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2.085403e+003 340 2.171750e+003 341 2.187004e+003 342 2.224324e+003 343 2.239483e+003 344 2.359737e+003 345 2.429774e+003 346 2.430452e+003 347 2.571430e+003 348 2.733776e+003 349 2.976221e+003 350 3.176764e+003 351 3.562149e+003 352 4.029615e+003 353 4.697567e+003 354 5.821739e+003 355 7.840483e+003 356 1.088596e+004 357 1.533315e+004 358 2.142551e+004 359 2.874384e+004 360 3.431538e+004 361 3.452041e+004 362 2.949916e+004 363 2.130197e+004 364 1.429148e+004 365 9.736430e+003 366 6.780538e+003 367 5.450721e+003 368 4.554637e+003 369 3.866237e+003 370 3.305564e+003 371 3.175339e+003 372 2.842198e+003 373 2.757437e+003 374 2.601667e+003 375 2.480057e+003 376 2.382188e+003 377 2.257219e+003 378 2.254935e+003 379 2.140247e+003 380 2.203643e+003 381 2.100986e+003 382 2.110895e+003 383 2.021903e+003 384 1.932184e+003 385 2.077278e+003 386 1.972897e+003 387 1.937164e+003 388 2.088472e+003 389 2.053064e+003 390 1.905299e+003 391 1.964241e+003 392 1.992870e+003 393 2.060692e+003 394 2.071928e+003 395 1.996044e+003 396 2.090871e+003 397 2.017029e+003 398 2.029860e+003 399 2.043310e+003 400 1.962856e+003 PKZ_L_20141126_111419_034.img L 130615084147920000 9.5430 Gaussian Fourier 1 91.1953 2.3507 3157.0129 33925.5247 -1871.5832 7577.1661 21.3428 0.0000 38432.9333 0.0000 1 2 158.5946 2.5006 2920.5139 33010.8403 -2010.4168 7757.2429 18.6936 0.0674 36860.2801 17.5287 1 PKZ_X_20141126_111452_331.img Z 1 0.03 -0.00 130615084796340000 9.5521 Gaussian -3.8e+002 1.1e+004 Fourier -3.4e+002 4.8e+003 1 59.2518 5.8238 7522.0106 10682.4013 4823.4596 4756.2998 29.3336 0.2835 -339.2036 310.3497 1 2 126.2201 5.9737 7427.5230 10669.4552 4669.5943 4858.5072 26.2815 0.2920 -329.0094 329.3273 1 0 0.000000e+000 1 1.091610e+004 2 1.017831e+004 3 9.543925e+003 4 9.113450e+003 5 8.708729e+003 6 8.518563e+003 7 8.203758e+003 8 8.042478e+003 9 7.889133e+003 10 7.792954e+003 11 7.658295e+003 12 7.595234e+003 13 7.612400e+003 14 7.489476e+003 15 7.537602e+003 16 7.505849e+003 17 7.402677e+003 18 7.462262e+003 19 7.494867e+003 20 7.457248e+003 21 7.404066e+003 22 7.435974e+003 23 7.362328e+003 24 7.498842e+003 25 7.387481e+003 26 7.427119e+003 27 7.454188e+003 28 7.331648e+003 29 7.362494e+003 30 7.409717e+003 31 7.353116e+003 32 7.370458e+003 33 7.366677e+003 34 7.443463e+003 35 7.389418e+003 36 7.472846e+003 37 7.435169e+003 38 7.536892e+003 39 7.519683e+003 40 7.649235e+003 41 7.714041e+003 42 7.790414e+003 43 7.839262e+003 44 8.029966e+003 45 8.251042e+003 46 8.509322e+003 47 8.821944e+003 48 9.335226e+003 49 9.817464e+003 50 1.052985e+004 51 1.136619e+004 52 1.237140e+004 53 1.344662e+004 54 1.449862e+004 55 1.567425e+004 56 1.649578e+004 57 1.754576e+004 58 1.801000e+004 59 1.826590e+004 60 1.820912e+004 61 1.790105e+004 62 1.704543e+004 63 1.611745e+004 64 1.516469e+004 65 1.403289e+004 66 1.296298e+004 67 1.183878e+004 68 1.092146e+004 69 1.019820e+004 70 9.549234e+003 71 9.073550e+003 72 8.620892e+003 73 8.382711e+003 74 8.150095e+003 75 7.889276e+003 76 7.778345e+003 77 7.695446e+003 78 7.538706e+003 79 7.572640e+003 80 7.511535e+003 81 7.481150e+003 82 7.471919e+003 83 7.429469e+003 84 7.362039e+003 85 7.355298e+003 86 7.320653e+003 87 7.399670e+003 88 7.315834e+003 89 7.349611e+003 90 7.340326e+003 91 7.360260e+003 92 7.399241e+003 93 7.517243e+003 94 7.349504e+003 95 7.331310e+003 96 7.400108e+003 97 7.383366e+003 98 7.372366e+003 99 7.293701e+003 100 7.414097e+003 101 7.306917e+003 102 7.412633e+003 103 7.459888e+003 104 7.488337e+003 105 7.531733e+003 106 7.446173e+003 107 7.616358e+003 108 7.730260e+003 109 7.697737e+003 110 7.916166e+003 111 8.048350e+003 112 8.276592e+003 113 8.476615e+003 114 8.875208e+003 115 9.313771e+003 116 9.999338e+003 117 1.059924e+004 118 1.147542e+004 119 1.246595e+004 120 1.355793e+004 121 1.465665e+004 122 1.558476e+004 123 1.660000e+004 124 1. 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