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2.107386e+004 482 1.748919e+004 483 1.315660e+004 484 1.020119e+004 485 8.180470e+003 486 6.509047e+003 487 5.683470e+003 488 4.885592e+003 489 4.622899e+003 490 4.320272e+003 491 4.256297e+003 492 4.086268e+003 493 3.995242e+003 494 3.950933e+003 495 3.940652e+003 496 3.844377e+003 497 3.966396e+003 498 3.924681e+003 499 3.798631e+003 500 3.854625e+003 ALO_L_20180318_180158_001.img L 131658704182750000 0.1944 Gaussian Fourier 1 -17.2515 26.1916 4510.2586 28620.0012 13675.4608 -14105.3446 -51.8888 0.0000 -1.#IND 0.0000 1 2 71.9563 2.3804 4552.5330 28357.7948 -46848.3292 89921.7206 -17.0372 0.4350 -1.#IND 730.7804 1 3 108.9923 2.6310 4592.8232 25957.9406 798.0988 5205.9728 9.2201 0.0000 -1.#IND 0.0000 1 4 146.0534 2.7944 4367.5942 24616.4223 780.8882 5137.1629 6.2584 -0.0000 -1.#IND 0.0000 1 5 183.1235 2.8828 4418.9678 23438.3189 1008.6498 4965.9304 8.3250 0.0183 -1.#IND 1.2983 1 6 220.1378 2.9567 4320.4900 22599.5263 703.7138 5022.6202 5.3318 0.0414 -1.#IND 6.6339 1 7 257.1682 3.0761 4259.2825 21893.4837 843.6619 4944.8673 7.3498 -0.0487 -1.#IND 9.1768 1 8 294.1757 3.1063 4302.3080 21399.3364 1008.0229 4840.4658 9.3656 0.0489 -1.#IND 9.2193 1 9 199.3560 44.5587 4798.3038 167250.3829 84377605.0592 -84372177.9680 -77.9232 21.6080 -1.#IND 1803056.4158 1 10 269.6707 43.2637 3339.6601 89286.6189 -6612234.1517 6617407.6071 -204.6634 22.7353 -1.#IND 1996103.4424 3 ALO_X_20180318_180219_001.img Z 1 0.00 45.00 131658704603310000 0.2003 Gaussian 0 5.9e+003 Fourier 0 2.6e+003 1 18.8493 5.7617 74528.7395 5927.0382 73016.2793 2625.7792 8.9329 0.2796 -0.0000 301.8478 1 2 56.1724 5.3960 73088.4731 5316.8642 71806.0954 2207.4078 6.2835 0.2521 -0.0000 245.4560 1 3 93.2407 4.7965 72569.6254 4639.3684 71564.6512 1731.0373 8.3179 0.2165 -0.0000 180.9799 1 4 130.2148 5.6103 71480.1957 4882.2965 70264.2819 2101.0817 5.3327 0.2670 -0.0000 275.2219 1 5 166.8865 5.0702 71218.1334 4614.5111 70171.6659 1809.9789 6.9742 0.2332 -0.0000 210.0139 1 6 203.8858 4.7325 70955.9401 4468.7964 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