.1729 308.3137 308.4545 308.5952 308.7360 308.8767 309.0175 309.1582 309.2989 309.4396 309.5802 309.7209 309.8615 310.0022 310.1428 310.2834 310.4241 310.5647 310.7052 310.8458 310.9864 311.1269 311.2675 311.4080 311.5485 311.6890 311.8295 311.9700 312.1105 312.2509 312.3914 312.5318 312.6723 312.8127 312.9531 313.0935 313.2338 313.3742 313.5146 313.6549 313.7953 313.9356 314.0759 314.2162 314.3565 314.4968 314.6370 314.7773 314.9175 315.0577 315.1980 315.3382 315.4784 315.6186 315.7587 315.8989 316.0390 316.1792 316.3193 316.4594 316.5995 316.7396 316.8797 317.0198 317.1598 317.2999 317.4399 317.5799 317.7199 317.8599 317.9999 318.1399 318.2799 318.4198 318.5598 318.6997 318.8396 318.9795 319.1194 319.2593 319.3992 319.5391 319.6789 319.8187 319.9586 320.0984 320.2382 320.3780 320.5178 320.6575 320.7973 320.9370 321.0768 321.2165 321.3562 321.4959 321.6356 321.7753 321.9149 322.0546 322.1942 322.3338 322.4735 322.6131 322.7527 322.8922 323.0318 323.1714 323.3109 323.4505 323.5900 323.7295 323.8690 324.0085 324.1480 324.2874 324.4269 324.5663 324.7057 324.8452 324.9846 325.1240 325.2634 325.4027 325.5421 325.6814 325.8208 325.9601 326.0994 326.2387 326.3780 326.5173 326.6565 326.7958 326.9350 327.0743 327.2135 327.3527 327.4919 327.6311 327.7703 327.9094 328.0486 328.1877 328.3268 328.4659 328.6050 328.7441 328.8832 329.0223 329.1613 329.3004 329.4394 329.5784 329.7174 329.8564 329.9954 330.1344 330.2733 330.4123 330.5512 330.6901 330.8291 330.9680 331.1068 331.2457 331.3846 331.5234 331.6623 331.8011 331.9399 332.0787 332.2175 332.3563 332.4951 332.6338 332.7726 332.9113 333.0500 333.1887 333.3274 333.4661 333.6048 333.7435 333.8821 334.0207 334.1594 334.2980 334.4366 334.5752 334.7137 334.8523 334.9909 335.1294 335.2679 335.4065 335.5450 335.6834 335.8219 335.9604 336.0989 336.2373 336.3757 336.5142 336.6526 336.7910 336.9293 337.0677 337.2061 337.3444 337.4828 337.6211 337.7594 337.8977 338.0360 338.1743 338.3125 338.4508 338.5890 338.7272 338.8654 339.0037 339.1418 339.2800 339.4182 339.5563 339.6945 339.8326 339.9707 340.1088 340.2469 340.3850 340.5231 340.6611 340.7992 340.9372 341.0752 341.2132 341.3512 341.4892 341.6272 341.7651 341.9031 342.0410 342.1789 342.3168 342.4547 342.5926 342.7305 342.8684 343.0062 343.1440 343.2819 343.4197 343.5575 343.6953 343.8330 343.9708 344.1085 344.2463 344.3840 344.5217 344.6594 344.7971 344.9348 345.0724 345.2101 345.3477 345.4854 345.6230 345.7606 345.8982 346.0357 346.1733 346.3109 346.4484 346.5859 346.7234 346.8609 346.9984 347.1359 347.2734 347.4108 347.5483 347.6857 347.8231 347.9605 348.0979 348.2353 348.3727 348.5100 348.6474 348.7847 348.9220 349.0593 349.1966 349.3339 349.4712 349.6084 349.7457 349.8829 350.0201 350.1573 350.2945 350.4317 350.5689 350.7060 350.8432 350.9803 351.1174 351.2545 351.3916 351.5287 351.6658 351.8028 351.9399 352.0769 352.2139 352.3509 352.4879 352.6249 352.7619 352.8988 353.0358 353.1727 353.3096 353.4465 353.5834 353.7203 353.8572 353.9940 354.1309 354.2677 354.4045 354.5414 354.6782 354.8149 354.9517 355.0885 355.2252 355.3619 355.4987 355.6354 355.7721 355.9088 356.0454 356.1821 356.3187 356.4554 356.5920 356.7286 356.8652 357.0018 357.1383 357.2749 357.4115 357.5480 357.6845 357.8210 357.9575 358.0940 358.2305 358.3669 358.5034 358.6398 358.7762 358.9126 359.0490 359.1854 359.3218 359.4581 359.5945 359.7308 359.8671 360.0034 360.1397 360.2760 360.4123 360.5486 360.6848 360.8210 360.9572 361.0935 361.2296 361.3658 361.5020 361.6382 361.7743 361.9104 362.0465 362.1827 362.3187 362.4548 362.5909 362.7269 362.8630 362.9990 363.1350 363.2710 363.4070 363.5430 363.6790 363.8149 363.9509 364.0868 364.2227 364.3586 364.4945 364.6304 364.7662 364.9021 365.0379 365.1737 365.3096 365.4454 365.5811 365.7169 365.8527 365.9884 366.1242 366.2599 366.3956 366.5313 366.6670 366.8026 366.9383 367.0739 367.2096 367.3452 367.4808 367.6164 367.7520 367.8875 368.0231 368.1586 368.2942 368.4297 368.5652 368.7007 368.8361 368.9716 369.1070 369.2425 369.3779 369.5133 369.6487 369.7841 369.9195 370.0548 370.1902 370.3255 370.4608 370.5961 370.7314 370.8667 371.0020 371.1372 371.2725 371.4077 371.5429 371.6781 371.8133 371.9485 372.0836 372.2188 372.3539 372.4890 372.6241 372.7592 372.8943 373.0294 373.1644 373.2995 373.4345 373.5695 373.7045 373.8395 373.9745 374.1095 374.2444 374.3793 374.5143 374.6492 374.7841 374.9189 375.0538 375.1887 375.3235 375.4583 375.5932 375.7280 375.8628 375.9975 376.1323 376.2670 376.4018 376.5365 376.6712 376.8059 376.9406 377.0752 377.2099 377.3445 377.4792 377.6138 377.7484 377.8830 378.0175 378.1521 378.2867 378.4212 378.5557 378.6902 378.8247 378.9592 379.0937 379.2281 379.3625 379.4970 379.6314 379.7658 379.9002 380.0345 380.1689 380.3032 380.4376 380.5719 380.7062 380.8405 380.9748 381.1090 381.2433 381.3775 381.5117 381.6459 381.7801 381.9143 382.0485 382.1826 382.3168 382.4509 382.5850 382.7191 382.8532 382.9873 383.1213 383.2554 383.3894 383.5234 383.6574 383.7914 383.9254 384.0593 384.1933 384.3272 384.4611 384.5950 384.7289 384.8628 384.9967 385.1305 385.2644 385.3982 385.5320 385.6658 385.7996 385.9333 386.0671 386.2008 386.3346 386.4683 386.6020 386.7357 386.8693 387.0030 387.1366 387.2703 387.4039 387.5375 387.6711 387.8047 387.9382 388.0718 388.2053 388.3388 388.4723 388.6058 388.7393 388.8728 389.0062 389.1397 389.2731 389.4065 389.5399 389.6733 389.8066 389.9400 390.0733 390.2067 390.3400 390.4733 390.6065 390.7398 390.8731 391.0063 391.1395 391.2728 391.4060 391.5391 391.6723 391.8055 391.9386 392.0718 392.2049 392.3380 392.4711 392.6041 392.7372 392.8702 393.0033 393.1363 393.2693 393.4023 393.5353 393.6682 393.8012 393.9341 394.0670 394.2000 394.3328 394.4657 394.5986 394.7314 394.8643 394.9971 395.1299 395.2627 395.3955 395.5283 395.6610 395.7938 395.9265 396.0592 396.1919 396.3246 396.4572 396.5899 396.7225 396.8552 396.9878 397.1204 397.2530 397.3855 397.5181 397.6506 397.7832 397.9157 398.0482 398.1807 398.3131 398.4456 398.5780 398.7105 398.8429 398.9753 399.1077 399.2400 399.3724 399.5047 399.6371 399.7694 399.9017 400.0340 400.1663 400.2985 400.4308 400.5630 400.6952 400.8274 400.9596 401.0918 401.2239 401.3561 401.4882 401.6203 401.7525 401.8845 402.0166 402.1487 402.2807 402.4128 402.5448 402.6768 402.8088 402.9408 403.0727 403.2047 403.3366 403.4685 403.6004 403.7323 403.8642 403.9961 404.1279 404.2597 404.3916 404.5234 404.6552 404.7869 404.9187 405.0504 405.1822 405.3139 405.4456 405.5773 405.7090 405.8406 405.9723 406.1039 406.2355 406.3671 406.4987 406.6303 406.7619 406.8934 407.0250 407.1565 407.2880 407.4195 407.5510 407.6824 407.8139 407.9453 408.0767 408.2081 408.3395 408.4709 408.6023 408.7336 408.8649 408.9963 409.1276 409.2588 409.3901 409.5214 409.6526 409.7839 409.9151 410.0463 410.1775 410.3086 410.4398 410.5710 410.7021 410.8332 410.9643 411.0954 411.2265 411.3575 411.4886 411.6196 411.7506 411.8816 412.0126 412.1436 412.2745 412.4055 412.5364 412.6673 412.7982 412.9291 413.0600 413.1908 413.3217 413.4525 413.5833 413.7141 413.8449 413.9757 414.1064 414.2372 414.3679 414.4986 414.6293 414.7600 414.8906 415.0213 415.1519 415.2826 415.4132 415.5438 415.6743 415.8049 415.9355 416.0660 416.1965 416.3270 416.4575 416.5880 416.7185 416.8489 416.9793 417.1098 417.2402 417.3706 417.5009 417.6313 417.7616 417.8920 418.0223 418.1526 418.2829 418.4132 418.5434 418.6737 418.8039 418.9341 419.0643 419.1945 419.3247 419.4548 419.5850 419.7151 419.8452 419.9753 420.1054 420.2355 420.3655 420.4955 420.6256 420.7556 420.8856 421.0156 421.1455 421.2755 421.4054 421.5353 421.6652 421.7951 421.9250 422.0549 422.1847 422.3145 422.4444 422.5742 422.7040 422.8337 422.9635 423.0932 423.2230 423.3527 423.4824 423.6121 423.7417 423.8714 424.0010 424.1307 424.2603 424.3899 424.5195 424.6490 424.7786 424.9081 425.0376 425.1671 425.2966 425.4261 425.5556 425.6850 425.8145 425.9439 426.0733 426.2027 426.3321 426.4614 426.5908 426.7201 426.8494 426.9787 427.1080 427.2373 427.3665 427.4958 427.6250 427.7542 427.8834 428.0126 428.1417 428.2709 428.4000 428.5292 428.6583 428.7874 428.9164 429.0455 429.1746 429.3036 429.4326 429.5616 429.6906 429.8196 429.9485 430.0775 430.2064 430.3353 430.4642 430.5931 430.7220 430.8508 430.9797 431.1085 431.2373 431.3661 431.4949 431.6237 431.7524 431.8811 432.0099 432.1386 432.2673 432.3959 432.5246 432.6532 432.7819 432.9105 433.0391 433.1677 433.2962 433.4248 433.5533 433.6819 433.8104 433.9389 434.0674 434.1958 434.3243 434.4527 434.5811 434.7095 434.8379 434.9663 435.0947 435.2230 435.3514 435.4797 435.6080 435.7363 435.8645 435.9928 436.1210 436.2493 436.3775 436.5057 436.6338 436.7620 436.8902 437.0183 437.1464 437.2745 437.4026 437.5307 437.6588 437.7868 437.9148 438.0428 438.1708 438.2988 438.4268 438.5548 438.6827 438.8106 438.9385 439.0664 439.1943 439.3222 439.4500 439.5779 439.7057 439.8335 439.9613 440.0890 440.2168 440.3445 440.4723 440.6000 440.7277 440.8554 440.9830 441.1107 441.2383 441.3660 441.4936 441.6212 441.7487 441.8763 442.0038 442.1314 442.2589 442.3864 442.5139 442.6413 442.7688 442.8962 443.0237 443.1511 443.2785 443.4059 443.5332 443.6606 443.7879 443.9152 444.0425 444.1698 444.2971 444.4243 444.5516 444.6788 444.8060 444.9332 445.0604 445.1876 445.3147 445.4419 445.5690 445.6961 445.8232 445.9503 446.0773 446.2044 446.3314 446.4584 446.5854 446.7124 446.8393 446.9663 447.0932 447.2202 447.3471 447.4740 447.6008 447.7277 447.8545 447.9814 448.1082 448.2350 448.3618 448.4885 448.6153 448.7420 448.8688 448.9955 449.1222 449.2488 449.3755 449.5021 449.6288 449.7554 449.8820 450.0086 450.1351 450.2617 450.3882 450.5148 450.6413 450.7678 450.8942 451.0207 451.1471 451.2736 451.4000 451.5264 451.6528 451.7791 451.9055 452.0318 452.1582 452.2845 452.4108 452.5370 452.6633 452.7895 452.9158 453.0420 453.1682 453.2944 453.4205 453.5467 453.6728 453.7990 453.9251 454.0512 454.1772 454.3033 454.4293 454.5554 454.6814 454.8074 454.9334 455.0593 455.1853 455.3112 455.4371 455.5630 455.6889 455.8148 455.9407 456.0665 456.1923 456.3182 456.4439 456.5697 456.6955 456.8212 456.9470 457.0727 457.1984 457.3241 457.4498 457.5754 457.7011 457.8267 457.9523 458.0779 458.2035 458.3290 458.4546 458.5801 458.7056 458.8311 458.9566 459.0821 459.2076 459.3330 459.4584 459.5838 459.7092 459.8346 459.9600 460.0853 460.2106 460.3360 460.4613 460.5865 460.7118 460.8371 460.9623 461.0875 461.2127 461.3379 461.4631 461.5882 461.7134 461.8385 461.9636 462.0887 462.2138 462.3389 462.4639 462.5889 462.7140 462.8390 462.9640 463.0889 463.2139 463.3388 463.4637 463.5886 463.7135 463.8384 463.9633 464.0881 464.2130 464.3378 464.4626 464.5873 464.7121 464.8369 464.9616 465.0863 465.2110 465.3357 465.4604 465.5850 465.7097 465.8343 465.9589 466.0835 466.2081 466.3326 466.4572 466.5817 466.7062 466.8307 466.9552 467.0797 467.2041 467.3286 467.4530 467.5774 467.7018 467.8262 467.9505 468.0749 468.1992 468.3235 468.4478 468.5721 468.6963 468.8206 468.9448 469.0690 469.1932 469.3174 469.4416 469.5657 469.6899 469.8140 469.9381 470.0622 470.1862 470.3103 470.4343 470.5584 470.6824 470.8064 470.9303 471.0543 471.1782 471.3022 471.4261 471.5500 471.6739 471.7977 471.9216 472.0454 472.1692 472.2930 472.4168 472.5406 472.6643 472.7881 472.9118 473.0355 473.1592 473.2829 473.4065 473.5302 473.6538 473.7774 473.9010 474.0246 474.1481 474.2717 474.3952 474.5187 474.6422 474.7657 474.8892 475.0126 475.1361 475.2595 475.3829 475.5063 475.6296 475.7530 475.8763 475.9997 476.1230 476.2462 476.3695 476.4928 476.6160 476.7392 476.8625 476.9857 477.1088 477.2320 477.3551 477.4783 477.6014 477.7245 477.8476 477.9706 478.0937 478.2167 478.3397 478.4627 478.5857 478.7087 478.8316 478.9546 479.0775 479.2004 479.3233 479.4461 479.5690 479.6918 479.8147 479.9375 480.0603 480.1830 480.3058 480.4285 480.5513 480.6740 480.7967 480.9194 481.0420 481.1647 481.2873 481.4099 481.5325 481.6551 481.7776 481.9002 482.0227 482.1452 482.2677 482.3902 482.5127 482.6351 482.7576 482.8800 483.0024 483.1248 483.2472 483.3695 483.4918 483.6142 483.7365 483.8588 483.9810 484.1033 484.2255 484.3478 484.4700 484.5922 484.7143 484.8365 484.9586 485.0808 485.2029 485.3250 485.4470 485.5691 485.6911 485.8132 485.9352 486.0572 486.1792 486.3011 486.4231 486.5450 486.6669 486.7888 486.9107 487.0326 487.1544 487.2762 487.3981 487.5199 487.6416 487.7634 487.8852 488.0069 488.1286 488.2503 488.3720 488.4937 488.6153 488.7370 488.8586 488.9802 489.1018 489.2233 489.3449 489.4664 489.5879 489.7094 489.8309 489.9524 490.0739 490.1953 490.3167 490.4381 490.5595 490.6809 490.8022 490.9236 491.0449 491.1662 491.2875 491.4088 491.5300 491.6513 491.7725 491.8937 492.0149 492.1361 492.2572 492.3784 492.4995 492.6206 492.7417 492.8628 492.9838 493.1049 493.2259 493.3469 493.4679 493.5889 493.7099 493.8308 493.9517 494.0726 494.1935 494.3144 494.4353 494.5561 494.6769 494.7977 494.9185 495.0393 495.1601 495.2808 495.4016 495.5223 495.6430 495.7636 495.8843 496.0049 496.1256 496.2462 496.3668 496.4874 496.6079 496.7285 496.8490 496.9695 497.0900 497.2105 497.3309 497.4514 497.5718 497.6922 497.8126 497.9330 498.0534 498.1737 498.2940 498.4143 498.5346 498.6549 498.7752 498.8954 499.0156 499.1359 499.2560 499.3762 499.4964 499.6165 499.7367 499.8568 499.9769 500.0969 500.2170 500.3370 500.4571 500.5771 500.6971 500.8170 500.9370 501.0569 501.1769 501.2968 501.4167 501.5365 501.6564 501.7762 501.8961 502.0159 502.1357 502.2554 502.3752 502.4949 502.6147 502.7344 502.8541 502.9737 503.0934 503.2130 503.3326 503.4522 503.5718 503.6914 503.8110 503.9305 504.0500 504.1695 504.2890 504.4085 504.5279 504.6474 504.7668 504.8862 505.0056 505.1249 505.2443 505.3636 505.4829 505.6022 505.7215 505.8408 505.9600 506.0793 506.1985 506.3177 506.4369 506.5560 506.6752 506.7943 506.9134 507.0325 507.1516 507.2706 507.3897 507.5087 507.6277 507.7467 507.8657 507.9847 508.1036 508.2225 508.3414 508.4603 508.5792 508.6981 508.8169 508.9357 509.0545 509.1733 509.2921 509.4108 509.5296 509.6483 509.7670 509.8857 510.0044 510.1230 510.2416 510.3603 510.4789 510.5974 510.7160 510.8346 510.9531 511.0716 511.1901 511.3086 511.4270 511.5455 511.6639 511.7823 511.9007 512.0191 512.1375 512.2558 512.3741 512.4924 512.6107 512.7290 512.8473 512.9655 513.0837 513.2019 513.3201 513.4383 513.5564 513.6746 513.7927 513.9108 514.0289 514.1469 514.2650 514.3830 514.5010 514.6190 514.7370 514.8550 514.9729 515.0908 515.2088 515.3267 515.4445 515.5624 515.6802 515.7981 515.9159 516.0336 516.1514 516.2692 516.3869 516.5046 516.6223 516.7400 516.8577 516.9753 517.0930 517.2106 517.3282 517.4458 517.5633 517.6809 517.7984 517.9159 518.0334 518.1509 518.2683 518.3858 518.5032 518.6206 518.7380 518.8554 518.9727 519.0901 519.2074 519.3247 519.4420 519.5592 519.6765 519.7937 519.9109 520.0281 520.1453 520.2625 520.3796 520.4967 520.6138 520.7309 520.8480 520.9651 521.0821 521.1991 521.3161 521.4331 521.5501 521.6670 521.7840 521.9009 522.0178 522.1346 522.2515 522.3683 522.4852 522.6020 522.7188 522.8356 522.9523 523.0690 523.1858 523.3025 523.4192 523.5358 523.6525 523.7691 523.8857 524.0023 524.1189 524.2355 524.3520 524.4685 524.5850 524.7015 524.8180 524.9345 525.0509 525.1673 525.2837 525.4001 525.5165 525.6328 525.7492 525.8655 525.9818 526.0981 526.2143 526.3306 526.4468 526.5630 526.6792 526.7954 526.9115 527.0276 527.1438 527.2599 527.3760 527.4920 527.6081 527.7241 527.8401 527.9561 528.0721 528.1880 528.3040 528.4199 528.5358 528.6517 528.7676 528.8834 528.9993 529.1151 529.2309 529.3467 529.4624 529.5782 529.6939 529.8096 529.9253 530.0410 530.1566 530.2723 530.3879 530.5035 530.6191 530.7346 530.8502 530.9657 531.0812 531.1967 531.3122 531.4277 531.5431 531.6585 531.7739 531.8893 532.0047 532.1201 532.2354 532.3507 532.4660 532.5813 532.6966 532.8118 532.9270 533.0422 533.1574 533.2726 533.3878 533.5029 533.6180 533.7331 533.8482 533.9633 534.0783 534.1933 534.3083 534.4233 534.5383 534.6533 534.7682 534.8831 534.9980 535.1129 535.2278 535.3426 535.4575 535.5723 535.6871 535.8019 535.9166 536.0314 536.1461 536.2608 536.3755 536.4902 536.6048 536.7194 536.8341 536.9487 537.0632 537.1778 537.2923 537.4069 537.5214 537.6359 537.7503 537.8648 537.9792 538.0937 538.2081 538.3224 538.4368 538.5512 538.6655 538.7798 538.8941 539.0084 539.1226 539.2369 539.3511 539.4653 539.5795 539.6937 539.8078 539.9219 540.0361 540.1501 540.2642 540.3783 540.4923 540.6064 540.7204 540.8343 540.9483 541.0623 541.1762 541.2901
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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: Stray light correction method: 0=no stray light correction, 1=simple method, 2=uncorrected matrix method, 3=corrected matrix method
Column 51: Estimated average residual stray light level [%] (for methods 1 and 3 this is before the subtraction of the signal at no-input pixel)
Column 52: 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 53: 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 54: 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 55: 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 56: 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 57: 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 58: 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 59: Wavelength change fitting result index: 0,1,2=no error or warning, 3=warning, -1 or >3=error
Column 60: Normalized rms of fitting residuals in wavelength change retrieval weighted with independent instrumental uncertainty, -9=fitting not successful or no fitting done
Column 61: Number of pixels included in wavelength change retrieval, -9=no wavelength change determination
Column 62: Number of pixels not included in wavelength correction, -9=no wavelength correction
Column 63: Mean wavelength correction applied [%], -9=no wavelength correction
Column 64: Standard deviation of wavelength correction applied [%], -9=no wavelength correction
Column 65: Minimum wavelength correction applied [%], -9=no wavelength correction
Column 66: Maximum wavelength correction applied [%], -9=no wavelength correction
Column 67: Expected wavelength shift based on effective temperature [nm], -9=no effective temperature given
Column 68: Retrieved wavelength change, order 0, -9=no wavelength change determination
Column 69: Retrieved wavelength change, order 1, -9=no wavelength change determination
Column 70: Spectrometer control temperature [°C], 999=no temperature signal
Column 71: Auxiliary spectrometer temperature [°C], 999=no temperature signal
Column 72: Temperature in head sensor [°C], 999=no temperature signal
Column 73: Temperature at electronics board 1 [°C], 999=no temperature signal
Column 74: Temperature at electronics board 2 [°C], 999=no temperature signal
Column 75: Humidity in head sensor [%], -9=no humidity signal
Column 76: Pressure in head sensor [hPa], -9=no pressure signal
Column 77: Scale factor for data and uncertainties, to obtain unscaled output divide them by this number
Column 78: Indicator for uncertainty and atmospheric variability (see manual for exact meaning)
Column 79: L1 data type, data are... 1=corrected count rate [s-1], 2=radiance [W/m2/nm/sr], 3=irradiance [W/m2/nm]
Columns 80-2127: L1 data for each pixel, 0 is NOT a 'true' zero if the corresponding value in the uncertainty is -2, -3 or -4
Columns 2128-4175: 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 4176-6223: 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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1446 1597 1503 303 1687 1153 1369 1877 650 1947 2154 2545 2294 986 511 1325 1167 835 1604 1668 1601 293 1713 2211 2148 950 2097 2023 1257 1583 1715 2277 1019 614 1664 1119 822 1408 702 861 43 805 158 682 1016 330 691 1865 1839 2345 3390 1328 679 871 1254 286 1467 275 1583 1297 2325 2873 2132 1384 1899 1979 675 2345 1058 2349 1745 1747 1821 1506 1719 1257 1798 680 1087 2416 1262 2500 1605 2577 1782 1743 1075 1837 1891 2028 1187 1408 2234 850 2297 1653 2093 709 1559 48 1294 1577 1118 1089 1446 2409 1985 683 2338 1490 524 2591 1967 2968 2135 2403 3574 1298 2671 863 989 1535 1655 2503 1297 2174 1666 1986 1829 2891 1886 1600 2974 606 1524 1155 1547 2224 2814 535 1809 2363 1195 2487 1883 1106 1425 1830 2428 1077 1250 1825 3315 2480 2665 2775 3097 1488 1683 1054 1456 1598 2765 1746 1441 1396 1892 1598 1360 1670 1782 1722 1236 2256 1969 2165 2987 1524 2543 2073 1730 1615 1873 1499 2291 2428 2649 2467 2234 224 1574 2184 3046 2672 4277 1847 2950 2638 2144 1551 3731 2398 1926 2646 2461 2827 2289 1573 1637 2881 2365 2066 1362 3270 2077 1918 3522 2251 2184 2695 2498 2687 2807 1934 1675 1889 2993 3785 961 2843 3300 2223 2643 2778 1533 2050 721 52 1945 2522 1933 3036 3149 2385 1643 2223 2243 2344 1825 2434 1022 3840 2754 2700 569 1353 1856 991 2462 2135 2506 1264 1064 1651 1811 1333 925 317 632 1336 1548 2620 1547 622 2308 2598 3455 3188 16 2375 3253 1877 3823 3744 1683 2502 1777 2902 2397 4527 3356 3610 2884 3849 3096 2881 2283 1802 4120 2509 3443 2435 1962 1054 1263 2478 2330 2885 1661 2442 3275 3561 2120 1757 3351 2273 2903 1899 2224 1652 1873 1631 1869 1638 1307 2336 1172 1795 2008 1437 1186 1138 2475 2031 1829 1717 1935 1548 2041 862 2259 2770 2487 31 1924 2567 1237 985 1052 1569 1776 3011 4366 2079 2025 2455 2363 1706 1206 1665 2443 2360 2865 1272 1223 2780 2171 1564 2138 4413 1509 1234 2859 2309 3057 1598 3278 2036 2112 2546 3089 2616 1745 3465 3029 3381 2406 2687 2149 3801 3943 3118 1997 2382 2391 1921 2502 2213 1584 2786 876 1106 141 47 1687 926 1191 3117 1618 2804 2564 2224 3537 1522 2366 50 2816 1910 2873 3500 2559 3308 2586 2561 2596 1419 916 1427 1367 795 912 148 2460 419 3286 2699 2694 1741 2647 1954 4135 3175 3024 4034 3146 3779 3602 3610 4376 4844 3248 3194 4498 3072 4216 3510 3587 3377 3280 5260 4032 4073 3388 3722 2553 4088 3714 4688 4348 4628 2907 3037 4174 4270 4387 3621 4130 2108 3761 2959 2581 5147 4517 4149 3477 5307 4238 3468 3365 3028 4172 3790 3807 3869 4185 2908 3693 3138 2826 4123 3983 2900 2997 3872 2724 2869 4586 2685 3407 4518 3890 3534 3324 4416 4783 2953 3100 3596 3027 3661 4361 4813 4131 4365 4459 3623 2660 2552 2424 3414 1978 2366 2333 4116 3194 3330 3633 4456 3271 4522 5106 4552 4516 2733 2905 3621 4021 3975 4462 4001 4345 4080 3492 4179 3789 3486 3907 3750 3804 3245 4134 4717 5386 3686 3567 3909 4699 5453 3910 5050 4324 4784 4020 4311 4044 3623 3410 2953 3898 4122 3998 2902 4794 4488 3778 4790 3273 3985 3826 3034 3835 3685 4614 3640 3574 4177 2801 2134 3894 4550 3266 3443 4109 3993 3575 3274 3476 2492 4475 4982 4880 3611 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103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 3292 3067 3059 3003 2752 111 2427 2647 2576 2486 2418 2168 2187 1975 2129 1281 1965 1896 1816 1632 1697 1688 1486 1626 1588 1091 1386 1445 1469 1345 1210 1071 1222 1249 1090 1173 1154 997 1017 955 43 915 911 915 774 888 897 36 703 858 34 715 750 692 33 737 31 684 30 611 28 674 633 643 27 625 451 26 626 535 615 25 170 25 335 24 24 566 362 429 23 472 507 269 510 22 272 21 505 324 463 20 20 20 353 434 20 19 19 416 19 453 394 18 300 393 323 18 18 344 354 17 17 17 17 17 17 17 16 16 16 16 16 325 371 207 329 15 353 262 123 15 15 15 15 299 15 319 14 14 163 260 14 14 329 14 14 251 14 295 283 13 13 265 194 13 13 126 13 13 13 269 13 158 224 13 13 149 259 12 12 12 243 232 12 12 12 258 271 242 290 12 12 12 279 275 12 269 110 200 251 12 274 226 12 247 188 195 260 200 189 11 11 11 11 215 11 234 233 235 11 266 190 11 216 223 270 11 210 11 244 248 153 253 246 11 77 155 229 268 231 209 252 307 198 230 226 169 255 239 228 270 246 197 261 207 249 230 214 232 255 10 251 244 255 242 250 251 246 10 247 187 182 253 194 226 241 253 225 214 247 154 231 10 236 243 246 238 232 245 230 10 243 250 245 245 252 242 254 251 241 241 252 243 251 253 249 241 236 252 242 254 240 251 243 248 250 236 246 243 228 245 239 247 256 244 247 250 257 255 255 253 247 247 241 239 240 248 246 245 255 251 258 254 254 255 257 258 258 255 252 253 251 254 243 248 249 246 250 252 249 249 251 254 258 258 258 257 261 262 257 258 255 253 252 247 246 249 248 247 251 246 248 252 252 250 259 254 254 253 253 254 253 253 252 253 248 248 250 246 249 250 251 251 253 252 254 253 250 257 254 257 255 251 249 248 247 249 251 249 247 246 245 245 248 248 248 249 248 260 247 251 253 253 253 252 253 252 251 252 254 253 255 255 255 254 251 251 253 253 252 254 253 252 253 252 256 256 255 257 255 253 255 256 257 256 255 255 255 253 253 250 247 246 247 245 249 252 252 255 257 257 259 259 256 259 254 254 253 257 256 258 259 260 261 260 257 256 257 255 259 258 261 259 259 261 260 262 259 260 257 258 261 259 263 264 267 266 266 267 267 267 267 266 265 266 265 266 268 269 267 269 265 266 266 265 268 272 271 275 272 275 274 274 278 277 279 278 280 281 280 281 283 280 280 281 282 281 284 283 284 285 287 284 283 284 279 282 282 287 290 290 287 289 287 284 287 286 287 289 291 297 297 300 302 307 306 307 310 311 308 309 307 306 307 312 310 310 313 317 314 317 319 319 320 321 328 331 332 336 333 334 333 334 335 339 346 347 349 352 350 351 345 350 353 357 359 368 368 371 374 375 376 383 383 382 385 388 390 392 394 396 402 405 408 406 413 409 414 422 421 426 432 431 437 443 443 450 454 459 467 464 475 479 480 482 483 483 489 487 494 513 521 527 537 541 532 539 545 552 567 570 585 579 608 607 616 597 608 626 628 651 667 678 668 677 700 710 711 715 718 741 768 803 819 821 804 865 883 910 929 1041 943 985 978 1033 1058 1055 1085 1088 1159 1168 1241 1259 1290 1321 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238 240 234 242 241 237 240 242 243 248 248 247 241 247 245 245 245 244 248 249 248 243 247 244 245 248 250 252 248 250 250 256 260 264 268 268 267 269 269 269 270 269 270 271 352 277 280 283 286 288 287 287 285 284 285 290 296 301 304 301 301 304 309 318 326 326 324 318 311 303 300 304 311 324 337 348 357 361 368 371 374 376 373 366 357 353 353 359 373 392 411 431 440 437 424 406 392 395 402 407 413 425 440 461 481 491 493 486 477 472 474 480 487 485 474 462 452 445 439 434 431 444 471 496 516 531 544 559 573 580 579 578 570 552 533 516 510 523 545 568 590 618 644 664 681 684 690 701 707 708 696 681 668 662 657 641 621 603 603 616 632 642 656 680 709 742 770 782 786 791 792 793 780 757 728 692 676 678 677 683 680 678 685 703 725 744 751 745 741 750 755 761 756 748 745 743 728 703 685 679 689 709 728 748 765 770 759 754 761 773 797 812 806 776 728 684 670 690 722 738 725 695 667 653 662 694 727 750 747 733 729 732 755 779 785 795 792 776 761 754 758 780 806 824 826 818 806 791 781 776 777 781 782 768 761 758 772 803 822 822 813 804 794 798 819 829 827 821 813 801 791 779 738 693 665 658 676 710 743 775 796 804 810 812 808 801 785 759 754 768 783 796 810 816 823 826 812 783 753 744 756 779 801 805 796 793 802 806 798 784 764 762 770 772 780 801 825 858 882 884 878 874 862 849 841 819 801 805 825 849 865 858 833 798 771 762 777 809 842 858 866 871 874 886 899 899 897 902 903 906 913 916 916 914 905 890 880 874 873 880 887 895 897 875 843 813 778 769 780 786 810 840 850 838 810 767 739 723 715 727 739 766 820 864 894 920 935 948 968 978 967 948 921 893 875 856 849 855 864 892 921 917 891 868 855 870 909 960 1000 1024 1031 1004 958 922 902 920 958 989 1021 1036 1038 1023 998 974 956 957 975 1008 1052 1083 1109 1123 1137 1150 1157 1151 1144 1141 1136 1132 1130 1138 1152 1166 1185 1177 1155 1139 1121 1125 1142 1151 1152 1141 1137 1160 1203 1239 1256 1260 1257 1273 1300 1319 1326 1303 1257 1214 1185 1185 1221 1280 1344 1402 1429 1430 1386 1308 1242 1207 1238 1313 1372 1408 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403 19 19 19 390 18 18 18 18 18 18 17 17 17 17 305 17 361 16 16 283 16 16 16 16 310 15 15 15 15 15 15 15 15 159 14 14 14 14 14 295 280 312 14 206 13 13 13 13 13 13 263 13 281 13 13 13 218 12 12 298 12 12 12 12 203 12 217 243 12 219 12 12 12 12 11 11 11 11 11 11 11 11 11 238 11 11 11 193 195 246 11 11 246 246 186 264 11 11 224 274 268 226 264 231 254 237 244 257 258 242 260 249 252 268 265 262 10 266 261 263 259 259 266 262 266 253 268 258 256 261 269 271 263 268 259 274 277 279 281 281 280 280 282 282 285 284 284 286 404 287 290 293 293 297 294 297 295 294 293 298 301 305 306 306 306 307 311 317 322 322 321 316 312 308 305 308 312 320 330 337 343 345 351 353 354 356 352 348 342 341 340 343 354 368 380 393 398 399 388 377 368 369 376 379 384 389 401 416 430 438 437 431 425 420 424 427 432 432 423 415 410 403 399 395 392 402 420 436 451 462 470 478 490 496 495 495 489 477 465 453 449 457 474 490 505 525 542 557 568 570 574 581 586 588 578 568 559 557 553 541 528 516 515 523 535 541 550 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103.00 103.00 103.00 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 1734 1701 88 1840 81 1635 1205 1489 1562 772 1505 65 1145 61 1349 57 1187 1061 951 1120 783 1102 47 1036 744 867 664 910 887 39 794 37 809 640 713 655 658 32 364 692 390 647 29 544 528 587 522 296 437 442 516 407 529 23 468 23 450 417 262 460 20 447 391 432 19 435 319 378 411 303 424 18 405 17 364 17 250 326 266 331 16 344 303 350 296 320 281 257 317 268 324 14 313 174 269 286 14 231 168 311 198 294 225 273 13 285 13 171 249 220 258 12 247 12 256 12 253 225 239 258 11 253 11 259 236 253 233 215 226 219 235 123 236 153 222 205 222 163 181 204 10 226 10 234 185 220 167 221 211 215 220 171 220 161 225 176 214 204 206 198 198 213 181 210 183 204 203 211 208 205 210 193 215 205 213 197 206 209 213 214 211 214 209 219 215 220 214 216 214 212 217 215 220 215 219 221 223 225 226 228 227 227 227 229 227 230 228 232 232 231 230 230 231 231 236 238 240 238 239 242 246 254 259 265 266 267 268 268 269 269 271 272 276 280 286 290 295 299 301 302 301 300 297 300 306 316 325 327 324 324 328 335 349 357 361 357 350 339 329 324 327 338 354 372 387 398 404 412 419 423 426 421 414 402 395 391 398 414 434 456 478 489 484 469 450 436 440 452 458 467 478 494 516 534 543 540 531 517 509 512 519 529 532 524 512 503 495 485 478 473 485 509 532 552 563 574 588 604 612 613 615 609 593 577 561 558 570 592 616 639 665 688 704 717 717 720 728 734 737 727 714 704 699 695 683 666 651 650 659 671 677 686 706 732 763 790 801 807 812 813 816 806 786 760 725 711 711 714 720 720 715 720 734 751 768 772 763 758 765 770 776 773 766 765 763 750 728 712 707 719 737 754 772 787 791 778 771 776 787 812 827 821 789 741 695 681 705 741 758 745 715 686 674 686 718 753 775 771 754 746 750 773 797 803 811 810 791 778 770 774 797 826 847 849 843 832 816 803 797 798 802 800 786 778 774 789 821 842 842 832 822 812 817 838 851 850 843 835 824 816 803 761 714 686 678 697 731 766 798 819 828 835 837 831 826 807 781 775 790 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238 242 246 251 254 256 258 259 260 261 259 261 264 266 269 267 264 263 264 268 273 280 282 279 280 286 297 310 325 333 337 339 341 341 341 342 342 343 346 354 364 371 379 384 387 389 388 384 383 386 397 411 423 425 415 411 414 426 446 460 464 459 448 434 416 407 407 421 444 466 487 500 508 521 532 538 542 537 526 508 495 484 487 507 531 556 582 594 586 569 545 531 539 556 564 574 587 604 626 645 650 641 625 606 595 597 606 620 628 623 611 600 588 575 565 557 567 592 613 632 642 651 664 683 694 696 699 695 679 664 648 643 657 680 706 731 757 780 795 804 801 802 808 814 817 807 794 784 781 778 766 749 734 733 741 750 749 756 774 799 831 860 871 875 879 881 885 876 856 830 793 776 777 780 789 788 782 782 795 811 826 828 816 809 815 820 825 822 814 813 812 800 777 762 758 770 787 804 820 834 836 821 812 815 827 852 867 860 827 775 726 712 737 775 793 780 747 718 706 720 753 789 810 803 786 774 776 800 824 829 838 835 816 800 793 797 821 851 872 876 870 858 840 826 818 817 821 818 804 793 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185 183 188 188 192 193 198 194 196 195 197 196 196 195 193 199 199 201 202 203 206 209 211 211 210 207 207 206 209 211 212 212 213 217 221 226 229 231 232 233 234 235 234 236 239 241 243 243 239 237 238 242 247 252 254 252 252 258 267 281 293 301 305 308 309 308 309 309 308 308 310 317 325 332 338 343 345 348 346 343 342 345 355 366 377 377 368 363 363 373 390 402 406 403 394 382 367 358 356 367 386 405 421 432 439 450 461 467 471 467 458 441 429 418 419 434 454 474 495 505 498 483 466 454 463 478 486 494 505 517 534 548 551 542 526 510 500 502 510 524 532 530 522 514 503 492 483 475 482 500 517 531 538 544 555 570 580 583 587 584 573 561 550 547 558 577 598 618 640 657 666 673 669 668 674 679 682 674 665 659 657 655 647 634 624 623 628 634 634 636 650 671 697 720 729 732 736 738 742 736 720 700 671 657 658 662 671 671 665 665 674 687 698 700 689 683 687 691 697 695 689 689 689 679 661 650 648 657 672 687 699 710 712 698 691 693 704 725 739 732 704 660 618 607 630 664 680 668 641 617 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647 681 697 686 658 633 623 636 666 698 716 710 693 682 684 705 726 731 738 736 719 706 699 703 724 752 772 777 772 761 745 732 725 724 728 725 711 703 699 712 742 761 760 751 741 732 737 756 767 767 761 754 744 737 726 689 647 621 612 630 659 690 719 739 745 752 753 747 742 725 702 695 708 722 736 750 754 763 766 752 726 697 687 699 720 741 745 737 734 743 746 738 725 706 703 711 712 721 741 763 795 819 820 813 810 799 787 779 759 743 748 766 790 805 799 774 739 712 703 719 748 779 796 803 808 813 823 835 834 833 838 839 842 849 851 853 850 841 827 816 811 810 817 823 832 834 811 782 754 719 712 721 728 750 779 790 779 750 709 682 666 658 669 681 708 759 802 831 855 871 883 902 912 901 881 856 829 812 793 787 792 801 828 856 853 827 804 792 807 845 894 933 956 964 938 891 856 837 855 891 923 951 968 971 956 933 908 890 891 908 941 983 1014 1038 1053 1067 1077 1084 1078 1071 1066 1062 1059 1058 1064 1077 1092 1110 1104 1083 1064 1047 1050 1066 1077 1078 1065 1063 1084 1126 1161 1178 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81.86 82.47 80.75 76.50 79.71 71.36 75.94 73.13 75.57 73.40 82.40 82.03 76.66 82.25 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 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1934 1884 1845 1595 1623 1609 1622 1034 1499 1369 1408 1272 1327 1261 1195 1262 1150 840 1044 1083 1052 993 877 822 841 928 849 792 829 657 738 693 648 627 656 642 597 644 644 578 433 632 27 519 541 492 489 500 465 472 341 445 22 474 467 478 293 463 390 432 433 419 430 370 344 19 407 19 261 395 368 166 357 314 371 291 361 336 17 273 354 313 306 190 314 16 328 254 15 15 262 290 272 321 276 246 236 287 14 217 157 300 272 13 13 220 265 13 249 134 265 13 13 213 210 251 268 247 236 241 242 226 201 235 183 196 11 218 231 227 228 130 210 228 192 222 229 193 192 224 195 229 202 227 223 220 220 213 198 188 208 10 216 214 212 219 219 210 229 235 233 236 229 230 239 235 237 233 229 236 241 241 244 240 245 250 251 252 247 247 243 245 247 248 250 249 248 253 255 258 261 262 262 261 263 263 262 264 264 266 267 267 263 263 262 263 268 271 273 269 269 272 281 290 298 304 306 307 308 307 307 307 306 305 306 306 316 320 325 328 329 330 329 327 326 328 337 345 351 351 342 338 338 345 359 369 372 369 363 353 341 333 331 339 352 367 379 388 393 403 411 416 420 417 409 396 385 376 376 387 402 418 435 442 437 425 411 403 411 424 430 437 446 456 469 479 480 471 458 443 435 438 446 458 467 467 462 455 446 437 429 421 427 442 455 466 471 475 484 497 506 509 514 512 503 494 485 483 492 508 527 544 562 576 584 588 584 582 587 592 595 589 583 578 578 578 572 562 554 554 559 563 561 563 575 593 616 636 644 648 652 654 659 654 642 625 599 588 590 595 604 605 601 600 608 620 631 632 623 617 621 626 631 630 626 626 627 619 603 594 594 603 618 630 643 653 655 643 636 639 649 669 683 678 652 611 572 562 586 620 636 626 601 578 570 583 613 642 660 654 638 630 630 650 671 676 684 682 666 654 648 652 674 701 722 727 723 713 699 686 681 680 684 682 670 662 660 673 703 723 722 715 705 697 703 723 735 736 731 725 716 710 701 664 622 597 589 607 638 671 701 721 729 736 737 732 727 709 686 680 694 709 724 739 745 755 759 745 719 689 680 692 715 739 744 736 734 744 747 740 727 707 704 714 716 725 747 772 806 832 834 826 824 813 800 793 773 756 763 784 810 827 821 795 758 729 720 738 771 805 823 831 838 842 855 868 867 867 873 874 879 887 891 893 891 882 868 857 852 853 861 869 880 884 859 828 798 760 753 764 774 800 834 848 836 805 759 728 711 703 715 730 760 818 868 901 930 949 962 984 997 985 962 934 904 884 864 857 864 875 908 940 937 909 882 869 885 930 988 1034 1062 1070 1040 986 945 924 945 988 1026 1061 1081 1084 1069 1041 1012 991 992 1014 1053 1103 1140 1168 1187 1204 1218 1226 1220 1211 1206 1202 1199 1198 1206 1224 1242 1264 1258 1233 1212 1192 1196 1216 1231 1232 1217 1214 1242 1293 1335 1358 1362 1359 1376 1410 1433 1440 1413 1357 1305 1269 1269 1315 1385 1465 1536 1571 1572 1518 1422 1339 1298 1335 1428 1501 1546 1565 1554 1531 1479 1387 1313 1301 1379 1505 1610 1659 1643 1584 1517 1464 1449 1512 1616 1758 1903 1966 1944 1901 1864 1858 1903 1963 1987 1992 2032 2071 2115 2205 2283 2358 2430 2480 2533 2601 2671 2737 2784 2773 2745 2697 2664 2698 2748 2786 2814 2808 2791 2841 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171 173 176 177 178 176 174 173 173 176 177 179 178 179 183 186 190 193 195 196 197 198 199 198 199 202 204 205 205 202 199 200 203 207 212 214 211 211 216 225 236 247 254 257 259 260 259 260 259 259 258 259 265 271 276 281 285 287 288 287 285 284 287 295 304 312 312 304 299 299 306 321 331 334 332 325 315 302 294 293 301 316 331 344 352 358 367 376 381 384 382 374 361 350 341 341 352 368 383 400 407 402 391 376 368 376 388 394 401 410 418 431 442 443 435 423 409 401 403 410 421 429 428 422 415 406 398 390 383 388 403 415 425 430 435 443 456 463 466 470 468 460 451 443 440 448 463 480 496 513 526 533 537 534 533 537 541 543 539 532 526 525 524 518 509 501 501 505 509 507 509 520 535 556 573 581 584 587 588 592 587 576 560 537 527 527 531 538 539 534 534 540 550 559 560 551 545 549 552 556 554 550 549 550 543 529 520 519 527 540 551 561 569 570 560 553 555 563 580 591 586 564 528 495 486 505 532 545 536 515 495 488 499 523 547 563 557 544 536 536 552 569 572 578 576 563 553 548 551 569 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188 182 189 175 192 183 192 185 192 187 189 190 187 193 191 197 196 202 201 204 204 204 205 203 204 201 204 205 209 208 211 212 215 220 220 222 219 217 215 216 219 222 224 223 225 228 234 239 245 247 249 250 251 252 250 253 256 259 261 261 256 253 254 258 264 269 273 268 270 276 288 304 319 328 331 336 336 336 336 335 333 334 335 342 351 358 366 370 373 374 373 370 368 373 383 396 406 406 394 388 387 398 418 431 436 432 424 409 393 381 379 389 410 430 448 460 467 480 491 499 503 500 489 471 457 444 443 458 479 500 523 533 525 510 491 480 490 507 515 525 536 548 565 579 581 569 553 534 522 525 535 550 560 560 551 543 531 519 509 500 506 525 542 555 562 568 579 596 607 610 615 613 601 590 578 575 586 606 629 651 673 690 700 705 701 699 705 710 713 706 697 690 688 688 679 667 657 656 661 666 663 666 681 702 729 753 763 767 771 773 778 772 756 735 704 690 691 696 706 707 700 700 709 722 734 735 723 716 720 725 731 729 724 724 724 714 695 683 681 692 708 723 737 748 750 735 726 730 741 763 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233 244 239 243 251 229 250 230 245 236 241 240 238 241 241 251 239 253 235 252 241 235 239 210 242 238 252 240 253 243 249 246 251 256 244 254 240 249 234 241 243 247 249 246 247 242 249 238 246 242 246 251 245 249 250 255 252 258 246 252 250 241 241 242 248 246 249 245 247 239 245 243 235 234 238 244 237 249 240 248 246 248 250 245 250 244 246 236 247 243 244 250 247 251 248 254 251 256 251 254 254 255 250 248 249 247 252 249 252 247 250 248 243 247 246 249 248 254 250 254 255 254 257 254 256 251 252 246 248 246 244 249 246 247 242 246 247 251 247 248 247 247 250 245 251 245 248 246 249 241 244 241 245 250 245 249 248 250 246 250 246 246 250 250 253 245 245 236 239 238 244 246 242 242 234 237 235 245 245 248 245 247 245 238 246 244 248 247 250 247 243 245 246 247 249 253 254 255 251 250 247 250 248 247 250 245 248 243 247 250 253 252 249 249 248 253 247 254 255 252 255 253 253 246 247 237 239 235 241 243 246 249 249 255 249 256 251 255 252 250 247 248 253 253 257 251 259 259 257 249 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