File name: Pandora248s1_TurlockCA_20251210_L1_smca1c3d20230531p1-8.txt
File generation date: 20251211T075932.0Z
Data description: Level 1 file (corrected signals)
Data file version: smca1c3d20230531p1-8
Local principal investigator: Wing To
Network principal investigator: Alexander Cede
Instrument type: Pandora
Instrument number: 248
Spectrometer number: 1
Processing software version used: BlickP v1.8.75
Instrument operation file used: Pandora248_OF_v2d20221012.txt
Instrument calibration file used: Pandora248s1_CF_v3d20230531.txt
Level 0 file used: Pandora248s1_TurlockCA_20251210_L0.txt
Full location name: California State University, Stanislaus
Short location name: TurlockCA
Country of location: United States
Location latitude [deg]: 37.5230
Location longitude [deg]: -120.8550
Location altitude [m]: 45
Local noon date: 20251210
Notes on s-number (L1 configuration): Corrections NOT applied although requested by the s-number are latency correction, matrix method stray light correction (replaced by simple method)
Data caveats: None
Nominal wavelengths [nm]: 277.3080 277.4516 277.5952 277.7388 277.8823 278.0259 278.1694 278.3130 278.4565 278.6000 278.7435 278.8870 279.0305 279.1739 279.3174 279.4608 279.6043 279.7477 279.8911 280.0345 280.1778 280.3212 280.4646 280.6079 280.7512 280.8945 281.0379 281.1811 281.3244 281.4677 281.6109 281.7542 281.8974 282.0406 282.1838 282.3270 282.4702 282.6134 282.7565 282.8997 283.0428 283.1859 283.3290 283.4721 283.6152 283.7583 283.9013 284.0443 284.1874 284.3304 284.4734 284.6164 284.7594 284.9023 285.0453 285.1882 285.3311 285.4741 285.6170 285.7599 285.9027 286.0456 286.1884 286.3313 286.4741 286.6169 286.7597 286.9025 287.0453 287.1880 287.3308 287.4735 287.6162 287.7589 287.9016 288.0443 288.1870 288.3297 288.4723 288.6149 288.7575 288.9002 289.0427 289.1853 289.3279 289.4705 289.6130 289.7555 289.8980 290.0405 290.1830 290.3255 290.4680 290.6104 290.7529 290.8953 291.0377 291.1801 291.3225 291.4649 291.6072 291.7496 291.8919 292.0342 292.1765 292.3188 292.4611 292.6034 292.7456 292.8879 293.0301 293.1723 293.3145 293.4567 293.5989 293.7411 293.8832 294.0254 294.1675 294.3096 294.4517 294.5938 294.7359 294.8779 295.0200 295.1620 295.3040 295.4460 295.5880 295.7300 295.8720 296.0140 296.1559 296.2978 296.4397 296.5817 296.7235 296.8654 297.0073 297.1491 297.2910 297.4328 297.5746 297.7164 297.8582 298.0000 298.1418 298.2835 298.4253 298.5670 298.7087 298.8504 298.9921 299.1337 299.2754 299.4171 299.5587 299.7003 299.8419 299.9835 300.1251 300.2667 300.4082 300.5498 300.6913 300.8328 300.9743 301.1158 301.2573 301.3988 301.5402 301.6817 301.8231 301.9645 302.1059 302.2473 302.3887 302.5300 302.6714 302.8127 302.9540 303.0953 303.2366 303.3779 303.5192 303.6605 303.8017 303.9429 304.0842 304.2254 304.3666 304.5078 304.6489 304.7901 304.9312 305.0724 305.2135 305.3546 305.4957 305.6368 305.7778 305.9189 306.0599 306.2010 306.3420 306.4830 306.6240 306.7650 306.9059 307.0469 307.1878 307.3287 307.4697 307.6106 307.7515 307.8923 308.0332 308.1740 308.3149 308.4557 308.5965 308.7373 308.8781 309.0189 309.1597 309.3004 309.4411 309.5819 309.7226 309.8633 310.0040 310.1446 310.2853 310.4259 310.5666 310.7072 310.8478 310.9884 311.1290 311.2696 311.4101 311.5507 311.6912 311.8317 311.9723 312.1127 312.2532 312.3937 312.5342 312.6746 312.8150 312.9555 313.0959 313.2363 313.3767 313.5170 313.6574 313.7977 313.9381 314.0784 314.2187 314.3590 314.4993 314.6396 314.7798 314.9201 315.0603 315.2005 315.3407 315.4809 315.6211 315.7613 315.9014 316.0416 316.1817 316.3218 316.4619 316.6020 316.7421 316.8822 317.0223 317.1623 317.3023 317.4424 317.5824 317.7224 317.8623 318.0023 318.1423 318.2822 318.4222 318.5621 318.7020 318.8419 318.9818 319.1216 319.2615 319.4014 319.5412 319.6810 319.8208 319.9606 320.1004 320.2402 320.3799 320.5197 320.6594 320.7992 320.9389 321.0786 321.2183 321.3579 321.4976 321.6372 321.7769 321.9165 322.0561 322.1957 322.3353 322.4749 322.6144 322.7540 322.8935 323.0331 323.1726 323.3121 323.4516 323.5910 323.7305 323.8700 324.0094 324.1488 324.2882 324.4276 324.5670 324.7064 324.8458 324.9851 325.1245 325.2638 325.4031 325.5424 325.6817 325.8210 325.9603 326.0995 326.2388 326.3780 326.5172 326.6564 326.7956 326.9348 327.0740 327.2131 327.3523 327.4914 327.6305 327.7696 327.9087 328.0478 328.1869 328.3259 328.4650 328.6040 328.7430 328.8821 329.0211 329.1600 329.2990 329.4380 329.5769 329.7159 329.8548 329.9937 330.1326 330.2715 330.4104 330.5492 330.6881 330.8269 330.9657 331.1046 331.2434 331.3821 331.5209 331.6597 331.7984 331.9372 332.0759 332.2146 332.3533 332.4920 332.6307 332.7694 332.9080 333.0467 333.1853 333.3239 333.4625 333.6011 333.7397 333.8783 334.0168 334.1554 334.2939 334.4324 334.5709 334.7094 334.8479 334.9864 335.1248 335.2633 335.4017 335.5401 335.6786 335.8170 335.9553 336.0937 336.2321 336.3704 336.5088 336.6471 336.7854 336.9237 337.0620 337.2003 337.3385 337.4768 337.6150 337.7532 337.8914 338.0297 338.1678 338.3060 338.4442 338.5823 338.7205 338.8586 338.9967 339.1348 339.2729 339.4110 339.5491 339.6871 339.8252 339.9632 340.1012 340.2392 340.3772 340.5152 340.6531 340.7911 340.9290 341.0670 341.2049 341.3428 341.4807 341.6186 341.7564 341.8943 342.0321 342.1700 342.3078 342.4456 342.5834 342.7212 342.8590 342.9967 343.1345 343.2722 343.4099 343.5476 343.6853 343.8230 343.9607 344.0983 344.2360 344.3736 344.5112 344.6489 344.7865 344.9240 345.0616 345.1992 345.3367 345.4743 345.6118 345.7493 345.8868 346.0243 346.1618 346.2992 346.4367 346.5741 346.7115 346.8489 346.9863 347.1237 347.2611 347.3985 347.5358 347.6731 347.8105 347.9478 348.0851 348.2224 348.3596 348.4969 348.6342 348.7714 348.9086 349.0458 349.1830 349.3202 349.4574 349.5946 349.7317 349.8688 350.0060 350.1431 350.2802 350.4173 350.5543 350.6914 350.8285 350.9655 351.1025 351.2395 351.3765 351.5135 351.6505 351.7875 351.9244 352.0613 352.1983 352.3352 352.4721 352.6090 352.7458 352.8827 353.0196 353.1564 353.2932 353.4300 353.5668 353.7036 353.8404 353.9771 354.1139 354.2506 354.3873 354.5241 354.6608 354.7974 354.9341 355.0708 355.2074 355.3441 355.4807 355.6173 355.7539 355.8905 356.0270 356.1636 356.3001 356.4367 356.5732 356.7097 356.8462 356.9827 357.1191 357.2556 357.3920 357.5285 357.6649 357.8013 357.9377 358.0741 358.2104 358.3468 358.4831 358.6195 358.7558 358.8921 359.0284 359.1647 359.3009 359.4372 359.5734 359.7096 359.8458 359.9821 360.1182 360.2544 360.3906 360.5267 360.6629 360.7990 360.9351 361.0712 361.2073 361.3434 361.4794 361.6155 361.7515 361.8875 362.0235 362.1595 362.2955 362.4315 362.5674 362.7034 362.8393 362.9752 363.1111 363.2470 363.3829 363.5187 363.6546 363.7904 363.9263 364.0621 364.1979 364.3337 364.4694 364.6052 364.7410 364.8767 365.0124 365.1481 365.2838 365.4195 365.5552 365.6908 365.8265 365.9621 366.0977 366.2333 366.3689 366.5045 366.6401 366.7756 366.9112 367.0467 367.1822 367.3177 367.4532 367.5887 367.7241 367.8596 367.9950 368.1304 368.2658 368.4012 368.5366 368.6720 368.8073 368.9427 369.0780 369.2133 369.3486 369.4839 369.6192 369.7544 369.8897 370.0249 370.1602 370.2954 370.4306 370.5657 370.7009 370.8361 370.9712 371.1063 371.2415 371.3766 371.5117 371.6467 371.7818 371.9169 372.0519 372.1869 372.3219 372.4569 372.5919 372.7269 372.8618 372.9968 373.1317 373.2666 373.4015 373.5364 373.6713 373.8062 373.9410 374.0758 374.2107 374.3455 374.4803 374.6151 374.7498 374.8846 375.0193 375.1541 375.2888 375.4235 375.5582 375.6928 375.8275 375.9622 376.0968 376.2314 376.3660 376.5006 376.6352 376.7698 376.9043 377.0389 377.1734 377.3079 377.4424 377.5769 377.7114 377.8458 377.9803 378.1147 378.2491 378.3835 378.5179 378.6523 378.7867 378.9210 379.0554 379.1897 379.3240 379.4583 379.5926 379.7268 379.8611 379.9953 380.1296 380.2638 380.3980 380.5322 380.6664 380.8005 380.9347 381.0688 381.2029 381.3370 381.4711 381.6052 381.7393 381.8733 382.0073 382.1414 382.2754 382.4094 382.5434 382.6773 382.8113 382.9452 383.0792 383.2131 383.3470 383.4809 383.6147 383.7486 383.8824 384.0163 384.1501 384.2839 384.4177 384.5515 384.6852 384.8190 384.9527 385.0864 385.2201 385.3538 385.4875 385.6212 385.7548 385.8885 386.0221 386.1557 386.2893 386.4229 386.5564 386.6900 386.8235 386.9571 387.0906 387.2241 387.3576 387.4910 387.6245 387.7579 387.8914 388.0248 388.1582 388.2916 388.4249 388.5583 388.6916 388.8250 388.9583 389.0916 389.2249 389.3582 389.4914 389.6247 389.7579 389.8911 390.0243 390.1575 390.2907 390.4239 390.5570 390.6902 390.8233 390.9564 391.0895 391.2226 391.3556 391.4887 391.6217 391.7547 391.8877 392.0207 392.1537 392.2867 392.4196 392.5526 392.6855 392.8184 392.9513 393.0842 393.2171 393.3499 393.4828 393.6156 393.7484 393.8812 394.0140 394.1468 394.2795 394.4122 394.5450 394.6777 394.8104 394.9431 395.0757 395.2084 395.3410 395.4737 395.6063 395.7389 395.8715 396.0040 396.1366 396.2691 396.4017 396.5342 396.6667 396.7992 396.9316 397.0641 397.1965 397.3290 397.4614 397.5938 397.7262 397.8586 397.9909 398.1233 398.2556 398.3879 398.5202 398.6525 398.7848 398.9170 399.0493 399.1815 399.3137 399.4459 399.5781 399.7103 399.8424 399.9746 400.1067 400.2388 400.3709 400.5030 400.6351 400.7671 400.8992 401.0312 401.1632 401.2952 401.4272 401.5592 401.6911 401.8231 401.9550 402.0869 402.2188 402.3507 402.4826 402.6144 402.7463 402.8781 403.0099 403.1417 403.2735 403.4053 403.5370 403.6688 403.8005 403.9322 404.0639 404.1956 404.3273 404.4589 404.5906 404.7222 404.8538 404.9854 405.1170 405.2486 405.3801 405.5117 405.6432 405.7747 405.9062 406.0377 406.1691 406.3006 406.4320 406.5634 406.6949 406.8263 406.9576 407.0890 407.2204 407.3517 407.4830 407.6143 407.7456 407.8769 408.0082 408.1394 408.2706 408.4019 408.5331 408.6643 408.7954 408.9266 409.0577 409.1889 409.3200 409.4511 409.5822 409.7133 409.8443 409.9754 410.1064 410.2374 410.3684 410.4994 410.6304 410.7613 410.8923 411.0232 411.1541 411.2850 411.4159 411.5468 411.6777 411.8085 411.9393 412.0701 412.2009 412.3317 412.4625 412.5932 412.7240 412.8547 412.9854 413.1161 413.2468 413.3775 413.5081 413.6387 413.7694 413.9000 414.0306 414.1612 414.2917 414.4223 414.5528 414.6833 414.8138 414.9443 415.0748 415.2053 415.3357 415.4661 415.5966 415.7270 415.8573 415.9877 416.1181 416.2484 416.3787 416.5091 416.6394 416.7696 416.8999 417.0302 417.1604 417.2906 417.4209 417.5511 417.6812 417.8114 417.9416 418.0717 418.2018 418.3319 418.4620 418.5921 418.7222 418.8522 418.9822 419.1123 419.2423 419.3723 419.5022 419.6322 419.7621 419.8921 420.0220 420.1519 420.2818 420.4117 420.5415 420.6714 420.8012 420.9310 421.0608 421.1906 421.3203 421.4501 421.5798 421.7096 421.8393 421.9690 422.0987 422.2283 422.3580 422.4876 422.6172 422.7468 422.8764 423.0060 423.1356 423.2651 423.3946 423.5242 423.6537 423.7831 423.9126 424.0421 424.1715 424.3009 424.4304 424.5598 424.6891 424.8185 424.9479 425.0772 425.2065 425.3358 425.4651 425.5944 425.7237 425.8529 425.9822 426.1114 426.2406 426.3698 426.4990 426.6281 426.7573 426.8864 427.0155 427.1446 427.2737 427.4028 427.5318 427.6609 427.7899 427.9189 428.0479 428.1769 428.3058 428.4348 428.5637 428.6927 428.8216 428.9505 429.0793 429.2082 429.3370 429.4659 429.5947 429.7235 429.8523 429.9811 430.1098 430.2386 430.3673 430.4960 430.6247 430.7534 430.8820 431.0107 431.1393 431.2680 431.3966 431.5252 431.6537 431.7823 431.9109 432.0394 432.1679 432.2964 432.4249 432.5534 432.6818 432.8103 432.9387 433.0671 433.1955 433.3239 433.4523 433.5806 433.7090 433.8373 433.9656 434.0939 434.2222 434.3504 434.4787 434.6069 434.7351 434.8633 434.9915 435.1197 435.2478 435.3760 435.5041 435.6322 435.7603 435.8884 436.0165 436.1445 436.2726 436.4006 436.5286 436.6566 436.7846 436.9125 437.0405 437.1684 437.2963 437.4242 437.5521 437.6800 437.8078 437.9357 438.0635 438.1913 438.3191 438.4469 438.5747 438.7024 438.8302 438.9579 439.0856 439.2133 439.3410 439.4686 439.5963 439.7239 439.8515 439.9791 440.1067 440.2343 440.3618 440.4894 440.6169 440.7444 440.8719 440.9994 441.1268 441.2543 441.3817 441.5091 441.6365 441.7639 441.8913 442.0187 442.1460 442.2733 442.4006 442.5279 442.6552 442.7825 442.9097 443.0370 443.1642 443.2914 443.4186 443.5458 443.6729 443.8001 443.9272 444.0543 444.1814 444.3085 444.4356 444.5626 444.6897 444.8167 444.9437 445.0707 445.1977 445.3246 445.4516 445.5785 445.7054 445.8323 445.9592 446.0861 446.2129 446.3398 446.4666 446.5934 446.7202 446.8470 446.9738 447.1005 447.2272 447.3540 447.4807 447.6073 447.7340 447.8607 447.9873 448.1139 448.2406 448.3672 448.4937 448.6203 448.7469 448.8734 448.9999 449.1264 449.2529 449.3794 449.5058 449.6323 449.7587 449.8851 450.0115 450.1379 450.2643 450.3906 450.5170 450.6433 450.7696 450.8959 451.0221 451.1484 451.2746 451.4009 451.5271 451.6533 451.7795 451.9056 452.0318 452.1579 452.2840 452.4102 452.5362 452.6623 452.7884 452.9144 453.0404 453.1665 453.2925 453.4184 453.5444 453.6704 453.7963 453.9222 454.0481 454.1740 454.2999 454.4257 454.5516 454.6774 454.8032 454.9290 455.0548 455.1806 455.3063 455.4321 455.5578 455.6835 455.8092 455.9348 456.0605 456.1861 456.3118 456.4374 456.5630 456.6886 456.8141 456.9397 457.0652 457.1907 457.3162 457.4417 457.5672 457.6927 457.8181 457.9435 458.0689 458.1943 458.3197 458.4451 458.5704 458.6957 458.8211 458.9464 459.0717 459.1969 459.3222 459.4474 459.5726 459.6978 459.8230 459.9482 460.0734 460.1985 460.3237 460.4488 460.5739 460.6990 460.8240 460.9491 461.0741 461.1991 461.3241 461.4491 461.5741 461.6991 461.8240 461.9489 462.0738 462.1987 462.3236 462.4485 462.5733 462.6982 462.8230 462.9478 463.0726 463.1973 463.3221 463.4468 463.5716 463.6963 463.8210 463.9456 464.0703 464.1949 464.3196 464.4442 464.5688 464.6934 464.8179 464.9425 465.0670 465.1915 465.3161 465.4405 465.5650 465.6895 465.8139 465.9383 466.0627 466.1871 466.3115 466.4359 466.5602 466.6846 466.8089 466.9332 467.0575 467.1817 467.3060 467.4302 467.5544 467.6786 467.8028 467.9270 468.0512 468.1753 468.2994 468.4235 468.5476 468.6717 468.7958 468.9198 469.0439 469.1679 469.2919 469.4159 469.5398 469.6638 469.7877 469.9116 470.0355 470.1594 470.2833 470.4072 470.5310 470.6548 470.7786 470.9024 471.0262 471.1500 471.2737 471.3974 471.5212 471.6449 471.7685 471.8922 472.0159 472.1395 472.2631 472.3867 472.5103 472.6339 472.7574 472.8810 473.0045 473.1280 473.2515 473.3750 473.4984 473.6219 473.7453 473.8687 473.9921 474.1155 474.2388 474.3622 474.4855 474.6088 474.7321 474.8554 474.9787 475.1019 475.2252 475.3484 475.4716 475.5948 475.7180 475.8411 475.9643 476.0874 476.2105 476.3336 476.4567 476.5797 476.7028 476.8258 476.9488 477.0718 477.1948 477.3178 477.4407 477.5636 477.6865 477.8094 477.9323 478.0552 478.1781 478.3009 478.4237 478.5465 478.6693 478.7921 478.9148 479.0376 479.1603 479.2830 479.4057 479.5284 479.6510 479.7737 479.8963 480.0189 480.1415 480.2641 480.3866 480.5092 480.6317 480.7542 480.8767 480.9992 481.1217 481.2441 481.3665 481.4890 481.6114 481.7337 481.8561 481.9785 482.1008 482.2231 482.3454 482.4677 482.5900 482.7122 482.8345 482.9567 483.0789 483.2011 483.3233 483.4454 483.5676 483.6897 483.8118 483.9339 484.0560 484.1780 484.3001 484.4221 484.5441 484.6661 484.7881 484.9101 485.0320 485.1539 485.2758 485.3977 485.5196 485.6415 485.7633 485.8852 486.0070 486.1288 486.2506 486.3723 486.4941 486.6158 486.7376 486.8593 486.9809 487.1026 487.2243 487.3459 487.4675 487.5891 487.7107 487.8323 487.9539 488.0754 488.1969 488.3184 488.4399 488.5614 488.6828 488.8043 488.9257 489.0471 489.1685 489.2899 489.4113 489.5326 489.6539 489.7752 489.8965 490.0178 490.1391 490.2603 490.3816 490.5028 490.6240 490.7451 490.8663 490.9875 491.1086 491.2297 491.3508 491.4719 491.5929 491.7140 491.8350 491.9560 492.0770 492.1980 492.3190 492.4400 492.5609 492.6818 492.8027 492.9236 493.0445 493.1653 493.2862 493.4070 493.5278 493.6486 493.7693 493.8901 494.0108 494.1315 494.2523 494.3729 494.4936 494.6143 494.7349 494.8555 494.9761 495.0967 495.2173 495.3379 495.4584 495.5789 495.6994 495.8199 495.9404 496.0609 496.1813 496.3017 496.4221 496.5425 496.6629 496.7833 496.9036 497.0239 497.1442 497.2645 497.3848 497.5051 497.6253 497.7456 497.8658 497.9860 498.1061 498.2263 498.3464 498.4666 498.5867 498.7068 498.8269 498.9469 499.0670 499.1870 499.3070 499.4270 499.5470 499.6670 499.7869 499.9068 500.0267 500.1466 500.2665 500.3864 500.5062 500.6261 500.7459 500.8657 500.9855 501.1052 501.2250 501.3447 501.4644 501.5841 501.7038 501.8235 501.9431 502.0628 502.1824 502.3020 502.4216 502.5411 502.6607 502.7802 502.8997 503.0192 503.1387 503.2582 503.3777 503.4971 503.6165 503.7359 503.8553 503.9747 504.0940 504.2134 504.3327 504.4520 504.5713 504.6905 504.8098 504.9290 505.0482 505.1674 505.2866 505.4058 505.5250 505.6441 505.7632 505.8823 506.0014 506.1205 506.2395 506.3586 506.4776 506.5966 506.7156 506.8346 506.9535 507.0724 507.1914 507.3103 507.4292 507.5480 507.6669 507.7857 507.9045 508.0234 508.1421 508.2609 508.3797 508.4984 508.6171 508.7358 508.8545 508.9732 509.0919 509.2105 509.3291 509.4477 509.5663 509.6849 509.8034 509.9220 510.0405 510.1590 510.2775 510.3960 510.5144 510.6329 510.7513 510.8697 510.9881 511.1065 511.2248 511.3432 511.4615 511.5798 511.6981 511.8164 511.9346 512.0529 512.1711 512.2893 512.4075 512.5257 512.6438 512.7620 512.8801 512.9982 513.1163 513.2344 513.3524 513.4705 513.5885 513.7065 513.8245 513.9425 514.0604 514.1784 514.2963 514.4142 514.5321 514.6500 514.7678 514.8857 515.0035 515.1213 515.2391 515.3569 515.4746 515.5924 515.7101 515.8278 515.9455 516.0632 516.1808 516.2985 516.4161 516.5337 516.6513 516.7689 516.8864 517.0040 517.1215 517.2390 517.3565 517.4740 517.5914 517.7089 517.8263 517.9437 518.0611 518.1785 518.2958 518.4132 518.5305 518.6478 518.7651 518.8824 518.9996 519.1169 519.2341 519.3513 519.4685 519.5856 519.7028 519.8199 519.9371 520.0542 520.1713 520.2883 520.4054 520.5224 520.6395 520.7565 520.8735 520.9904 521.1074 521.2243 521.3412 521.4582 521.5750 521.6919 521.8088 521.9256 522.0424 522.1592 522.2760 522.3928 522.5095 522.6263 522.7430 522.8597 522.9764 523.0931 523.2097 523.3264 523.4430 523.5596 523.6762 523.7927 523.9093 524.0258 524.1423 524.2588 524.3753 524.4918 524.6082 524.7247 524.8411 524.9575 525.0739 525.1902 525.3066 525.4229 525.5392 525.6555 525.7718 525.8881 526.0043 526.1206 526.2368 526.3530 526.4692 526.5853 526.7015 526.8176 526.9337 527.0498 527.1659 527.2819 527.3980 527.5140 527.6300 527.7460 527.8620 527.9780 528.0939 528.2098 528.3257 528.4416 528.5575 528.6733 528.7892 528.9050 529.0208 529.1366 529.2524 529.3681 529.4839 529.5996 529.7153 529.8310 529.9466 530.0623 530.1779 530.2935 530.4091 530.5247 530.6403 530.7558 530.8713 530.9869 531.1023 531.2178 531.3333 531.4487 531.5642 531.6796 531.7950 531.9103 532.0257 532.1410 532.2563 532.3716 532.4869 532.6022 532.7174 532.8327 532.9479 533.0631 533.1783 533.2934 533.4086 533.5237 533.6388 533.7539 533.8690 533.9840 534.0991 534.2141 534.3291 534.4441 534.5591 534.6740 534.7890 534.9039 535.0188 535.1336 535.2485 535.3634 535.4782 535.5930 535.7078 535.8226 535.9373 536.0520 536.1668 536.2815 536.3962 536.5108 536.6255 536.7401 536.8547 536.9693 537.0839 537.1984 537.3130 537.4275 537.5420 537.6565 537.7709 537.8854 537.9998 538.1142 538.2286 538.3430 538.4574 538.5717 538.6860 538.8003 538.9146 539.0289 539.1431 539.2573 539.3716 539.4857 539.5999 539.7141 539.8282 539.9423 540.0564 540.1705 540.2846 540.3986 540.5126 540.6266 540.7406 540.8546 540.9685 541.0824 541.1964 541.3102 541.4241 541.5380 541.6518 541.7656 541.8794 541.9932 542.1069 542.2207 542.3344 542.4481 542.5618 542.6754
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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 20251210T075718.2Z 9475.331461 2 1 56.01 3 4000.000 14 1 0 1 1 0.00 2 0.00 2 -1.00 379 1 10 0 0 24.81 854 -9 -9 1011 7.245e+02 1.633e+00 7.255e+02 -9.000e+00 -1 2.201e+02 2.201e+02 -4.611e-11 2.203e+02 1.454e+00 0 0 0 0 0.00e+00 4.468e+03 -9.000e+00 4.315e+02 -9.000e+00 -1.804e+02 -9.000e+00 2.383e+02 -9.000e+00 5.835e+02 -9.000e+00 1 117.27 -3.00 -1.00 -3.00 -3.00 -3.00 -1.00 -3.00 15 -9.000e+00 1777 -9 -9.00 -9.00 -9.00 -9.00 0.00437 0.00000e+00 0.00000e+00 33.50 20.00 24.81 13.68 8.5 914.01 3.277e+10 8 3 0 0 0 0 0 -32 42 -178 5 227 -52 21 -88 27 -55 -163 24 28 -42 24 -97 -3 55 -53 -27 -65 -145 -120 12 19 -25 41 -55 -13 -92 -48 -178 55 -32 -74 47 -7 6 -3 -69 22 -23 27 7 -14 -21 -12 49 -53 53 53 -59 -5 -92 -16 -27 307 -11 -79 -91 12 54 18 15 36 -45 25 133 33 42 28 32 -42 33 54 2 24 -67 28 -35 -18 -49 6 6 65 -31 40 -93 -17 65 -27 7 25 29 39 -40 -39 -19 -50 25 -2 12 -17 -42 -92 7 -52 -80 24 -137 -52 58 46 -24 43 -53 33 -86 -38 -130 22 11 -29 -10 -36 -18 -21 -12 13 -55 -20 -31 23 -86 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-29.30 55.40 70.19 8.08 63.84 -375.11 1.39 32.52 10.58 -27.34 -44.03 70.42 -128.43 54.15 53.82 -4.44 28.75 -23.14 50.44 -42.25 -1.63 -49.01 36.14 44.14 -1.06 -1.74 -7.66 35.74 -24.44 -80.96 25.92 -52.19 -40.64 -55.74 -39.94 -18.61 -8.84 67.89 6.63 16.52 25.89 24.60 -75.07 21.36 46.38 20.80 32.26 20.59 59.90 -6.74 56.27 28.18 21.94 37.28 -2.38 59.01 -160.14 -5.54 40.69 39.59 56.32 3.29 67.01 22.55 39.27 -27.47 37.12 65.98 31.02 56.22 21.63 43.51 -4.91 -247.07 38.74 27.67 22.64 37.33 -29.55 -115.46 31.23 46.46 -25.39 19.52 20.78 39.22 -8.09 66.46 53.73 11.93 27.82 -60.47 -55.65 -67.37 33.37 -47.87 23.97 -60.86 33.39 -17.96 -130.98 30.65 42.52 62.61 12.73 -47.47 69.69 13.85 32.72 38.03 -116.99 46.67 -206.64 7.52 -535.89 17.03 -105.42 6.30 10.01 35.20 16.26 29.53 -1.90 -65.15 -0.83 47.78 -43.25 -644.75 9.90 34.39 -36.98 47.53 10.61 -13.82 44.07 42.37 -8.93 36.12 -153.20 -23.35 14.08 41.77 17.39 35.12 17.74 -49.30 -42.44 -60.32 39.81 42.93 70.14 29.78 -97.62 -54.93 -10.98 44.26 -103.56 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103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 103.00 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 -2 20 20 20 20 20 20 19 19 19 18 18 18 18 18 19 18 18 18 17 17 17 16 16 16 16 15 15 15 15 15 14 15 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 14 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 13 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 12 11 12 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 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 11 10 10 10 11 11 10 11 10 10 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 11 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99 70 105 37 71 64 17 -10 98 70 73 122 64 -98 110 50 17 90 92 85 94 80 129 154 90 89 102 19 24 115 23 59 92 106 114 81 154 106 59 59 81 59 146 98 76 91 63 -9 46 69 68 38 60 20 126 96 132 28 93 54 162 162 101 98 102 79 96 74 109 117 129 126 96 136 52 106 87 113 121 74 36 51 4 56 28 37 51 38 25 67 52 53 38 118 73 73 64 94 123 53 61 75 160 62 116 119 79 79 65 70 -16 42 20 -63 27 147 137 61 88 140 19 128 152 87 98 143 124 115 142 160 152 145 100 139 163 155 137 162 122 129 72 199 90 185 149 105 141 186 85 179 137 161 95 134 143 127 113 153 24 46 109 98 164 152 111 167 174 129 133 146 124 82 151 107 120 96 165 100 109 112 138 100 128 135 173 118 94 107 175 124 147 152 169 83 168 152 149 99 170 152 168 134 172 150 178 161 166 177 139 121 109 126 108 131 142 167 102 133 122 145 178 93 144 114 156 159 128 178 237 172 134 209 153 158 167 106 123 128 161 170 182 136 146 182 179 115 141 166 161 203 159 166 155 2026 156 49 164 6485 195 150 163 209 187 395 53 186 147 151 151 141 186 139 94 113 182 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278 216 254 215 252 242 207 259 190 217 205 219 242 204 264 187 235 231 172 227 237 150 226 234 194 292 240 250 200 254 156 261 203 194 179 222 186 212 182 230 237 294 247 254 249 197 274 170 173 179 185 236 194 204 194 208 178 180 175 181 258 199 178 200 197 219 193 232 247 207 183 226 207 229 217 218 245 227 252 174 237 245 181 233 230 186 252 186 226 237 290 170 206 259 197 179 217 203 196 220 188 257 216 259 208 250 243 220 148 203 227 219 207 266 214 187 217 211 223 248 205 210 251 180 234 221 250 200 221 165 151 222 199 256 229 270 209 256 266 179 183 216 246 173 275 225 193 249 270 244 236 220 224 254 161 248 259 209 209 206 231 218 243 260 204 214 176 142 211 249 256 240 256 194 280 307 244 291 251 235 123 192 258 247 279 257 276 225 179 200 248 198 200 202 227 105 205 219 232 212 253 233 257 262 244 228 266 218 219 218 221 179 198 235 198 273 196 232 221 229 195 174 187 198 243 231 196 261 230 260 246 246 165 253 298 233 258 239 156 315 244 200 251 236 220 267 284 234 205 219 214 198 210 204 218 261 191 218 264 266 214 235 183 283 192 233 259 194 244 246 234 187 178 260 214 227 195 169 176 172 208 191 186 148 212 163 163 137 176 173 202 229 208 178 194 203 204 185 208 218 160 272 200 249 149 181 188 217 144 242 227 218 254 225 264 176 193 180 245 213 207 218 298 229 208 165 130 149 251 191 -981 167 198 153 157 176 178 133 195 217 251 155 205 189 248 206 177 198 143 259 195 253 256 237 150 178 231 212 139 224 195 233 194 223 172 203 171 234 296 293 179 196 135 238 207 121 148 129 273 185 234 197 189 235 216 187 234 201 229 183 149 224 122 206 230 230 202 231 139 163 226 218 146 145 195 208 156 260 190 163 191 158 94 200 211 216 179 206 134 83 234 195 223 48 99 114 204 224 131 137 188 148 53 152 201 97 164 123 193 122 165 193 200 178 134 195 178 230 153 129 179 134 169 811 199 186 203 212 200 184 138 181 180 140 134 209 165 202 179 156 1133 189 170 138 168 200 115 240 141 114 229 150 157 183 156 181 224 182 156 140 226 115 171 162 219 210 100 131 230 165 118 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566 680 675 651 634 617 637 463 476 429 463 557 572 674 664 568 558 449 397 460 504 619 675 738 714 661 635 592 655 637 661 619 647 683 645 709 662 717 772 794 767 773 890 855 847 831 824 725 703 691 673 666 653 666 621 592 516 643 693 774 774 796 751 737 737 797 725 625 597 617 605 609 559 524 544 477 490 447 401 387 468 417 448 482 403 276 512 437 465 593 626 673 689 677 692 724 644 627 667 525 504 571 485 580 667 682 704 676 687 607 537 582 592 637 665 657 597 593 613 525 582 585 562 544 622 642 744 737 787 693 764 713 815 784 758 720 731 728 812 814 844 877 879 895 843 807 696 764 701 710 686 630 548 472 380 343 272 293 331 372 404 520 552 572 586 701 685 722 762 802 859 813 779 807 887 811 807 732 659 595 508 438 326 335 323 273 437 609 708 727 809 892 789 918 957 925 893 1000 963 1021 1068 1100 1074 1063 1030 1025 1069 1086 1118 1086 1077 1017 965 1079 1042 1163 1136 1080 1121 1187 1082 1138 1165 1171 1112 1139 1153 1177 1138 1154 989 947 1004 966 1086 1143 1141 1188 1204 1080 1040 1028 979 971 1093 1084 1123 1121 1122 1037 1017 1034 1086 1015 1044 1028 1041 1010 1045 1069 1115 1050 1099 1086 1108 1010 1095 1076 1142 1110 1151 1149 1172 1171 1252 1237 1241 1202 1156 1176 1122 1054 1003 936 942 933 992 1061 1054 1128 1094 1178 1188 1143 1197 1216 1238 1226 1186 1206 1282 1213 1186 1242 1181 1165 1120 1069 1105 1092 1170 1228 1266 1219 1203 1195 1174 1103 1148 1176 1187 1243 1201 1193 1188 2979 1153 1106 1206 8629 1275 1283 1287 1300 1246 1446 1074 1203 1138 1119 1115 1128 1149 1171 1121 1124 1160 1138 1176 1091 1183 1117 1157 1229 1166 1225 1201 1146 1121 1143 1087 1109 1194 1172 1203 1251 1212 1248 1232 1243 1208 1193 1223 1149 1140 1191 1227 1210 1085 1061 987 1049 1084 1138 1207 1185 1157 1175 1128 1119 1156 1148 1182 1175 1172 1168 1167 1152 1122 1142 1138 1086 1169 1172 1162 1132 1053 1127 1178 1213 1211 1248 1207 1116 1018 1026 972 1047 1098 1090 1191 1206 1167 1123 1190 1067 1081 1017 1007 1001 1043 1111 1042 1024 1012 983 867 842 801 833 858 846 842 794 819 772 917 1012 1065 1185 1303 1280 1304 1288 1151 1158 1092 1030 1081 1194 1296 1225 1315 1352 1238 1196 1036 1026 1000 1010 929 1082 1230 1286 1227 1285 1242 1193 1183 1117 1214 1264 1241 1335 1271 1334 1342 1332 1381 1331 1325 1338 1234 1325 1249 1247 1216 1254 1250 1246 1156 1058 1113 1090 1126 1151 1226 1262 1240 1219 1248 1355 1234 1293 1250 1134 1196 1159 1203 1194 1174 1221 1300 1346 1322 1316 1327 1358 1305 1305 1385 1355 1387 1303 1355 1318 1372 1294 1384 1365 1264 1371 1271 1294 1319 1412 1362 1369 1404 1292 1361 1385 1403 1404 1406 1348 1329 1334 1306 1293 1240 1269 1278 1283 1292 1303 1374 1324 1371 1375 1400 1390 1490 1468 1470 1474 1474 1378 1394 1366 1427 1403 1499 1433 1304 1411 1410 1391 1457 1346 1460 1436 1436 1384 1430 1396 1497 1568 1539 1610 1519 1539 1494 1540 1511 1416 1476 1454 1458 1425 1437 1495 1446 1426 1326 1390 1373 1309 1334 1369 1300 1373 1410 1409 1513 1522 1490 1480 1516 1424 1450 1421 1374 1359 1427 1376 1447 1396 1425 1480 1535 1505 1541 1546 1450 1534 1416 1480 1441 1460 1529 1449 1496 1410 1457 1472 1409 1377 1350 1419 1357 1374 1390 1413 1468 1400 1471 1438 1420 1407 1402 1380 1398 1385 1446 1435 1395 1459 1394 1459 1509 1428 1452 1475 1405 1453 1417 1464 1471 1515 1420 1455 1512 1452 1430 1487 1436 1404 1474 1443 1510 1439 1491 1411 1457 1489 1431 1379 1427 1443 1421 1383 1472 1406 1401 1474 1439 1479 1489 1457 1486 1506 1462 1499 1427 1449 1371 1341 1307 1320 1423 1432 1488 1488 1474 1442 1468 1464 1372 1385 1456 1443 1400 1490 1438 1401 1419 1452 1444 1462 1443 1453 1420 1375 1408 1398 1337 1372 1357 1383 1375 1444 1435 1401 1464 1350 1385 1418 1509 1481 1495 1531 1462 1545 1536 1465 1457 1407 1407 1331 1380 1462 1425 1465 1468 1487 1450 1384 1435 1459 1428 1413 1426 1431 1327 1437 1406 1422 1390 1425 1398 1431 1443 1424 1352 1403 1344 1367 1354 1363 1319 1389 1425 1414 1457 1392 1411 1416 1414 1389 1392 1356 1343 1360 1387 1343 1424 1387 1397 1426 1410 1348 1425 1465 1356 1426 1411 1347 1487 1398 1320 1384 1367 1346 1418 1450 1417 1371 1412 1407 1379 1376 1392 1378 1394 1317 1401 1416 1459 1389 1371 1351 1425 1377 1428 1401 1350 1357 1351 1370 1359 1326 1374 1394 1364 1317 1366 1307 1318 1268 1268 1206 1126 1097 1056 1047 1011 1102 1172 1272 1303 1254 1230 1255 1257 1252 1285 1311 1362 1305 1397 1378 1410 1275 1327 1291 1308 1202 1269 1242 1291 1354 1381 1466 1381 1418 1347 1389 1349 1387 1418 1420 1425 1351 1310 1246 1297 1405 1343 203 1301 1317 1224 1232 1222 1256 1227 1323 1349 1381 1390 1413 1342 1391 1355 1279 1306 1273 1335 1292 1371 1426 1402 1357 1357 1378 1410 1327 1426 1414 1403 1340 1353 1215 1288 1301 1367 1420 1441 1373 1389 1324 1367 1313 1205 1319 1280 1388 1377 1351 1359 1289 1353 1303 1208 1254 1227 1276 1251 1263 1310 1253 1274 1344 1300 1345 1303 1256 1266 1302 1256 1177 1141 1213 1240 1140 1259 1203 1181 1215 1138 1078 1167 1187 1162 1140 1173 1081 1099 1230 1208 1203 1039 1108 1118 1198 1213 1133 1189 1184 1123 964 1074 1092 1013 1073 1067 1170 1126 1125 1143 1171 1151 1099 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1585 1554 1406 1392 1466 1546 1686 1739 1843 1925 1933 1911 1940 1994 1972 1854 1815 1916 1779 1797 1875 1889 1910 1960 1836 1772 1708 1678 1647 1697 1764 1705 1682 1704 1748 1897 1978 1965 1939 1911 2037 1958 2006 1955 1822 1657 1580 1545 1634 1715 1828 2041 2107 2134 1998 1743 1575 1386 1445 1537 1745 1811 1788 1737 1694 1643 1352 1240 1185 1235 1431 1598 1706 1683 1559 1422 1266 1151 1242 1348 1609 1816 1979 1896 1765 1687 1578 1681 1679 1736 1726 1679 1733 1727 1841 1847 1991 2073 2131 2093 2107 2264 2283 2270 2204 2082 1962 1871 1806 1777 1771 1764 1741 1602 1568 1535 1675 1839 2034 1995 2031 2022 1999 1997 2006 1899 1732 1644 1596 1541 1558 1484 1430 1402 1301 1246 1189 1104 1135 1211 1167 1173 1203 1176 996 1222 1195 1317 1572 1654 1797 1788 1767 1778 1803 1769 1710 1693 1513 1417 1473 1409 1577 1753 1834 1853 1755 1745 1598 1511 1521 1647 1703 1773 1708 1610 1598 1593 1529 1585 1564 1544 1537 1640 1754 1900 1977 2063 1994 2056 2012 2099 2030 1976 1893 1937 1961 2097 2204 2302 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