/home/critechuser/operational/bin -title -title "eqid" -dateEvent 24_Jun_2012_03:15 -Mag 6.5 -Lat 57.436 -Lon 163.418 -eqDepth 51 -i iDeck117726.txt -o . -opt rel -code HYSEA -addparams -depthtype_middleofthefault; Parsing addparams string: -depthtype_middleofthefault; -depthtype=middleofthefault; 51.000000 eqDepth=0.000000 searching faults Exiting from search fault Dist calculated from NOAA faults: 223.647964 km searching faults Exiting from search fault Dist calculated from MedEU faults: 13591.546875 km searching plates_dma faultsDist calculated from Plates faults: 13591.546875 km /home/critechuser/operational/bin -title -title "eqid" -dateEvent 24 Jun 2012 03:15 -Mag 6.5 -Lat 57.436 -Lon 163.418 -eqDepth 51 -i iDeck117726.txt -o . -opt rel -code HYSEA -addparams -depthtype_middleofthefault; Parsing addparams string: -depthtype_middleofthefault; -depthtype=middleofthefault; 51.000000 eqDepth=51.000000 lonmin= 161.917999 lonmax=164.917999 fl=28.000000 fw=7.000000 slip original: 0.804000 slip reaclulated: 0.804000 ** End of creation ** /home/critechuser/operational/bin -i -i iDeck117726.txt -o . -opt rel -code HYSEA Reading file: /home/critechuser/operational/bin/config.txt Line 1: **************** Line 2: *Output options Line 3: **************** Line 4: * Line 5: outTxt =false Line 6: * Line 7: outHTif_exec_SWAN =true Line 8: outHTif_exec_TILES=false Line 9: outHTif_post =false Line 10: * Line 11: outuvTif_exec_SWAN =true Line 12: outuvTif_exec_TILES=false Line 13: outuvTif_post =false Line 14: * Line 15: outBMP =false Line 16: outJPG =false Line 17: * Line 18: outGIF_exec_SWAN =true Line 19: outGIF_exec_TILES =false Line 20: outGIF_post_SWAN =false Line 21: outGIF_post_HYFLUX =true Line 22: outGIF_post_NAMIDANCE =true Line 23: outGIF_post_MOST =true Line 24: outGIF_post_CORR =false Line 25: outGIF_post_HYSEA =false Line 26: * Line 27: checkWatchPoints_exec_SWAN =true Line 28: checkWatchPoints_exec_TILES=true Line 29: checkWatchPoints_post_SWAN =false Line 30: checkWatchPoints_post_HYFLUX =true Line 31: checkWatchPoints_post_NAMIDANCE =true Line 32: checkWatchPoints_post_MOST =true Line 33: checkWatchPoints_post_CORR =true Line 34: checkWatchPoints_post_HYSEA=true Line 35: * Line 36: outkml_exec_SWAN =true Line 37: outkml_exec_TILES =false Line 38: outkml_post_SWAN =false Line 39: outkml_post_HYFLUX =true Line 40: outkml_post_NAMIDANCE =true Line 41: outkml_post_MOST =true Line 42: outkml_post_CORR =false Line 43: outkml_post_HYSEA =true Line 44: * Line 45: outGifAnimation_exec =false Line 46: outGifAnimation_post =true Line 47: outGifAnimation_post_CORR=false Line 48: * Line 49: intermediateAnimation =true Line 50: intermediateAnimation_CORR =false Line 51: * Line 52: tifH2netcdf_exec_SWAN =true Line 53: tifH2netcdf_exec_TILES=false Line 54: tifH2netcdf_post_SWAN =false Line 55: tifH2netcdf_post_HYFLUX=true Line 56: tifH2netcdf_post_NAMIDANCE=true Line 57: tifH2netcdf_post_CORR=false Line 58: * Line 59: tifuv2netcdf =false Line 60: * Line 61: writeWPtxtFiles_exec_SWAN=true Line 62: writeWPtxtFiles_exec_TILES=true Line 63: writeWPtxtFiles_post_SWAN=false Line 64: writeWPtxtFiles_post_HYFLUX=true Line 65: writeWPtxtFiles_post_NAMIDANCE=true Line 66: writeWPtxtFiles_post_MOST=true Line 67: writeWPtxtFiles_post_CORR=true Line 68: * Line 69: formatBat =GTiff Line 70: inFormat =GTiff Line 71: inFormat_NAMIDANCE =netcdf Line 72: inFormat_MOST =netcdf_NOAA Line 73: inFormat_HYSEA =netcdf_HYSEA Line 74: * Line 75: outFormat =GTiff Line 76: outFormat_CORR =netcdf Line 77: outFormat_NAMIDANCE =netcdf Line 78: outFormat_MOST =netcdf_NOAA Line 79: outFormat_HYSEA =netcdf_HYSEA Line 80: * Line 81: tarFilesAndDelete =true Line 82: deleteAnimFiles =true Line 83: deleteAnimFiles_NAMIDANCE=false Line 84: deleteAnimFiles_MOST=false Line 85: deleteAnimFiles_HYSEA=true Line 86: * Line 87: outTTT_TILES=false Line 88: * Line 89: * HYFLUX flags Line 90: mapfmt = PCRaster Line 91: mapext = .map Line 92: outfmt = GTiff Line 93: outext = .tif Line 94: radius=6378388. Line 95: houtmin = 1e-7 Line 96: voutmin = 1e-7 End of Reading file: /home/critechuser/operational/bin/config.txt /home/critechuser/operational/bin -i -i iDeck117726.txt -o . -opt rel -code HYSEA **** Start of file : ./iDeck117726.txt Line 1: ********************************************* Line 2: * Tsunami input deck: Line 3: ********************************************* Line 4: * General data Line 5: Title ="eqid" Line 6: outPath =(null) Line 7: * Line 8: DateTsunami =24 Jun 2012 03:15 Line 9: * Line 10: * Calculation parameters * Line 11: InTime =0.000000 * initial time (h) Line 12: FinTime =1.500000 * end time (h) Line 13: Tsave =0.416667 * t save (min) Line 14: dtMax =0.250000 * deltat (s) Line 15: fanning =0.015 Line 16: * Line 17: * Fault parameters (nfaults=1) * Line 18: *------------------------------------------- Line 19: FaultNumber 1 LinInput file size is 43200, 21600 0...10...20...30...40...50...60...70...80...90...100 - done. e 20: *------------------------------------------- Line 21: * EPICENTER * Line 22: Lat =57.436001 * degree Line 23: Lon =163.417999 * degree Line 24: Mag =6.500000 * Richter scale Line 25: faultform =8 * Okada parameters Line 26: flenght =28.000000 * km Line 27: fwidth =7.000000 * km Line 28: strike =299.000000 * degree (geog North=0) Line 29: slip =0.804000 * m Line 30: dip =17.000000 * degree Line 31: rake =90.000000 * degree Line 32: ipodepth =51.000000 * km (hypocenter, center of the fault, tof: 50.0 km) Line 33: ------end of fault 1 ------------ Line 34: * Line 35: FaultMode =0 Line 36: * Line 37: * Code parameters * Line 38: code =HYSEA Line 39: * Line 40: * Grid parameters * Line 41: constbat =False * for back compatibility Line 42: automscale =False * for back compatibility Line 43: width = 3.000000 * degree Line 44: batgrid =0.250000 * min Line 45: * Line 46: * calculation window Line 47: lonmin =161.917999 Line 48: lonmax =164.917999 Line 49: latmin =55.936001 Line 50: latmax =58.936001 Line 51: bathymetry =GEBCO30 **** End of file : ./iDeck117726.txt ---| batmode = 3 gdal_translate -srcwin 41029 3726 362 362 /home/critechuser/operational/DATA/gebco30.tif ./clipFile.tif *** Interpolating clipped bathymetry. Dataset ./clipFile.tif ncols=720, nrows=720 ix=10/720 ix=20/720 ix=30/720 ix=40/720 ix=50/720 ix=60/720 ix=70/720 ix=80/720 ix=90/720 ix=100/720 ix=110/720 ix=120/720 ix=130/720 ix=140/720 ix=150/720 ix=160/720 ix=170/720 ix=180/720 ix=190/720 ix=200/720 ix=210/720 ix=220/720 ix=230/720 ix=240/720 ix=250/720 ix=260/720 ix=270/720 ix=280/720 ix=290/720 ix=300/720 ix=310/720 ix=320/720 ix=330/720 ix=340/720 ix=350/720 ix=360/720 ix=370/720 ix=380/720 ix=390/720 ix=400/720 ix=410/720 ix=420/720 ix=430/720 ix=440/720 ix=450/720 ix=460/720 ix=470/720 ix=480/720 ix=490/720 ix=500/720 ix=510/720 ix=520/720 ix=530/720 ix=540/720 ix=550/720 ix=560/720 ix=570/720 ix=580/720 ix=590/720 ix=600/720 ix=610/720 ix=620/720 ix=630/720 ix=640/720 ix=650/720 ix=660/720 ix=670/720 ix=680/720 ix=690/720 ix=700/720 ix=710/720 ix=720/720 Fault number 1 Calling Okada with slip=0.804000 and depth=49.976699 ! calling gdal factor 1 fnamePlaces= /home/critechuser/operational/DATA/places.csv Selecting place names58.051830 161.986237 Khailyulya Russia 0 55.943180 162.006393 Shubertovo Russia 1 58.137489 162.011444 Khaylyulinskiy Russia 1 57.914211 162.035202 Ukinskiy Russia 0 56.089241 162.091766 Gorbusha Russia 1 57.833809 162.104294 Uka Russia 0 58.621262 162.381088 Pankara Russia 1 58.666668 162.383331 Imovan Russia 1 58.709171 162.462204 Dranka Russia 0 56.227459 162.469299 Ust-kamchatsk Russia 0 58.905521 162.867401 Makaryevskoye Russia 0 58.885872 163.792801 Yagodnoye Russia 1 Place names found in area: 5 Selecting place names58.051830 161.986237 Khailyulya Russia 0 55.943180 162.006393 Shubertovo Russia 1 55.943180 162.006393 23 3 Shubertovo Russia 58.137489 162.011444 Khaylyulinskiy Russia 1 58.137489 162.011444 24 530 Khaylyulinskiy Russia 57.914211 162.035202 Ukinskiy Russia 0 56.089241 162.091766 Gorbusha Russia 1 56.089241 162.091766 43 38 Gorbusha Russia 57.833809 162.104294 Uka Russia 0 58.621262 162.381088 Pankara Russia 1 58.621262 162.381088 113 646 Pankara Russia 58.666668 162.383331 Imovan Russia 1 58.666668 162.383331 113 657 Imovan Russia 58.709171 162.462204 Dranka Russia 0 56.227459 162.469299 Ust-kamchatsk Russia 0 58.905521 162.867401 Makaryevskoye Russia 0 58.885872 163.792801 Yagodnoye Russia 1 58.885872 163.792801 451 709 Yagodnoye Russia Place names found in area: 5 Selecting measuring gauges /home/critechuser/operational/DATA/gauges.csv Gauges names found in area: -1 Selecting measuring gauges /home/critechuser/operational/DATA/gauges.csv Gauges names found in area: -1 fnamexx= TS_location.txt Created HYSEA input deck as ./hysea.txt End of programmeOpening file hysea.bat Converting hysea_bin.bat Opening file hysea.ini Converting hysea_bin.ini [('-t', 'TS_location.txt'), ('-o', 'TS_location.dat')] empty line empty line file closed /************************************************************* Tsunami-HySEA numerical model Copyright (C) 2010-2017 EDANYA Research Group, University of Malaga (Spain). Tsunami-HySEA can not be copied, modified and/or distributed without the express permission of the EDANYA Research Group. Tsunami-HySEA is distributed under license. For more information, visit: https://edanya.uma.es/hysea/tsunami-hysea_license.html *************************************************************/ Problem data Initialization: from file CFL: 0.5 Water-bottom friction: 0.03 Maximum allowed velocity of water: 100 Epsilon h: 0.005 m Threshold for the 2s+WAF scheme: 20 m Stability coefficients Level 0: 0.2 Simulation time: 5400 sec Saving time of NetCDF files: 25 sec Saving time of time series: 0.416667 sec Number of levels: 1 Level 0 Volumes: 720 x 720 = 518400 Longitude: [161.92, 164.915] Latitude: [55.9381, 58.9332] Load balancing data Process 0: rows 0-719 Writing '"eqid"_lb_01level_01proc.bin' Process 0 loading data /************************************************************* Tsunami-HySEA numerical model Copyright (C) 2010-2017 EDANYA Research Group, University of Malaga (Spain). Tsunami-HySEA can not be copied, modified and/or distributed without the express permission of the EDANYA Research Group. Tsunami-HySEA is distributed under license. For more information, visit: https://edanya.uma.es/hysea/tsunami-hysea_license.html *************************************************************/ Problem data Initialization: from file CFL: 0.5 Water-bottom friction: 0.03 Maximum allowed velocity of water: 100 Epsilon h: 0.005 m Threshold for the 2s+WAF scheme: 20 m Stability coefficients Level 0: 0.2 Simulation time: 5400 sec Saving time of NetCDF files: 25 sec Saving time of time series: 0.416667 sec Number of levels: 1 Level 0 Volumes: 720 x 720 = 518400 Longitude: [161.92, 164.915] Latitude: [55.9381, 58.9332] Reading time: 8.770691e-02 sec. Initial deltaT = 3.468827e-01 sec Iteration 1, deltaT = 3.467435e-01 sec, Time = 0.346883 sec Iteration 2, deltaT = 3.467435e-01 sec, Time = 0.693626 sec Iteration 3, deltaT = 3.467435e-01 sec, Time = 1.04037 sec Iteration 4, deltaT = 3.467435e-01 sec, Time = 1.38711 sec Iteration 5, deltaT = 3.467435e-01 sec, Time = 1.73386 sec Iteration 6, deltaT = 3.467435e-01 sec, Time = 2.0806 sec Iteration 7, deltaT = 3.467435e-01 sec, Time = 2.42734 sec Iteration 8, deltaT = 3.467435e-01 sec, Time = 2.77409 sec Iteration 9, deltaT = 3.467435e-01 sec, Time = 3.12083 sec Iteration 10, deltaT = 3.467435e-01 sec, Time = 3.46757 sec Iteration 11, deltaT = 3.467435e-01 sec, Time = 3.81432 sec Iteration 12, deltaT = 3.467435e-01 sec, Time = 4.16106 sec Iteration 13, deltaT = 3.467435e-01 sec, Time = 4.50781 sec Iteration 14, deltaT = 3.467435e-01 sec, Time = 4.85455 sec Iteration 15, deltaT = 3.467435e-01 sec, Time = 5.20129 sec Iteration 16, deltaT = 3.467435e-01 sec, Time = 5.54804 sec Iteration 17, deltaT = 3.467435e-01 sec, Time = 5.89478 sec Iteration 18, deltaT = 3.467435e-01 sec, Time = 6.24152 sec Iteration 19, deltaT = 3.467435e-01 sec, Time = 6.58827 sec Iteration 20, deltaT = 3.467435e-01 sec, Time = 6.93501 sec Iteration 21, deltaT = 3.467435e-01 sec, Time = 7.28175 sec Iteration 22, deltaT = 3.467435e-01 sec, Time = 7.6285 sec Iteration 23, deltaT = 3.467435e-01 sec, Time = 7.97524 sec Iteration 24, deltaT = 3.467435e-01 sec, Time = 8.32198 sec Iteration 25, deltaT = 3.467435e-01 sec, Time = 8.66873 sec Iteration 26, deltaT = 3.467435e-01 sec, Time = 9.01547 sec Iteration 27, deltaT = 3.467435e-01 sec, Time = 9.36221 sec Iteration 28, deltaT = 3.467435e-01 sec, Time = 9.70896 sec Iteration 29, deltaT = 3.467435e-01 sec, Time = 10.0557 sec Iteration 30, deltaT = 3.467435e-01 sec, Time = 10.4024 sec Iteration 31, deltaT = 3.467435e-01 sec, Time = 10.7492 sec Iteration 32, deltaT = 3.467435e-01 sec, Time = 11.0959 sec Iteration 33, deltaT = 3.467435e-01 sec, Time = 11.4427 sec Iteration 34, deltaT = 3.467435e-01 sec, Time = 11.7894 sec Iteration 35, deltaT = 3.467435e-01 sec, Time = 12.1362 sec Iteration 36, deltaT = 3.467435e-01 sec, Time = 12.4829 sec Iteration 37, deltaT = 3.467435e-01 sec, Time = 12.8296 sec Iteration 38, deltaT = 3.467435e-01 sec, Time = 13.1764 sec Iteration 39, deltaT = 3.467435e-01 sec, Time = 13.5231 sec Iteration 40, deltaT = 3.467435e-01 sec, Time = 13.8699 sec Iteration 41, deltaT = 3.467435e-01 sec, Time = 14.2166 sec Iteration 42, deltaT = 3.467435e-01 sec, Time = 14.5634 sec Iteration 43, deltaT = 3.467435e-01 sec, Time = 14.9101 sec Iteration 44, deltaT = 3.467435e-01 sec, Time = 15.2569 sec Iteration 45, deltaT = 3.467435e-01 sec, Time = 15.6036 sec Iteration 46, deltaT = 3.467435e-01 sec, Time = 15.9503 sec Iteration 47, deltaT = 3.467435e-01 sec, Time = 16.2971 sec Iteration 48, deltaT = 3.467435e-01 sec, Time = 16.6438 sec Iteration 49, deltaT = 3.467435e-01 sec, Time = 16.9906 sec Iteration 50, deltaT = 3.467435e-01 sec, Time = 17.3373 sec Iteration 51, deltaT = 3.467435e-01 sec, Time = 17.6841 sec Iteration 52, deltaT = 3.467435e-01 sec, Time = 18.0308 sec Iteration 53, deltaT = 3.467435e-01 sec, Time = 18.3775 sec Iteration 54, deltaT = 3.467435e-01 sec, Time = 18.7243 sec Iteration 55, deltaT = 3.467435e-01 sec, Time = 19.071 sec Iteration 56, deltaT = 3.467435e-01 sec, Time = 19.4178 sec Iteration 57, deltaT = 3.467435e-01 sec, Time = 19.7645 sec Iteration 58, deltaT = 3.467435e-01 sec, Time = 20.1113 sec Iteration 59, deltaT = 3.467435e-01 sec, Time = 20.458 sec Iteration 60, deltaT = 3.467435e-01 sec, Time = 20.8048 sec Iteration 61, deltaT = 3.467435e-01 sec, Time = 21.1515 sec Iteration 62, deltaT = 3.467435e-01 sec, Time = 21.4982 sec Iteration 63, deltaT = 3.467435e-01 sec, Time = 21.845 sec Iteration 64, deltaT = 3.467435e-01 sec, Time = 22.1917 sec Iteration 65, deltaT = 3.467435e-01 sec, Time = 22.5385 sec Iteration 66, deltaT = 3.467435e-01 sec, Time = 22.8852 sec Iteration 67, deltaT = 3.467435e-01 sec, Time = 23.232 sec Iteration 68, deltaT = 3.467435e-01 sec, Time = 23.5787 sec Iteration 69, deltaT = 3.467435e-01 sec, Time = 23.9254 sec Iteration 70, deltaT = 3.467435e-01 sec, Time = 24.2722 sec Iteration 71, deltaT = 3.467435e-01 sec, Time = 24.6189 sec Iteration 72, deltaT = 3.467435e-01 sec, Time = 24.9657 sec Iteration 73, deltaT = 3.467435e-01 sec, Time = 25.3124 sec Iteration 74, deltaT = 3.467435e-01 sec, Time = 25.6592 sec Iteration 75, deltaT = 3.467435e-01 sec, Time = 26.0059 sec Iteration 76, deltaT = 3.467435e-01 sec, Time = 26.3526 sec Iteration 77, deltaT = 3.467435e-01 sec, Time = 26.6994 sec Iteration 78, deltaT = 3.467435e-01 sec, Time = 27.0461 sec Iteration 79, deltaT = 3.467435e-01 sec, Time = 27.3929 sec Iteration 80, deltaT = 3.467435e-01 sec, Time = 27.7396 sec Iteration 81, deltaT = 3.467435e-01 sec, Time = 28.0864 sec Iteration 82, deltaT = 3.467435e-01 sec, Time = 28.4331 sec Iteration 83, deltaT = 3.467435e-01 sec, Time = 28.7799 sec Iteration 84, deltaT = 3.467435e-01 sec, Time = 29.1266 sec Iteration 85, deltaT = 3.467435e-01 sec, Time = 29.4733 sec Iteration 86, deltaT = 3.467435e-01 sec, Time = 29.8201 sec Iteration 87, deltaT = 3.467435e-01 sec, Time = 30.1668 sec Iteration 88, deltaT = 3.467435e-01 sec, Time = 30.5136 sec Iteration 89, deltaT = 3.467435e-01 sec, Time = 30.8603 sec Iteration 90, deltaT = 3.467435e-01 sec, Time = 31.2071 sec Iteration 91, deltaT = 3.467435e-01 sec, Time = 31.5538 sec Iteration 92, deltaT = 3.467435e-01 sec, Time = 31.9005 sec Iteration 93, deltaT = 3.467435e-01 sec, Time = 32.2473 sec Iteration 94, deltaT = 3.467435e-01 sec, Time = 32.594 sec Iteration 95, deltaT = 3.467435e-01 sec, Time = 32.9408 sec Iteration 96, deltaT = 3.467435e-01 sec, Time = 33.2875 sec Iteration 97, deltaT = 3.467435e-01 sec, Time = 33.6343 sec Iteration 98, deltaT = 3.467435e-01 sec, Time = 33.981 sec Iteration 99, deltaT = 3.467435e-01 sec, Time = 34.3277 sec Iteration 100, deltaT = 3.467435e-01 sec, Time = 34.6745 sec Iteration 101, deltaT = 3.467435e-01 sec, Time = 35.0212 sec Iteration 102, deltaT = 3.467435e-01 sec, Time = 35.368 sec Iteration 103, deltaT = 3.467435e-01 sec, Time = 35.7147 sec Iteration 104, deltaT = 3.467435e-01 sec, Time = 36.0615 sec Iteration 105, deltaT = 3.467435e-01 sec, Time = 36.4082 sec Iteration 106, deltaT = 3.467435e-01 sec, Time = 36.755 sec Iteration 107, deltaT = 3.467435e-01 sec, Time = 37.1017 sec Iteration 108, deltaT = 3.467435e-01 sec, Time = 37.4484 sec Iteration 109, deltaT = 3.467435e-01 sec, Time = 37.7952 sec Iteration 110, deltaT = 3.467435e-01 sec, Time = 38.1419 sec Iteration 111, deltaT = 3.467435e-01 sec, Time = 38.4887 sec Iteration 112, deltaT = 3.467435e-01 sec, Time = 38.8354 sec Iteration 113, deltaT = 3.467435e-01 sec, Time = 39.1822 sec Iteration 114, deltaT = 3.467435e-01 sec, Time = 39.5289 sec Iteration 115, deltaT = 3.467435e-01 sec, Time = 39.8756 sec Iteration 116, deltaT = 3.467435e-01 sec, Time = 40.2224 sec Iteration 117, deltaT = 3.467435e-01 sec, Time = 40.5691 sec Iteration 118, deltaT = 3.467435e-01 sec, Time = 40.9159 sec Iteration 119, deltaT = 3.467435e-01 sec, Time = 41.2626 sec Iteration 120, deltaT = 3.467435e-01 sec, Time = 41.6094 sec Iteration 121, deltaT = 3.467435e-01 sec, Time = 41.9561 sec Iteration 122, deltaT = 3.467435e-01 sec, Time = 42.3028 sec Iteration 123, deltaT = 3.467435e-01 sec, Time = 42.6496 sec Iteration 124, deltaT = 3.467435e-01 sec, Time = 42.9963 sec Iteration 125, deltaT = 3.467435e-01 sec, Time = 43.3431 sec Iteration 126, deltaT = 3.467435e-01 sec, Time = 43.6898 sec Iteration 127, deltaT = 3.467435e-01 sec, Time = 44.0366 sec Iteration 128, deltaT = 3.467435e-01 sec, Time = 44.3833 sec Iteration 129, deltaT = 3.467435e-01 sec, Time = 44.7301 sec Iteration 130, deltaT = 3.467435e-01 sec, Time = 45.0768 sec Iteration 131, deltaT = 3.467435e-01 sec, Time = 45.4235 sec Iteration 132, deltaT = 3.467435e-01 sec, Time = 45.7703 sec Iteration 133, deltaT = 3.467435e-01 sec, Time = 46.117 sec Iteration 134, deltaT = 3.467435e-01 sec, Time = 46.4638 sec Iteration 135, deltaT = 3.467435e-01 sec, Time = 46.8105 sec Iteration 136, deltaT = 3.467435e-01 sec, Time = 47.1573 sec Iteration 137, deltaT = 3.467435e-01 sec, Time = 47.504 sec Iteration 138, deltaT = 3.467435e-01 sec, Time = 47.8507 sec Iteration 139, deltaT = 3.467435e-01 sec, Time = 48.1975 sec Iteration 140, deltaT = 3.467435e-01 sec, Time = 48.5442 sec Iteration 141, deltaT = 3.467435e-01 sec, Time = 48.891 sec Iteration 142, deltaT = 3.467435e-01 sec, Time = 49.2377 sec Iteration 143, deltaT = 3.467435e-01 sec, Time = 49.5845 sec Iteration 144, deltaT = 3.467435e-01 sec, Time = 49.9312 sec Iteration 145, deltaT = 3.467435e-01 sec, Time = 50.278 sec Iteration 146, deltaT = 3.467435e-01 sec, Time = 50.6247 sec Iteration 147, deltaT = 3.467435e-01 sec, Time = 50.9714 sec Iteration 148, deltaT = 3.467435e-01 sec, Time = 51.3182 sec Iteration 149, deltaT = 3.467435e-01 sec, Time = 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= 2582.89 sec Iteration 7450, deltaT = 3.467435e-01 sec, Time = 2583.24 sec Iteration 7451, deltaT = 3.467435e-01 sec, Time = 2583.59 sec Iteration 7452, deltaT = 3.467435e-01 sec, Time = 2583.93 sec Iteration 7453, deltaT = 3.467435e-01 sec, Time = 2584.28 sec Iteration 7454, deltaT = 3.467435e-01 sec, Time = 2584.63 sec Iteration 7455, deltaT = 3.467435e-01 sec, Time = 2584.97 sec Iteration 7456, deltaT = 3.467435e-01 sec, Time = 2585.32 sec Iteration 7457, deltaT = 3.467435e-01 sec, Time = 2585.67 sec Iteration 7458, deltaT = 3.467435e-01 sec, Time = 2586.01 sec Iteration 7459, deltaT = 3.467435e-01 sec, Time = 2586.36 sec Iteration 7460, deltaT = 3.467435e-01 sec, Time = 2586.71 sec Iteration 7461, deltaT = 3.467435e-01 sec, Time = 2587.05 sec Iteration 7462, deltaT = 3.467435e-01 sec, Time = 2587.4 sec Iteration 7463, deltaT = 3.467435e-01 sec, Time = 2587.75 sec Iteration 7464, deltaT = 3.467435e-01 sec, Time = 2588.09 sec Iteration 7465, deltaT = 3.467435e-01 sec, Time = 2588.44 sec Iteration 7466, deltaT = 3.467435e-01 sec, Time = 2588.79 sec Iteration 7467, deltaT = 3.467435e-01 sec, Time = 2589.13 sec Iteration 7468, deltaT = 3.467435e-01 sec, Time = 2589.48 sec Iteration 7469, deltaT = 3.467435e-01 sec, Time = 2589.83 sec Iteration 7470, deltaT = 3.467435e-01 sec, Time = 2590.17 sec Iteration 7471, deltaT = 3.467435e-01 sec, Time = 2590.52 sec Iteration 7472, deltaT = 3.467435e-01 sec, Time = 2590.87 sec Iteration 7473, deltaT = 3.467435e-01 sec, Time = 2591.21 sec Iteration 7474, deltaT = 3.467435e-01 sec, Time = 2591.56 sec Iteration 7475, deltaT = 3.467435e-01 sec, Time = 2591.91 sec Iteration 7476, deltaT = 3.467435e-01 sec, Time = 2592.25 sec Iteration 7477, deltaT = 3.467435e-01 sec, Time = 2592.6 sec Iteration 7478, deltaT = 3.467435e-01 sec, Time = 2592.95 sec Iteration 7479, deltaT = 3.467435e-01 sec, Time = 2593.3 sec Iteration 7480, deltaT = 3.467435e-01 sec, Time = 2593.64 sec Iteration 7481, deltaT = 3.467435e-01 sec, Time = 2593.99 sec Iteration 7482, deltaT = 3.467435e-01 sec, Time = 2594.34 sec Iteration 7483, deltaT = 3.467435e-01 sec, Time = 2594.68 sec Iteration 7484, deltaT = 3.467435e-01 sec, Time = 2595.03 sec Iteration 7485, deltaT = 3.467435e-01 sec, Time = 2595.38 sec Iteration 7486, deltaT = 3.467435e-01 sec, Time = 2595.72 sec Iteration 7487, deltaT = 3.467435e-01 sec, Time = 2596.07 sec Iteration 7488, deltaT = 3.467435e-01 sec, Time = 2596.42 sec Iteration 7489, deltaT = 3.467435e-01 sec, Time = 2596.76 sec Iteration 7490, deltaT = 3.467435e-01 sec, Time = 2597.11 sec Iteration 7491, deltaT = 3.467435e-01 sec, Time = 2597.46 sec Iteration 7492, deltaT = 3.467435e-01 sec, Time = 2597.8 sec Iteration 7493, deltaT = 3.467435e-01 sec, Time = 2598.15 sec Iteration 7494, deltaT = 3.467435e-01 sec, Time = 2598.5 sec Iteration 7495, deltaT = 3.467435e-01 sec, Time = 2598.84 sec Iteration 7496, deltaT = 3.467435e-01 sec, Time = 2599.19 sec Iteration 7497, deltaT = 3.467435e-01 sec, Time = 2599.54 sec Iteration 7498, deltaT = 3.467435e-01 sec, Time = 2599.88 sec Iteration 7499, deltaT = 3.467435e-01 sec, Time = 2600.23 sec Iteration 7500, deltaT = 3.467435e-01 sec, Time = 2600.58 sec Iteration 7501, deltaT = 3.467435e-01 sec, Time = 2600.92 sec Iteration 7502, deltaT = 3.467435e-01 sec, Time = 2601.27 sec Iteration 7503, deltaT = 3.467435e-01 sec, Time = 2601.62 sec Iteration 7504, deltaT = 3.467435e-01 sec, Time = 2601.96 sec Iteration 7505, deltaT = 3.467435e-01 sec, Time = 2602.31 sec Iteration 7506, deltaT = 3.467435e-01 sec, Time = 2602.66 sec Iteration 7507, deltaT = 3.467435e-01 sec, Time = 2603 sec Iteration 7508, deltaT = 3.467435e-01 sec, Time = 2603.35 sec Iteration 7509, deltaT = 3.467435e-01 sec, Time = 2603.7 sec Iteration 7510, deltaT = 3.467435e-01 sec, Time = 2604.04 sec Iteration 7511, deltaT = 3.467435e-01 sec, Time = 2604.39 sec Iteration 7512, deltaT = 3.467435e-01 sec, Time = 2604.74 sec Iteration 7513, deltaT = 3.467435e-01 sec, Time = 2605.08 sec Iteration 7514, deltaT = 3.467435e-01 sec, Time = 2605.43 sec Iteration 7515, deltaT = 3.467435e-01 sec, Time = 2605.78 sec Iteration 7516, deltaT = 3.467435e-01 sec, Time = 2606.12 sec Iteration 7517, deltaT = 3.467435e-01 sec, Time = 2606.47 sec Iteration 7518, deltaT = 3.467435e-01 sec, Time = 2606.82 sec Iteration 7519, deltaT = 3.467435e-01 sec, Time = 2607.16 sec Iteration 7520, deltaT = 3.467435e-01 sec, Time = 2607.51 sec Iteration 7521, deltaT = 3.467435e-01 sec, Time = 2607.86 sec Iteration 7522, deltaT = 3.467435e-01 sec, Time = 2608.2 sec Iteration 7523, deltaT = 3.467435e-01 sec, Time = 2608.55 sec Iteration 7524, deltaT = 3.467435e-01 sec, Time = 2608.9 sec Iteration 7525, deltaT = 3.467435e-01 sec, Time = 2609.25 sec Iteration 7526, deltaT = 3.467435e-01 sec, Time = 2609.59 sec Iteration 7527, deltaT = 3.467435e-01 sec, Time = 2609.94 sec Iteration 7528, deltaT = 3.467435e-01 sec, Time = 2610.29 sec Iteration 7529, deltaT = 3.467435e-01 sec, Time = 2610.63 sec Iteration 7530, deltaT = 3.467435e-01 sec, Time = 2610.98 sec Iteration 7531, deltaT = 3.467435e-01 sec, Time = 2611.33 sec Iteration 7532, deltaT = 3.467435e-01 sec, Time = 2611.67 sec Iteration 7533, deltaT = 3.467435e-01 sec, Time = 2612.02 sec Iteration 7534, deltaT = 3.467435e-01 sec, Time = 2612.37 sec Iteration 7535, deltaT = 3.467435e-01 sec, Time = 2612.71 sec Iteration 7536, deltaT = 3.467435e-01 sec, Time = 2613.06 sec Iteration 7537, deltaT = 3.467435e-01 sec, Time = 2613.41 sec Iteration 7538, deltaT = 3.467435e-01 sec, Time = 2613.75 sec Iteration 7539, deltaT = 3.467435e-01 sec, Time = 2614.1 sec Iteration 7540, deltaT = 3.467435e-01 sec, Time = 2614.45 sec Iteration 7541, deltaT = 3.467435e-01 sec, Time = 2614.79 sec Iteration 7542, deltaT = 3.467435e-01 sec, Time = 2615.14 sec Iteration 7543, deltaT = 3.467435e-01 sec, Time = 2615.49 sec Iteration 7544, deltaT = 3.467435e-01 sec, Time = 2615.83 sec Iteration 7545, deltaT = 3.467435e-01 sec, Time = 2616.18 sec Iteration 7546, deltaT = 3.467435e-01 sec, Time = 2616.53 sec Iteration 7547, deltaT = 3.467435e-01 sec, Time = 2616.87 sec Iteration 7548, deltaT = 3.467435e-01 sec, Time = 2617.22 sec Iteration 7549, deltaT = 3.467435e-01 sec, Time = 2617.57 sec Iteration 7550, deltaT = 3.467435e-01 sec, Time = 2617.91 sec Iteration 7551, deltaT = 3.467435e-01 sec, Time = 2618.26 sec Iteration 7552, deltaT = 3.467435e-01 sec, Time = 2618.61 sec Iteration 7553, deltaT = 3.467435e-01 sec, Time = 2618.95 sec Iteration 7554, deltaT = 3.467435e-01 sec, Time = 2619.3 sec Iteration 7555, deltaT = 3.467435e-01 sec, Time = 2619.65 sec Iteration 7556, deltaT = 3.467435e-01 sec, Time = 2619.99 sec Iteration 7557, deltaT = 3.467435e-01 sec, Time = 2620.34 sec Iteration 7558, deltaT = 3.467435e-01 sec, Time = 2620.69 sec Iteration 7559, deltaT = 3.467435e-01 sec, Time = 2621.03 sec Iteration 7560, deltaT = 3.467435e-01 sec, Time = 2621.38 sec Iteration 7561, deltaT = 3.467435e-01 sec, Time = 2621.73 sec Iteration 7562, deltaT = 3.467435e-01 sec, Time = 2622.07 sec Iteration 7563, deltaT = 3.467435e-01 sec, Time = 2622.42 sec Iteration 7564, deltaT = 3.467435e-01 sec, Time = 2622.77 sec Iteration 7565, deltaT = 3.467435e-01 sec, Time = 2623.11 sec Iteration 7566, deltaT = 3.467435e-01 sec, Time = 2623.46 sec Iteration 7567, deltaT = 3.467435e-01 sec, Time = 2623.81 sec Iteration 7568, deltaT = 3.467435e-01 sec, Time = 2624.16 sec Iteration 7569, deltaT = 3.467435e-01 sec, Time = 2624.5 sec Iteration 7570, deltaT = 3.467435e-01 sec, Time = 2624.85 sec Iteration 7571, deltaT = 3.467435e-01 sec, Time = 2625.2 sec Iteration 7572, deltaT = 3.467435e-01 sec, Time = 2625.54 sec Iteration 7573, deltaT = 3.467435e-01 sec, Time = 2625.89 sec Iteration 7574, deltaT = 3.467435e-01 sec, Time = 2626.24 sec Iteration 7575, deltaT = 3.467435e-01 sec, Time = 2626.58 sec Iteration 7576, deltaT = 3.467435e-01 sec, Time = 2626.93 sec Iteration 7577, deltaT = 3.467435e-01 sec, Time = 2627.28 sec Iteration 7578, deltaT = 3.467435e-01 sec, Time = 2627.62 sec Iteration 7579, deltaT = 3.467435e-01 sec, Time = 2627.97 sec Iteration 7580, deltaT = 3.467435e-01 sec, Time = 2628.32 sec Iteration 7581, deltaT = 3.467435e-01 sec, Time = 2628.66 sec Iteration 7582, deltaT = 3.467435e-01 sec, Time = 2629.01 sec Iteration 7583, deltaT = 3.467435e-01 sec, Time = 2629.36 sec Iteration 7584, deltaT = 3.467435e-01 sec, Time = 2629.7 sec Iteration 7585, deltaT = 3.467435e-01 sec, Time = 2630.05 sec Iteration 7586, deltaT = 3.467435e-01 sec, Time = 2630.4 sec Iteration 7587, deltaT = 3.467435e-01 sec, Time = 2630.74 sec Iteration 7588, deltaT = 3.467435e-01 sec, Time = 2631.09 sec Iteration 7589, deltaT = 3.467435e-01 sec, Time = 2631.44 sec Iteration 7590, deltaT = 3.467435e-01 sec, Time = 2631.78 sec Iteration 7591, deltaT = 3.467435e-01 sec, Time = 2632.13 sec Iteration 7592, deltaT = 3.467435e-01 sec, Time = 2632.48 sec Iteration 7593, deltaT = 3.467435e-01 sec, Time = 2632.82 sec Iteration 7594, deltaT = 3.467435e-01 sec, Time = 2633.17 sec Iteration 7595, deltaT = 3.467435e-01 sec, Time = 2633.52 sec Iteration 7596, deltaT = 3.467435e-01 sec, Time = 2633.86 sec Iteration 7597, deltaT = 3.467435e-01 sec, Time = 2634.21 sec Iteration 7598, deltaT = 3.467435e-01 sec, Time = 2634.56 sec Iteration 7599, deltaT = 3.467435e-01 sec, Time = 2634.9 sec Iteration 7600, deltaT = 3.467435e-01 sec, Time = 2635.25 sec Iteration 7601, deltaT = 3.467435e-01 sec, Time = 2635.6 sec Iteration 7602, deltaT = 3.467435e-01 sec, Time = 2635.94 sec Iteration 7603, deltaT = 3.467435e-01 sec, Time = 2636.29 sec Iteration 7604, deltaT = 3.467435e-01 sec, Time = 2636.64 sec Iteration 7605, deltaT = 3.467435e-01 sec, Time = 2636.98 sec Iteration 7606, deltaT = 3.467435e-01 sec, Time = 2637.33 sec Iteration 7607, deltaT = 3.467435e-01 sec, Time = 2637.68 sec Iteration 7608, deltaT = 3.467435e-01 sec, Time = 2638.02 sec Iteration 7609, deltaT = 3.467435e-01 sec, Time = 2638.37 sec Iteration 7610, deltaT = 3.467435e-01 sec, Time = 2638.72 sec Iteration 7611, deltaT = 3.467435e-01 sec, Time = 2639.07 sec Iteration 7612, deltaT = 3.467435e-01 sec, Time = 2639.41 sec Iteration 7613, deltaT = 3.467435e-01 sec, Time = 2639.76 sec Iteration 7614, deltaT = 3.467435e-01 sec, Time = 2640.11 sec Iteration 7615, deltaT = 3.467435e-01 sec, Time = 2640.45 sec Iteration 7616, deltaT = 3.467435e-01 sec, Time = 2640.8 sec Iteration 7617, deltaT = 3.467435e-01 sec, Time = 2641.15 sec Iteration 7618, deltaT = 3.467435e-01 sec, Time = 2641.49 sec Iteration 7619, deltaT = 3.467435e-01 sec, Time = 2641.84 sec Iteration 7620, deltaT = 3.467435e-01 sec, Time = 2642.19 sec Iteration 7621, deltaT = 3.467435e-01 sec, Time = 2642.53 sec Iteration 7622, deltaT = 3.467435e-01 sec, Time = 2642.88 sec Iteration 7623, deltaT = 3.467435e-01 sec, Time = 2643.23 sec Iteration 7624, deltaT = 3.467435e-01 sec, Time = 2643.57 sec Iteration 7625, deltaT = 3.467435e-01 sec, Time = 2643.92 sec Iteration 7626, deltaT = 3.467435e-01 sec, Time = 2644.27 sec Iteration 7627, deltaT = 3.467435e-01 sec, Time = 2644.61 sec Iteration 7628, deltaT = 3.467435e-01 sec, Time = 2644.96 sec Iteration 7629, deltaT = 3.467435e-01 sec, Time = 2645.31 sec Iteration 7630, deltaT = 3.467435e-01 sec, Time = 2645.65 sec Iteration 7631, deltaT = 3.467435e-01 sec, Time = 2646 sec Iteration 7632, deltaT = 3.467435e-01 sec, Time = 2646.35 sec Iteration 7633, deltaT = 3.467435e-01 sec, Time = 2646.69 sec Iteration 7634, deltaT = 3.467435e-01 sec, Time = 2647.04 sec Iteration 7635, deltaT = 3.467435e-01 sec, Time = 2647.39 sec Iteration 7636, deltaT = 3.467435e-01 sec, Time = 2647.73 sec Iteration 7637, deltaT = 3.467435e-01 sec, Time = 2648.08 sec Iteration 7638, deltaT = 3.467435e-01 sec, Time = 2648.43 sec Iteration 7639, deltaT = 3.467435e-01 sec, Time = 2648.77 sec Iteration 7640, deltaT = 3.467435e-01 sec, Time = 2649.12 sec Iteration 7641, deltaT = 3.467435e-01 sec, Time = 2649.47 sec Iteration 7642, deltaT = 3.467435e-01 sec, Time = 2649.81 sec Iteration 7643, deltaT = 3.467435e-01 sec, Time = 2650.16 sec Iteration 7644, deltaT = 3.467435e-01 sec, Time = 2650.51 sec Iteration 7645, deltaT = 3.467435e-01 sec, Time = 2650.85 sec Iteration 7646, deltaT = 3.467435e-01 sec, Time = 2651.2 sec Iteration 7647, deltaT = 3.467435e-01 sec, Time = 2651.55 sec Iteration 7648, deltaT = 3.467435e-01 sec, Time = 2651.89 sec Iteration 7649, deltaT = 3.467435e-01 sec, Time = 2652.24 sec Iteration 7650, deltaT = 3.467435e-01 sec, Time = 2652.59 sec Iteration 7651, deltaT = 3.467435e-01 sec, Time = 2652.93 sec Iteration 7652, deltaT = 3.467435e-01 sec, Time = 2653.28 sec Iteration 7653, deltaT = 3.467435e-01 sec, Time = 2653.63 sec Iteration 7654, deltaT = 3.467435e-01 sec, Time = 2653.98 sec Iteration 7655, deltaT = 3.467435e-01 sec, Time = 2654.32 sec Iteration 7656, deltaT = 3.467435e-01 sec, Time = 2654.67 sec Iteration 7657, deltaT = 3.467435e-01 sec, Time = 2655.02 sec Iteration 7658, deltaT = 3.467435e-01 sec, Time = 2655.36 sec Iteration 7659, deltaT = 3.467435e-01 sec, Time = 2655.71 sec Iteration 7660, deltaT = 3.467435e-01 sec, Time = 2656.06 sec Iteration 7661, deltaT = 3.467435e-01 sec, Time = 2656.4 sec Iteration 7662, deltaT = 3.467435e-01 sec, Time = 2656.75 sec Iteration 7663, deltaT = 3.467435e-01 sec, Time = 2657.1 sec Iteration 7664, deltaT = 3.467435e-01 sec, Time = 2657.44 sec Iteration 7665, deltaT = 3.467435e-01 sec, Time = 2657.79 sec Iteration 7666, deltaT = 3.467435e-01 sec, Time = 2658.14 sec Iteration 7667, deltaT = 3.467435e-01 sec, Time = 2658.48 sec Iteration 7668, deltaT = 3.467435e-01 sec, Time = 2658.83 sec Iteration 7669, deltaT = 3.467435e-01 sec, Time = 2659.18 sec Iteration 7670, deltaT = 3.467435e-01 sec, Time = 2659.52 sec Iteration 7671, deltaT = 3.467435e-01 sec, Time = 2659.87 sec Iteration 7672, deltaT = 3.467435e-01 sec, Time = 2660.22 sec Iteration 7673, deltaT = 3.467435e-01 sec, Time = 2660.56 sec Iteration 7674, deltaT = 3.467435e-01 sec, Time = 2660.91 sec Iteration 7675, deltaT = 3.467435e-01 sec, Time = 2661.26 sec Iteration 7676, deltaT = 3.467435e-01 sec, Time = 2661.6 sec Iteration 7677, deltaT = 3.467435e-01 sec, Time = 2661.95 sec Iteration 7678, deltaT = 3.467435e-01 sec, Time = 2662.3 sec Iteration 7679, deltaT = 3.467435e-01 sec, Time = 2662.64 sec Iteration 7680, deltaT = 3.467435e-01 sec, Time = 2662.99 sec Iteration 7681, deltaT = 3.467435e-01 sec, Time = 2663.34 sec Iteration 7682, deltaT = 3.467435e-01 sec, Time = 2663.68 sec Iteration 7683, deltaT = 3.467435e-01 sec, Time = 2664.03 sec Iteration 7684, deltaT = 3.467435e-01 sec, Time = 2664.38 sec Iteration 7685, deltaT = 3.467435e-01 sec, Time = 2664.72 sec Iteration 7686, deltaT = 3.467435e-01 sec, Time = 2665.07 sec Iteration 7687, deltaT = 3.467435e-01 sec, Time = 2665.42 sec Iteration 7688, deltaT = 3.467435e-01 sec, Time = 2665.76 sec Iteration 7689, deltaT = 3.467435e-01 sec, Time = 2666.11 sec Iteration 7690, deltaT = 3.467435e-01 sec, Time = 2666.46 sec Iteration 7691, deltaT = 3.467435e-01 sec, Time = 2666.8 sec Iteration 7692, deltaT = 3.467435e-01 sec, Time = 2667.15 sec Iteration 7693, deltaT = 3.467435e-01 sec, Time = 2667.5 sec Iteration 7694, deltaT = 3.467435e-01 sec, Time = 2667.84 sec Iteration 7695, deltaT = 3.467435e-01 sec, Time = 2668.19 sec Iteration 7696, deltaT = 3.467435e-01 sec, Time = 2668.54 sec Iteration 7697, deltaT = 3.467435e-01 sec, Time = 2668.89 sec Iteration 7698, deltaT = 3.467435e-01 sec, Time = 2669.23 sec Iteration 7699, deltaT = 3.467435e-01 sec, Time = 2669.58 sec Iteration 7700, deltaT = 3.467435e-01 sec, Time = 2669.93 sec Iteration 7701, deltaT = 3.467435e-01 sec, Time = 2670.27 sec Iteration 7702, deltaT = 3.467435e-01 sec, Time = 2670.62 sec Iteration 7703, deltaT = 3.467435e-01 sec, Time = 2670.97 sec Iteration 7704, deltaT = 3.467435e-01 sec, Time = 2671.31 sec Iteration 7705, deltaT = 3.467435e-01 sec, Time = 2671.66 sec Iteration 7706, deltaT = 3.467435e-01 sec, Time = 2672.01 sec Iteration 7707, deltaT = 3.467435e-01 sec, Time = 2672.35 sec Iteration 7708, deltaT = 3.467435e-01 sec, Time = 2672.7 sec Iteration 7709, deltaT = 3.467435e-01 sec, Time = 2673.05 sec Iteration 7710, deltaT = 3.467435e-01 sec, Time = 2673.39 sec Iteration 7711, deltaT = 3.467435e-01 sec, Time = 2673.74 sec Iteration 7712, deltaT = 3.467435e-01 sec, Time = 2674.09 sec Iteration 7713, deltaT = 3.467435e-01 sec, Time = 2674.43 sec Iteration 7714, deltaT = 3.467435e-01 sec, Time = 2674.78 sec Iteration 7715, deltaT = 3.467435e-01 sec, Time = 2675.13 sec Iteration 7716, deltaT = 3.467435e-01 sec, Time = 2675.47 sec Iteration 7717, deltaT = 3.467435e-01 sec, Time = 2675.82 sec Iteration 7718, deltaT = 3.467435e-01 sec, Time = 2676.17 sec Iteration 7719, deltaT = 3.467435e-01 sec, Time = 2676.51 sec Iteration 7720, deltaT = 3.467435e-01 sec, Time = 2676.86 sec Iteration 7721, deltaT = 3.467435e-01 sec, Time = 2677.21 sec Iteration 7722, deltaT = 3.467435e-01 sec, Time = 2677.55 sec Iteration 7723, deltaT = 3.467435e-01 sec, Time = 2677.9 sec Iteration 7724, deltaT = 3.467435e-01 sec, Time = 2678.25 sec Iteration 7725, deltaT = 3.467435e-01 sec, Time = 2678.59 sec Iteration 7726, deltaT = 3.467435e-01 sec, Time = 2678.94 sec Iteration 7727, deltaT = 3.467435e-01 sec, Time = 2679.29 sec Iteration 7728, deltaT = 3.467435e-01 sec, Time = 2679.63 sec Iteration 7729, deltaT = 3.467435e-01 sec, Time = 2679.98 sec Iteration 7730, deltaT = 3.467435e-01 sec, Time = 2680.33 sec Iteration 7731, deltaT = 3.467435e-01 sec, Time = 2680.67 sec Iteration 7732, deltaT = 3.467435e-01 sec, Time = 2681.02 sec Iteration 7733, deltaT = 3.467435e-01 sec, Time = 2681.37 sec Iteration 7734, deltaT = 3.467435e-01 sec, Time = 2681.71 sec Iteration 7735, deltaT = 3.467435e-01 sec, Time = 2682.06 sec Iteration 7736, deltaT = 3.467435e-01 sec, Time = 2682.41 sec Iteration 7737, deltaT = 3.467435e-01 sec, Time = 2682.75 sec Iteration 7738, deltaT = 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Iteration 7819, deltaT = 3.467435e-01 sec, Time = 2711.19 sec Iteration 7820, deltaT = 3.467435e-01 sec, Time = 2711.53 sec Iteration 7821, deltaT = 3.467435e-01 sec, Time = 2711.88 sec Iteration 7822, deltaT = 3.467435e-01 sec, Time = 2712.23 sec Iteration 7823, deltaT = 3.467435e-01 sec, Time = 2712.57 sec Iteration 7824, deltaT = 3.467435e-01 sec, Time = 2712.92 sec Iteration 7825, deltaT = 3.467435e-01 sec, Time = 2713.27 sec Iteration 7826, deltaT = 3.467435e-01 sec, Time = 2713.62 sec Iteration 7827, deltaT = 3.467435e-01 sec, Time = 2713.96 sec Iteration 7828, deltaT = 3.467435e-01 sec, Time = 2714.31 sec Iteration 7829, deltaT = 3.467435e-01 sec, Time = 2714.66 sec Iteration 7830, deltaT = 3.467435e-01 sec, Time = 2715 sec Iteration 7831, deltaT = 3.467435e-01 sec, Time = 2715.35 sec Iteration 7832, deltaT = 3.467435e-01 sec, Time = 2715.7 sec Iteration 7833, deltaT = 3.467435e-01 sec, Time = 2716.04 sec Iteration 7834, deltaT = 3.467435e-01 sec, Time = 2716.39 sec Iteration 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Iteration 8863, deltaT = 3.467435e-01 sec, Time = 3073.19 sec Iteration 8864, deltaT = 3.467435e-01 sec, Time = 3073.53 sec Iteration 8865, deltaT = 3.467435e-01 sec, Time = 3073.88 sec Iteration 8866, deltaT = 3.467435e-01 sec, Time = 3074.23 sec Iteration 8867, deltaT = 3.467435e-01 sec, Time = 3074.58 sec Iteration 8868, deltaT = 3.467435e-01 sec, Time = 3074.92 sec Iteration 8869, deltaT = 3.467435e-01 sec, Time = 3075.27 sec Iteration 8870, deltaT = 3.467435e-01 sec, Time = 3075.62 sec Iteration 8871, deltaT = 3.467435e-01 sec, Time = 3075.96 sec Iteration 8872, deltaT = 3.467435e-01 sec, Time = 3076.31 sec Iteration 8873, deltaT = 3.467435e-01 sec, Time = 3076.66 sec Iteration 8874, deltaT = 3.467435e-01 sec, Time = 3077 sec Iteration 8875, deltaT = 3.467435e-01 sec, Time = 3077.35 sec Iteration 8876, deltaT = 3.467435e-01 sec, Time = 3077.7 sec Iteration 8877, deltaT = 3.467435e-01 sec, Time = 3078.04 sec Iteration 8878, deltaT = 3.467435e-01 sec, Time = 3078.39 sec Iteration 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10812, deltaT = 3.467435e-01 sec, Time = 3748.99 sec Iteration 10813, deltaT = 3.467435e-01 sec, Time = 3749.34 sec Iteration 10814, deltaT = 3.467435e-01 sec, Time = 3749.68 sec Iteration 10815, deltaT = 3.467435e-01 sec, Time = 3750.03 sec Iteration 10816, deltaT = 3.467435e-01 sec, Time = 3750.38 sec Iteration 10817, deltaT = 3.467435e-01 sec, Time = 3750.72 sec Iteration 10818, deltaT = 3.467435e-01 sec, Time = 3751.07 sec Iteration 10819, deltaT = 3.467435e-01 sec, Time = 3751.42 sec Iteration 10820, deltaT = 3.467435e-01 sec, Time = 3751.77 sec Iteration 10821, deltaT = 3.467435e-01 sec, Time = 3752.11 sec Iteration 10822, deltaT = 3.467435e-01 sec, Time = 3752.46 sec Iteration 10823, deltaT = 3.467435e-01 sec, Time = 3752.81 sec Iteration 10824, deltaT = 3.467435e-01 sec, Time = 3753.15 sec Iteration 10825, deltaT = 3.467435e-01 sec, Time = 3753.5 sec Iteration 10826, deltaT = 3.467435e-01 sec, Time = 3753.85 sec Iteration 10827, deltaT = 3.467435e-01 sec, Time = 3754.19 sec 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15567, deltaT = 3.467435e-01 sec, Time = 5397.76 sec Iteration 15568, deltaT = 3.467435e-01 sec, Time = 5398.1 sec Iteration 15569, deltaT = 3.467435e-01 sec, Time = 5398.45 sec Iteration 15570, deltaT = 3.467435e-01 sec, Time = 5398.8 sec Iteration 15571, deltaT = 3.467435e-01 sec, Time = 5399.14 sec Iteration 15572, deltaT = 3.467435e-01 sec, Time = 5399.49 sec Iteration 15573, deltaT = 3.467435e-01 sec, Time = 5399.84 sec Iteration 15574, deltaT = 3.467435e-01 sec, Time = 5400.18 sec Runtime: 6.672800e+01 sec Input file size is 720, 720 0...10...20...30...40...50...60...70...80...90...100 - done. Input file size is 720, 720 0...10...20...30...40...50...60...70...80...90...100 - done. Input file size is 720, 720 0...10...20...30...40...50...60...70...80...90...100 - done. ['-n', 'NETCDF.nc', '-t', 'TS_location.txt', '-m', 'locations', '-d', '24_Jun_2012_03:15', '-i', 'iDeck117726.txt', '-r', '5', '-b', '20', '-e', 'Yes', '-x', '0.05'] NETCDF.nc gdal_translate -of GTiff NETCDF:"NETCDF.nc":max_height TIF_MAXHEIGHT_END.tif gdal_translate -of GTiff NETCDF:"NETCDF.nc":arrival_times TIF_Arrival_Time.tif gdal_translate -of GTiff NETCDF:"NETCDF.nc":arrival_times TIF_Maximum_Time.tif end extract Tif files opening dataset: NETCDF.nc extracting lat/lon extracting arrival times extracting bathymetry extracting maxHeight ('t= ', (216,)) opening TS_location.txt 0 reading 162.006393 55.943180 LO:Shubertovo - Russia -1 5 51424 1 20 dilat= 10 0.00416499999999 55.942249 55.938084 ik= -9 ik= -8 ik= -7 ik= -6 ik= -5 ik= -4 ik= -3 ik= -2 ik= -1 ik= 0 0 10 -161.643478 10.0 161.643478 0 11 -141.614456 10.0 141.614456 0 12 -116.670189 10.0 116.670189 0 13 -95.952049 10.0 95.952049 0 14 -76.181458 10.0 76.181458 0 15 -74.097466 10.0 74.097466 0 16 -75.992043 10.0 75.992043 0 17 -65.737144 10.0 65.737144 0 18 -52.740318 10.0 52.740318 0 19 -53.116741 10.0 53.116741 0 20 -56.521107 10.0 56.521107 0 21 -62.455074 10.0 62.455074 0 22 -68.987488 10.0 68.987488 0 23 -53.895435 10.0 53.895435 0 24 -33.999596 10.0 33.999596 0 25 -12.293726 10.0 12.293726 0 26 9.816003 10.0 0.000320052792713 0 27 17.564646 10.0 0.00030538194884 0 28 22.098528 10.0 0.000288596247788 0 29 26.632408 10.0 0.000269171138267 ik= 1 1 17 -46.724388 10.0 46.724388 1 18 -33.727562 10.0 33.727562 1 19 -30.637129 10.0 30.637129 1 20 -29.78968 10.0 29.78968 1 21 -32.083263 10.0 32.083263 1 22 -35.101357 10.0 35.101357 1 23 -31.648544 10.0 31.648544 1 24 -26.759115 10.0 26.759115 1 25 -10.040011 10.0 10.040011 1 26 9.318542 10.0 0.000316525235577 1 27 16.768333 10.0 0.000301893306354 1 28 21.552322 10.0 0.000285818513079 1 29 26.336311 10.0 0.000267518982744 1 30 31.120308 10.0 0.000248537770364 1 31 32.876472 10.0 0.000242835271669 1 32 33.950432 10.0 0.000241833498782 1 33 34.616673 10.0 0.000244541322303 1 34 35.19075 10.0 0.000244419339657 1 35 35.822128 10.0 0.000240423005948 1 36 36.466499 10.0 0.000232847428672 ik= 2 2 17 -34.471996 10.0 34.471996 2 18 -20.8787 10.0 20.8787 2 19 -14.185852 10.0 14.185852 2 20 -9.05539 10.0 9.05539 2 21 -7.362323 10.0 7.362323 2 22 -6.446729 10.0 6.446729 2 23 -12.106133 10.0 12.106133 2 24 -19.227013 10.0 19.227013 2 25 -7.433738 10.0 7.433738 2 26 8.579685 10.0 0.000311430690347 2 27 15.59313 10.0 0.000297369747937 2 28 20.591909 10.0 0.000283156735392 2 29 25.619341 10.0 0.000266188196374 2 30 30.653215 10.0 0.000251878860213 2 31 31.492952 10.0 0.00024646000063 2 32 31.387693 10.0 0.000243929395127 2 33 30.874718 10.0 0.000245388823483 2 34 30.269583 10.0 0.000244657413218 2 35 30.043314 10.0 0.000240179167665 2 36 29.902967 10.0 0.000231555119967 ik= 3 3 17 -63.498302 10.0 63.498302 3 18 -45.657078 10.0 45.657078 3 19 -34.512562 10.0 34.512562 3 20 -24.884296 10.0 24.884296 3 21 -17.064434 10.0 17.064434 3 22 -9.628216 10.0 9.628216 3 23 -8.99521 10.0 8.99521 3 24 -9.869143 10.0 9.869143 3 25 -2.656571 10.0 2.656571 3 26 6.36027 10.0 0.00032036135722 3 27 12.093985 10.0 0.000304123455752 3 28 17.092764 10.0 0.000290231492617 3 29 22.324245 10.0 0.000272886091945 3 30 27.608002 10.0 0.000255901446922 3 31 27.881897 10.0 0.000249709692257 3 32 27.027002 10.0 0.000248998864194 3 33 25.764395 10.0 0.000249359007887 3 34 24.409628 10.0 0.00024770104301 3 35 23.23004 10.0 0.000243389819854 3 36 22.090181 10.0 0.000234414310185 ik= 4 4 17 -89.648277 10.0 89.648277 4 18 -69.691963 10.0 69.691963 4 19 -55.401844 10.0 55.401844 4 20 -42.394646 10.0 42.394646 4 21 -30.022734 10.0 30.022734 4 22 -17.750338 10.0 17.750338 4 23 -10.47238 10.0 10.47238 4 24 -4.295177 10.0 4.295177 4 25 0.084226 10.0 0.000471805672309 4 26 4.062503 10.0 0.000364456873569 4 27 8.588931 10.0 0.000325657072198 4 28 13.238065 10.0 0.000298282878841 4 29 18.466713 10.0 0.000278581848923 4 30 23.825521 10.0 0.000265000783761 4 31 23.729712 10.0 0.00025980190399 4 32 22.404902 10.0 0.000260690335985 4 33 20.615339 10.0 0.00025975562723 4 34 18.72073 10.0 0.000257081028243 4 35 16.797611 10.0 0.000250880984209 4 36 14.868028 10.0 0.000240304392385 ik= 5 5 17 -98.126358 10.0 98.126358 5 18 -89.174744 10.0 89.174744 5 19 -79.771339 10.0 79.771339 5 20 -70.265633 10.0 70.265633 5 21 -63.025696 10.0 63.025696 5 22 -56.275806 10.0 56.275806 5 23 -40.177879 10.0 40.177879 5 24 -21.995552 10.0 21.995552 5 25 -9.700672 10.0 9.700672 5 26 1.280594 10.0 0.00044366020524 5 27 5.044322 10.0 0.000363344050403 5 28 7.192387 10.0 0.000322436193523 5 29 11.145397 10.0 0.000286590269516 5 30 15.503777 10.0 0.000279362863065 5 31 16.244587 10.0 0.000273573109499 5 32 16.170311 10.0 0.000266949569117 5 33 15.223294 10.0 0.000268245349266 5 34 14.079 10.0 0.0002651460842 5 35 12.702332 10.0 0.000257264716863 5 36 11.272963 10.0 0.000244282229334 ik= 6 6 17 -104.971199 10.0 104.971199 6 18 -105.36586 10.0 105.36586 6 19 -100.14003 10.0 100.14003 6 20 -93.641617 10.0 93.641617 6 21 -90.723587 10.0 90.723587 6 22 -88.611153 10.0 88.611153 6 23 -65.865768 10.0 65.865768 6 24 -38.530079 10.0 38.530079 6 25 -19.160589 10.0 19.160589 6 26 -1.568527 10.0 1.568527 6 27 1.792483 10.0 0.000421848121546 6 28 1.96784 10.0 0.000352108584512 6 29 4.656939 10.0 0.000311300342837 6 30 7.910591 10.0 0.000295062615008 6 31 9.267554 10.0 0.000288235702639 6 32 10.197167 10.0 0.000286191829568 6 33 10.075267 10.0 0.000280220443072 6 34 9.715676 10.0 0.000272299947923 6 35 8.834263 10.0 0.000262866926448 6 36 7.834507 10.0 0.000239737847352 ik= 7 7 17 -101.860199 10.0 101.860199 7 18 -101.505234 10.0 101.505234 7 19 -96.141006 10.0 96.141006 7 20 -89.642593 10.0 89.642593 7 21 -86.113693 10.0 86.113693 7 22 -83.248878 10.0 83.248878 7 23 -67.112885 10.0 67.112885 7 24 -48.02317 10.0 48.02317 7 25 -26.684883 10.0 26.684883 7 26 -4.844895 10.0 4.844895 7 27 0.31396 10.0 0.000516875541035 7 28 1.738707 10.0 0.000414890628075 7 29 3.22858 10.0 0.000351736714421 7 30 4.733084 10.0 0.000332898481226 7 31 5.360549 10.0 0.000309866012849 7 32 5.790406 10.0 0.00028878775149 7 33 6.391596 10.0 0.000275556422791 7 34 7.031513 10.0 0.000261583294803 7 35 6.334873 10.0 0.000247692951039 7 36 5.335117 10.0 0.000232023894764 ik= 8 8 17 -100.875191 10.0 100.875191 8 18 -99.805542 10.0 99.805542 8 19 -94.93631 10.0 94.93631 8 20 -89.206779 10.0 89.206779 8 21 -84.782143 10.0 84.782143 8 22 -80.638779 10.0 80.638779 8 23 -69.072609 10.0 69.072609 8 24 -55.852314 10.0 55.852314 8 25 -34.369045 10.0 34.369045 8 26 -11.042128 10.0 11.042128 8 27 -3.276821 10.0 3.276821 8 28 1.004985 10.0 0.00052662344463 8 29 1.875872 10.0 0.000456794889692 8 30 1.98072 10.0 0.000401700889885 8 31 2.0 10.0 0.000350441729191 8 32 2.0 10.0 0.00031230234554 8 33 3.223145 10.0 0.000285448989779 8 34 4.722773 10.0 0.000264564017582 8 35 4.24204 10.0 0.000245445067604 8 36 3.312182 10.0 0.000222046855125 ik= 9 9 17 -112.975479 10.0 112.975479 9 18 -111.405609 10.0 111.405609 9 19 -110.930542 10.0 110.930542 9 20 -110.703369 10.0 110.703369 9 21 -103.628647 10.0 103.628647 9 22 -94.966881 10.0 94.966881 9 23 -75.420517 10.0 75.420517 9 24 -53.44648 10.0 53.44648 9 25 -43.044266 10.0 43.044266 9 26 -35.223972 10.0 35.223972 9 27 -19.872576 10.0 19.872576 9 28 -2.835323 10.0 2.835323 9 29 0.987579 10.0 0.000541766408624 9 30 1.842749 10.0 0.000453897743613 9 31 2.0 10.0 0.000406162722566 9 32 2.0 10.0 0.000390899748792 9 33 3.223145 10.0 0.000347366425402 9 34 4.722773 10.0 0.000299999415532 9 35 4.649782 10.0 0.000256999642234 9 36 4.220138 10.0 0.000220451604083 ik= 10 10 17 -122.049118 10.0 122.049118 10 18 -119.9795 10.0 119.9795 10 19 -122.836975 10.0 122.836975 10 20 -126.810028 10.0 126.810028 10 21 -117.961693 10.0 117.961693 10 22 -106.157837 10.0 106.157837 10 23 -81.611748 10.0 81.611748 10 24 -54.222321 10.0 54.222321 10 25 -53.377613 10.0 53.377613 10 26 -58.455597 10.0 58.455597 10 27 -36.368187 10.0 36.368187 10 28 -8.199741 10.0 8.199741 10 29 -0.978964 10.0 0.978964 10 30 1.537303 10.0 0.000510738433324 10 31 2.0 10.0 0.000407197886965 10 32 2.0 10.0 0.000409066541973 10 33 3.165959 10.0 0.000381857567788 10 34 4.595475 10.0 0.00033609415917 10 35 4.974043 10.0 0.000289729578995 10 36 5.114268 10.0 0.000245474999438 1 reading 162.011444 58.137489 LO:Khaylyulinskiy - Russia -1 6 51425 528 21 dilat= 10 0.00416499999999 55.942249 55.938084 ik= 518 518 11 -1.0 10.0 1.0 518 12 -1.0 10.0 1.0 518 13 -1.0 10.0 1.0 518 14 -1.0 10.0 1.0 518 15 -1.0 10.0 1.0 518 16 -1.0 10.0 1.0 518 17 1.883357 10.0 0.000161038146373 518 18 5.41744 10.0 0.000154592313617 518 19 6.856589 10.0 0.000156660448392 518 20 7.821406 10.0 0.000159328876093 518 21 8.814695 10.0 0.000160048601927 518 22 9.818113 10.0 0.000159920034104 518 23 10.789288 10.0 0.000161570389512 518 24 11.754106 10.0 0.000157638732956 518 25 12.338798 10.0 0.000149142165506 518 26 12.838675 10.0 0.000141025074951 518 27 13.747 10.0 0.000136149004959 518 28 14.746756 10.0 0.000132733824154 518 29 15.746511 10.0 0.000129814727634 518 30 16.746269 10.0 0.000129339073895 ik= 519 519 13 -1.0 10.0 1.0 519 14 -1.0 10.0 1.0 519 15 -1.0 10.0 1.0 519 16 -1.0 10.0 1.0 519 17 2.087411 10.0 0.000160819794592 519 18 5.871602 10.0 0.000155154072257 519 19 7.152992 10.0 0.000157767193087 519 20 7.867702 10.0 0.000160143712735 519 21 8.814695 10.0 0.000161312815772 519 22 9.818113 10.0 0.000162638631895 519 23 10.584682 10.0 0.000164403437974 519 24 11.299395 10.0 0.000161068649529 519 25 11.838462 10.0 0.000151863256637 519 26 12.33834 10.0 0.000142686096938 519 27 13.246664 10.0 0.000137589704075 519 28 14.24642 10.0 0.000134014071618 519 29 15.246176 10.0 0.000130580518842 519 30 16.245934 10.0 0.000129890130651 519 31 17.07036 10.0 0.00013432733903 519 32 17.855282 10.0 0.000142489061883 ik= 520 520 13 -1.0 10.0 1.0 520 14 -1.0 10.0 1.0 520 15 -1.0 10.0 1.0 520 16 -1.0 10.0 1.0 520 17 2.262688 10.0 0.000161561195755 520 18 6.261711 10.0 0.000155949051006 520 19 7.407592 10.0 0.000158657221361 520 20 7.90747 10.0 0.000161477394123 520 21 8.786138 10.0 0.000163275957643 520 22 9.754383 10.0 0.000164841514216 520 23 10.338828 10.0 0.000167204839974 520 24 10.838706 10.0 0.000164429806215 520 25 11.338584 10.0 0.000155409888292 520 26 11.838462 10.0 0.000145296303433 520 27 12.746786 10.0 0.00013933142462 520 28 13.746542 10.0 0.000135436608595 520 29 14.746298 10.0 0.000131673794534 520 30 15.746056 10.0 0.000130894483252 520 31 16.745811 10.0 0.000135980247284 520 32 17.745567 10.0 0.00014503834822 ik= 521 521 13 -1.0 10.0 1.0 521 14 -1.0 10.0 1.0 521 15 -1.0 10.0 1.0 521 16 -1.0 10.0 1.0 521 17 2.262688 10.0 0.000164564098126 521 18 6.261711 10.0 0.000158235311964 521 19 7.407592 10.0 0.000159972565417 521 20 7.90747 10.0 0.00016110675638 521 21 8.582514 10.0 0.00016377449219 521 22 9.299965 10.0 0.000167041122046 521 23 9.83895 10.0 0.000170526503807 521 24 10.338828 10.0 0.000166719989592 521 25 10.838706 10.0 0.000160584324949 521 26 11.338584 10.0 0.000149400476879 521 27 12.246908 10.0 0.00014154600958 521 28 13.246664 10.0 0.00013728171866 521 29 14.24642 10.0 0.00013355098627 521 30 15.246178 10.0 0.000132800622277 521 31 16.245934 10.0 0.000138049864207 521 32 17.245689 10.0 0.000147364355607 ik= 522 522 13 -1.028527 10.0 1.028527 522 14 -1.063449 10.0 1.063449 522 15 -1.041353 10.0 1.041353 522 16 -1.00643 10.0 1.00643 522 17 2.034749 10.0 0.000171409617167 522 18 5.754391 10.0 0.000161500801177 522 19 6.99107 10.0 0.00016190379748 522 20 7.665561 10.0 0.000160961840301 522 21 8.226219 10.0 0.000162595551467 522 22 8.762979 10.0 0.000167817409968 522 23 9.26921 10.0 0.000172467082393 522 24 9.769088 10.0 0.000169768053393 522 25 10.32607 10.0 0.000165145759068 522 26 10.895793 10.0 0.000154917418227 522 27 11.816893 10.0 0.000144925357937 522 28 12.816648 10.0 0.000139927748277 522 29 13.816404 10.0 0.000136279990626 522 30 14.816162 10.0 0.000135712579619 522 31 15.844419 10.0 0.000140558381378 522 32 16.879097 10.0 0.000149191934362 ik= 523 523 13 -1.232826 10.0 1.232826 523 14 -1.517856 10.0 1.517856 523 15 -1.337511 10.0 1.337511 523 16 -1.052482 10.0 1.052482 523 17 0.402309 10.0 0.00019297590681 523 18 2.121098 10.0 0.000164703404915 523 19 4.008048 10.0 0.000159178860093 523 20 5.933073 10.0 0.0001569192285 523 21 6.929022 10.0 0.000159305901803 523 22 7.716805 10.0 0.000167562222764 523 23 8.268538 10.0 0.000173526006009 523 24 8.768416 10.0 0.000172236300777 523 25 9.734364 10.0 0.000168352292551 523 26 10.8043 10.0 0.000162131056358 523 27 11.816893 10.0 0.000150140063493 523 28 12.816648 10.0 0.000143715485068 523 29 13.816404 10.0 0.000139922205156 523 30 14.816162 10.0 0.000139528367082 523 31 16.048534 10.0 0.00014342463972 523 32 17.333321 10.0 0.000150541523247 ik= 524 524 13 -1.408325 10.0 1.408325 524 14 -1.908203 10.0 1.908203 524 15 -1.591919 10.0 1.591919 524 16 -1.092042 10.0 1.092042 524 17 -1.028579 10.0 1.028579 524 18 -1.063609 10.0 1.063609 524 19 1.4326 10.0 0.000158946304119 524 20 4.501926 10.0 0.000155787439171 524 21 5.856226 10.0 0.000160916548531 524 22 6.824486 10.0 0.000170359814256 524 23 7.437591 10.0 0.000178164166309 524 24 7.972498 10.0 0.000178068995993 524 25 9.267508 10.0 0.000175055101082 524 26 10.732112 10.0 0.000169693005203 524 27 11.816893 10.0 0.000156630230341 524 28 12.816648 10.0 0.000148545877598 524 29 13.84501 10.0 0.000144158238902 524 30 14.879796 10.0 0.00014396739334 524 31 16.265366 10.0 0.000146581135896 524 32 17.729969 10.0 0.000151882021182 ik= 525 525 16 -1.092042 10.0 1.092042 525 17 -1.232448 10.0 1.232448 525 18 -1.517355 10.0 1.517355 525 19 1.340214 10.0 0.000156950495489 525 20 4.909297 10.0 0.000155321691064 525 21 6.15248 10.0 0.000161130189191 525 22 6.869946 10.0 0.000171107134905 525 23 7.642009 10.0 0.000181141098343 525 24 8.426794 10.0 0.000182584932729 525 25 9.56309 10.0 0.000180252976767 525 26 10.777817 10.0 0.000176058853496 525 27 11.816893 10.0 0.000162720622754 525 28 12.816648 10.0 0.000154268046559 525 29 14.049061 10.0 0.000149022914897 525 30 15.333727 10.0 0.000148529000432 525 31 16.561314 10.0 0.000149875372335 525 32 17.776039 10.0 0.000153374411838 525 33 18.583052 10.0 0.000157642243703 525 34 19.297897 10.0 0.000160638745417 525 35 19.430046 10.0 0.000161326445758 ik= 526 526 16 -1.085572 10.0 1.085572 526 17 -1.379169 10.0 1.379169 526 18 -1.843911 10.0 1.843911 526 19 1.331024 10.0 0.000162995948516 526 20 5.330048 10.0 0.00016058796648 526 21 6.477637 10.0 0.0001660916642 526 22 6.979346 10.0 0.000175172939931 526 23 7.888159 10.0 0.000185951851694 526 24 8.887915 10.0 0.000188290132597 526 25 9.858944 10.0 0.000185374211092 526 26 10.823564 10.0 0.000182116794978 526 27 11.845602 10.0 0.00016939757308 526 28 12.880494 10.0 0.000160318619491 526 29 14.294896 10.0 0.000153986141171 526 30 15.794533 10.0 0.000153166686889 526 31 16.857533 10.0 0.000153722829577 526 32 17.822153 10.0 0.000155485097464 526 33 18.407715 10.0 0.000158130105454 526 34 18.907591 10.0 0.000160741700839 526 35 19.0 10.0 0.000161848972891 ik= 527 527 16 -1.039563 10.0 1.039563 527 17 -1.175301 10.0 1.175301 527 18 -1.390165 10.0 1.390165 527 19 1.830902 10.0 0.000166265639034 527 20 5.829926 10.0 0.000164255024915 527 21 6.977515 10.0 0.00016972043948 527 22 7.479224 10.0 0.000178849701049 527 23 8.388037 10.0 0.000189184368171 527 24 9.387793 10.0 0.000192477126237 527 25 10.154527 10.0 0.000189142686846 527 26 10.869268 10.0 0.000187133426532 527 27 12.049776 10.0 0.000175970950478 527 28 13.334545 10.0 0.000166266210799 527 29 14.794774 10.0 0.00015929001429 527 30 16.294411 10.0 0.000157967363856 527 31 17.153481 10.0 0.000158148669271 527 32 17.868221 10.0 0.000158696530139 527 33 18.407715 10.0 0.000159667932209 527 34 18.907591 10.0 0.000161289054335 527 35 19.0 10.0 0.000162470533471 ik= 528 528 15 -1.0 10.0 1.0 528 16 -1.0 10.0 1.0 528 17 -1.0 10.0 1.0 528 18 -1.0 10.0 1.0 528 19 2.146535 10.0 0.000171736067145 528 20 6.005502 10.0 0.000169060203392 528 21 7.184231 10.0 0.000173750080101 528 22 7.756225 10.0 0.000181642212826 528 23 8.677778 10.0 0.000190954671631 528 24 9.677534 10.0 0.000196418821874 528 25 10.297227 10.0 0.000193218870903 528 26 10.832118 10.0 0.000191945047856 528 27 12.155293 10.0 0.000183081582339 528 28 13.654927 10.0 0.000172598023651 528 29 15.125968 10.0 0.000165144222519 528 30 16.590591 10.0 0.000162732204378 528 31 17.296444 10.0 0.000162655019897 528 32 17.831337 10.0 0.000162845252394 528 33 18.366228 10.0 0.000162852904939 528 34 18.901119 10.0 0.000163371764339 ik= 529 529 15 -1.0 10.0 1.0 529 16 -1.0 10.0 1.0 529 17 -1.0 10.0 1.0 529 18 -1.0 10.0 1.0 529 19 1.33155 10.0 0.000187598429902 529 20 4.191005 10.0 0.00017862730517 529 21 5.591968 10.0 0.000180038916442 529 22 6.665548 10.0 0.000182160789786 529 23 7.678022 10.0 0.00019063880341 529 24 8.677778 10.0 0.000198643799409 529 25 9.501766 10.0 0.000197491286658 529 26 10.286536 10.0 0.00019572914689 529 27 11.655416 10.0 0.000190474239936 529 28 13.155049 10.0 0.000180364274849 529 29 14.422039 10.0 0.000171794059867 529 30 15.636784 10.0 0.000167997910028 529 31 16.500618 10.0 0.000167633818604 529 32 17.285387 10.0 0.000167793052119 529 33 18.070158 10.0 0.000167233138892 529 34 18.854923 10.0 0.000166784543731 ik= 530 530 16 -1.0 10.0 1.0 530 17 -1.0 10.0 1.0 530 18 -1.0 10.0 1.0 530 19 0.515819 10.0 0.000208491234499 530 20 2.374847 10.0 0.000185661683583 530 21 3.969627 10.0 0.000183008425303 530 22 5.510003 10.0 0.000181070435756 530 23 6.607092 10.0 0.000186685306325 530 24 7.606848 10.0 0.00019932792239 530 25 8.635318 10.0 0.000200359410618 530 26 9.670195 10.0 0.000199526934974 530 27 11.084821 10.0 0.000197072112185 530 28 12.584455 10.0 0.000188057243333 530 29 13.733246 10.0 0.000178824642205 530 30 14.803246 10.0 0.000174441777245 530 31 15.815918 10.0 0.000174305486045 530 32 16.815674 10.0 0.000174377134732 530 33 17.786785 10.0 0.000173048903651 530 34 18.751415 10.0 0.000171715092812 530 35 18.95837 10.0 0.000171217718448 ik= 531 531 17 -1.0 10.0 1.0 531 18 -1.0 10.0 1.0 531 19 -0.299165 10.0 0.299165 531 20 0.560351 10.0 0.00020682747448 531 21 2.173739 10.0 0.000185834248212 531 22 3.964909 10.0 0.000181171664559 531 23 5.107458 10.0 0.000183514108798 531 24 6.107214 10.0 0.000197938265334 531 25 7.339979 10.0 0.000202052719001 531 26 8.624735 10.0 0.000201530354627 531 27 10.085065 10.0 0.000200401530259 531 28 11.584699 10.0 0.000193648446611 531 29 13.141593 10.0 0.000185015431198 531 30 14.711349 10.0 0.000181755348327 531 31 15.815918 10.0 0.000182370240021 531 32 16.815674 10.0 0.00018253027334 531 33 17.582977 10.0 0.000180614863066 531 34 18.297729 10.0 0.000178499586445 531 35 18.662176 10.0 0.000177798415768 531 36 18.947174 10.0 0.000177174563465 ik= 532 532 17 -1.070015 10.0 1.070015 532 18 -1.070015 10.0 1.070015 532 19 -1.098552 10.0 1.098552 532 20 -1.133551 10.0 1.133551 532 21 0.147116 10.0 0.000207847490108 532 22 1.732426 10.0 0.000178191227329 532 23 3.152607 10.0 0.000177775308252 532 24 4.537351 10.0 0.000193074387811 532 25 6.016026 10.0 0.000202909306468 532 26 7.51566 10.0 0.000204528048275 532 27 9.072489 10.0 0.000203482539929 532 28 10.64212 10.0 0.000200833883301 532 29 12.562794 10.0 0.000191471485778 532 30 14.562309 10.0 0.000188406648061 532 31 15.745903 10.0 0.000189531204509 532 32 16.745659 10.0 0.000190625081942 532 33 17.366247 10.0 0.000188890858288 532 34 17.901121 10.0 0.000186085359788 532 35 18.407469 10.0 0.000184870238895 532 36 18.907347 10.0 0.000184294430161 ik= 533 533 18 -1.569893 10.0 1.569893 533 19 -1.802177 10.0 1.802177 533 20 -2.087053 10.0 2.087053 533 21 -3.296129 10.0 3.296129 533 22 -4.720338 10.0 4.720338 533 23 -1.597093 10.0 1.597093 533 24 2.536309 10.0 0.000193346945121 533 25 4.516393 10.0 0.000197189248707 533 26 6.016026 10.0 0.000207813002584 533 27 7.981201 10.0 0.000206721869844 533 28 10.050589 10.0 0.000205260386243 533 29 12.062916 10.0 0.000197742939134 533 30 14.062431 10.0 0.000194299127676 533 31 15.246025 10.0 0.0001978205455 533 32 16.245781 10.0 0.000200594734601 533 33 17.070175 10.0 0.000198067281243 533 34 17.854927 10.0 0.000193718871611 533 35 18.407469 10.0 0.000191829789831 533 36 18.907347 10.0 0.000191789989001 533 37 19.0 10.0 0.000190166665526 ik= 534 534 18 -2.0 10.0 2.0 534 19 -2.951459 10.0 2.951459 534 20 -4.118346 10.0 4.118346 534 21 -7.907806 10.0 7.907806 534 22 -12.309056 10.0 12.309056 534 23 -7.187611 10.0 7.187611 534 24 0.048022 10.0 0.000191589681675 534 25 2.766225 10.0 0.000193341180621 534 26 4.476493 10.0 0.000208431205184 534 27 6.86023 10.0 0.000210583616989 534 28 9.394726 10.0 0.000209722796907 534 29 11.521019 10.0 0.000203446809843 534 30 13.55564 10.0 0.000199939728551 534 31 14.717039 10.0 0.000203717419378 534 32 15.681689 10.0 0.000207479943226 534 33 16.732239 10.0 0.000205759735028 534 34 17.802202 10.0 0.000201512292852 534 35 18.378853 10.0 0.00019985123334 534 36 18.843624 10.0 0.000200953000462 534 37 18.901045 10.0 0.000200667817474 ik= 535 535 22 -26.805326 10.0 26.805326 535 23 -17.891184 10.0 17.891184 535 24 -5.408113 10.0 5.408113 535 25 -0.506905 10.0 0.506905 535 26 2.702631 10.0 0.000216405370956 535 27 5.56477 10.0 0.000213058044096 535 28 8.349144 10.0 0.000212318793658 535 29 10.725315 10.0 0.00021005414208 535 30 13.009814 10.0 0.000205879272519 535 31 14.013231 10.0 0.000207585463041 535 32 14.728004 10.0 0.000211247680904 535 33 16.140099 10.0 0.000212045425885 535 34 17.709816 10.0 0.000209607566193 535 35 18.175167 10.0 0.000208434293381 535 36 18.390062 10.0 0.000210351771113 535 37 18.196688 10.0 0.000211208093237 535 38 17.911705 10.0 0.000207407593322 535 39 17.684042 10.0 0.000203491229867 535 40 17.469147 10.0 0.00020680701307 535 41 17.021326 10.0 0.000214582981606 ik= 536 536 31 13.29654 10.0 0.000212889181617 536 32 13.831402 10.0 0.000218258754181 536 33 15.503807 10.0 0.00022041834713 536 34 17.433346 10.0 0.000218237032001 536 35 17.790047 10.0 0.000216903808692 536 36 17.790047 10.0 0.000218897076909 536 37 17.380991 10.0 0.000220734432288 536 38 16.881113 10.0 0.000217606207276 536 39 16.790047 10.0 0.000212781758435 536 40 16.790047 10.0 0.000215886895916 536 41 16.410072 10.0 0.000226335068465 536 42 15.945178 10.0 0.000229964258525 536 43 15.888607 10.0 0.000223125544041 536 44 15.923592 10.0 0.000216108396733 536 45 16.366653 10.0 0.000208519258971 536 46 16.901516 10.0 0.000201736756855 536 47 17.436378 10.0 0.000196201580538 536 48 17.971239 10.0 0.000192021657019 536 49 18.477575 10.0 0.000190004949552 536 50 18.977453 10.0 0.000188201423335 ik= 537 537 32 13.285454 10.0 0.000222866186173 537 33 14.596314 10.0 0.000226808051673 537 34 16.026096 10.0 0.000227790804885 537 35 16.290413 10.0 0.000227155587229 537 36 16.290413 10.0 0.000227424047594 537 37 15.881357 10.0 0.000228998688678 537 38 15.381479 10.0 0.000228674838398 537 39 15.290413 10.0 0.000225661862974 537 40 15.290413 10.0 0.000226821737392 537 41 15.114673 10.0 0.00023514289782 537 42 14.899656 10.0 0.000238392957819 537 43 15.092963 10.0 0.000231661361427 537 44 15.377825 10.0 0.000224813496041 537 45 16.070766 10.0 0.000217848824979 537 46 16.855505 10.0 0.000212138457467 537 47 17.640245 10.0 0.000207715375788 537 48 18.424984 10.0 0.000204044153795 537 49 18.977453 10.0 0.000200709614928 537 50 19.477331 10.0 0.000197433359883 537 51 19.801994 10.0 0.000194137092402 2 reading 162.091766 56.089241 LO:Gorbusha - Russia -1 6 51434 36 41 dilat= 10 0.00416499999999 55.942249 55.938084 ik= 26 26 31 -65.389343 10.0 65.389343 26 32 -22.37995 10.0 22.37995 26 33 -6.226555 10.0 6.226555 26 34 3.856058 10.0 0.000362163455669 26 35 6.913851 10.0 0.000331042678603 26 36 8.378489 10.0 0.000330749107214 26 37 9.173567 10.0 0.000329784417996 26 38 9.813425 10.0 0.000322417567089 26 39 11.299526 10.0 0.000306415889328 26 40 12.974136 10.0 0.000283987329208 26 41 14.125767 10.0 0.00025974784057 26 42 15.160519 10.0 0.00024160077472 26 43 16.603592 10.0 0.000227462464197 26 44 18.138222 10.0 0.000215221288125 26 45 19.379045 10.0 0.000204446767516 26 46 20.553778 10.0 0.000193492372569 26 47 23.159988 10.0 0.000183139857501 26 48 26.089266 10.0 0.000174665802488 26 49 28.66802 10.0 0.000166130019519 26 50 31.16741 10.0 0.000157625838826 ik= 27 27 29 -105.242722 10.0 105.242722 27 30 -104.183899 10.0 104.183899 27 31 -74.598518 10.0 74.598518 27 32 -38.585709 10.0 38.585709 27 33 -17.404245 10.0 17.404245 27 34 0.424554 10.0 0.000381824116547 27 35 4.710655 10.0 0.000324388060635 27 36 5.925416 10.0 0.000316903356445 27 37 7.492089 10.0 0.000313205697822 27 38 9.131459 10.0 0.000302344404179 27 39 11.821428 10.0 0.000289039660206 27 40 14.745426 10.0 0.000269523392937 27 41 16.329512 10.0 0.000251662106487 27 42 17.614141 10.0 0.000235677313443 27 43 19.307095 10.0 0.000223764464513 27 44 21.0916 10.0 0.000213117456571 27 45 23.398262 10.0 0.000205383316354 27 46 25.822382 10.0 0.000197115181733 27 47 28.250908 10.0 0.000189111268867 27 48 30.680431 10.0 0.000181103850361 ik= 28 28 29 -113.125771 10.0 113.125771 28 30 -107.714211 10.0 107.714211 28 31 -83.702583 10.0 83.702583 28 32 -55.500111 10.0 55.500111 28 33 -29.921535 10.0 29.921535 28 34 -4.936186 10.0 4.936186 28 35 1.384645 10.0 0.000337075978241 28 36 3.472559 10.0 0.000284164878961 28 37 5.761215 10.0 0.000278468412107 28 38 8.085095 10.0 0.000273352541269 28 39 11.865067 10.0 0.000268336462828 28 40 15.969397 10.0 0.000254312856551 28 41 18.05958 10.0 0.00024043787139 28 42 19.699619 10.0 0.000228303713712 28 43 21.747986 10.0 0.000218856973655 28 44 23.887905 10.0 0.000211609507028 28 45 27.166094 10.0 0.000205940330344 28 46 30.700342 10.0 0.000200011919693 28 47 33.039722 10.0 0.000193589420938 28 48 35.109436 10.0 0.0001866825452 ik= 29 29 29 -118.817749 10.0 118.817749 29 30 -106.909348 10.0 106.909348 29 31 -92.103485 10.0 92.103485 29 32 -76.644783 10.0 76.644783 29 33 -50.562489 10.0 50.562489 29 34 -22.078865 10.0 22.078865 29 35 -8.797103 10.0 8.797103 29 36 1.037028 10.0 0.000320693390288 29 37 3.73907 10.0 0.000270461354424 29 38 4.81356 10.0 0.000252879979401 29 39 8.97899 10.0 0.000246709475293 29 40 13.832952 10.0 0.000240465800827 29 41 16.877003 10.0 0.000229129696994 29 42 19.516556 10.0 0.00021930619476 29 43 22.56443 10.0 0.000213141699623 29 44 25.703861 10.0 0.000210134012413 29 45 29.369595 10.0 0.0002068259497 29 46 33.153721 10.0 0.000202409312644 29 47 35.946846 10.0 0.000196983719336 29 48 38.516319 10.0 0.000190991833904 ik= 30 30 29 -122.063545 10.0 122.063545 30 30 -105.547226 10.0 105.547226 30 31 -99.752052 10.0 99.752052 30 32 -96.372513 10.0 96.372513 30 33 -71.318733 10.0 71.318733 30 34 -41.36565 10.0 41.36565 30 35 -21.412476 10.0 21.412476 30 36 -3.727188 10.0 3.727188 30 37 0.466793 10.0 0.000329706075108 30 38 1.586149 10.0 0.000239927054002 30 39 6.286997 10.0 0.00022044397352 30 40 11.785654 10.0 0.000223688754186 30 41 15.707222 10.0 0.000213427663764 30 42 19.276327 10.0 0.000208584262973 30 43 23.282328 10.0 0.000208388154954 30 44 27.386292 10.0 0.00020758051944 30 45 31.490255 10.0 0.000205854316038 30 46 35.594215 10.0 0.00020295506431 30 47 38.825432 10.0 0.000198906618287 30 48 41.85968 10.0 0.000194060103986 ik= 31 31 29 -110.270462 10.0 110.270462 31 30 -100.757141 10.0 100.757141 31 31 -102.781433 10.0 102.781433 31 32 -107.405304 10.0 107.405304 31 33 -92.802872 10.0 92.802872 31 34 -73.854446 10.0 73.854446 31 35 -49.004021 10.0 49.004021 31 36 -22.815102 10.0 22.815102 31 37 -10.49567 10.0 10.49567 31 38 -1.372899 10.0 1.372899 31 39 4.78599 10.0 0.000237671368808 31 40 10.284647 10.0 0.0002097315841 31 41 14.615057 10.0 0.000201409390499 31 42 18.684376 10.0 0.000200129077976 31 43 23.39489 10.0 0.000201386514131 31 44 28.249172 10.0 0.000203559285206 31 45 33.103455 10.0 0.000203914609642 31 46 37.957737 10.0 0.000202375675773 31 47 41.531166 10.0 0.000199477957263 31 48 44.815517 10.0 0.000195764669142 ik= 32 32 29 -98.883408 10.0 98.883408 32 30 -94.787781 10.0 94.787781 32 31 -102.472778 10.0 102.472778 32 32 -112.812111 10.0 112.812111 32 33 -107.229362 10.0 107.229362 32 34 -98.047501 10.0 98.047501 32 35 -71.13752 10.0 71.13752 32 36 -40.207024 10.0 40.207024 32 37 -20.838692 10.0 20.838692 32 38 -4.175952 10.0 4.175952 32 39 3.184379 10.0 0.000264731216504 32 40 8.472516 10.0 0.000229699299137 32 41 13.172938 10.0 0.000214825324196 32 42 17.742014 10.0 0.000201621929818 32 43 23.213717 10.0 0.000200469282285 32 44 28.887806 10.0 0.000201948977319 32 45 34.619183 10.0 0.00020255802613 32 46 40.363445 10.0 0.000201624438034 32 47 44.24736 10.0 0.000199506368537 32 48 47.711418 10.0 0.000196634347249 ik= 33 33 29 -89.915878 10.0 89.915878 33 30 -81.572319 10.0 81.572319 33 31 -81.746513 10.0 81.746513 33 32 -83.839874 10.0 83.839874 33 33 -78.571075 10.0 78.571075 33 34 -71.638107 10.0 71.638107 33 35 -60.012848 10.0 60.012848 33 36 -47.323441 10.0 47.323441 33 37 -27.45105 10.0 27.45105 33 38 -6.040627 10.0 6.040627 33 39 0.958487 10.0 0.000302711536726 33 40 4.747357 10.0 0.00024369575935 33 41 9.582382 10.0 0.000227429713506 33 42 14.651214 10.0 0.000213818785566 33 43 21.235006 10.0 0.00020469520301 33 44 28.158487 10.0 0.000202187238285 33 45 35.547234 10.0 0.000201424572577 33 46 43.040642 10.0 0.000200473737388 33 47 47.042759 10.0 0.000199112353716 33 48 50.256943 10.0 0.000197284285353 ik= 34 34 29 -83.003983 10.0 83.003983 34 30 -71.216675 10.0 71.216675 34 31 -66.082474 10.0 66.082474 34 32 -62.447319 10.0 62.447319 34 33 -58.897713 10.0 58.897713 34 34 -55.367462 10.0 55.367462 34 35 -55.905617 10.0 55.905617 34 36 -57.36644 10.0 57.36644 34 37 -35.545055 10.0 35.545055 34 38 -8.547801 10.0 8.547801 34 39 -1.328105 10.0 1.328105 34 40 1.485966 10.0 0.000281357500631 34 41 6.179886 10.0 0.000232874783679 34 42 11.293933 10.0 0.000215172534235 34 43 18.849445 10.0 0.000207870714863 34 44 26.952387 10.0 0.000203313974101 34 45 36.014202 10.0 0.000200471209189 34 46 45.291725 10.0 0.000198863806089 34 47 49.389957 10.0 0.000197646700117 34 48 52.319294 10.0 0.000196288665766 ik= 35 35 29 -88.732422 10.0 88.732422 35 30 -78.445763 10.0 78.445763 35 31 -81.548058 10.0 81.548058 35 32 -87.667061 10.0 87.667061 35 33 -94.483604 10.0 94.483604 35 34 -101.457794 10.0 101.457794 35 35 -94.967514 10.0 94.967514 35 36 -85.423645 10.0 85.423645 35 37 -52.761909 10.0 52.761909 35 38 -15.010063 10.0 15.010063 35 39 -3.990239 10.0 3.990239 35 40 1.074793 10.0 0.00032155129448 35 41 3.931257 10.0 0.000260057487544 35 42 6.294129 10.0 0.000224709204133 35 43 13.958649 10.0 0.000208306531801 35 44 22.811909 10.0 0.000199525846734 35 45 33.644928 10.0 0.00019698762177 35 46 44.923302 10.0 0.000195869652719 35 47 48.98185 10.0 0.000194855736657 35 48 51.410973 10.0 0.000193642268664 ik= 36 36 29 -97.474014 10.0 97.474014 36 30 -89.63356 10.0 89.63356 36 31 -98.934998 10.0 98.934998 36 32 -112.09874 10.0 112.09874 36 33 -126.199585 10.0 126.199585 36 34 -140.512192 10.0 140.512192 36 35 -127.331215 10.0 127.331215 36 36 -107.914993 10.0 107.914993 36 37 -68.361771 10.0 68.361771 36 38 -24.42445 10.0 24.42445 36 39 -10.037022 10.0 10.037022 36 40 -2.232089 10.0 2.232089 36 41 0.225546 10.0 0.000315187138389 36 42 1.488116 10.0 0.000221896908847 36 43 9.047784 10.0 0.000210475652684 36 44 18.019394 10.0 0.000198407559493 36 45 30.019342 10.0 0.000190961961577 36 46 42.700523 10.0 0.000190595681682 36 47 46.895771 10.0 0.000190405277767 36 48 49.175854 10.0 0.000189872791267 ik= 37 37 29 -124.702698 10.0 124.702698 37 30 -125.108231 10.0 125.108231 37 31 -128.176636 10.0 128.176636 37 32 -131.845016 10.0 131.845016 37 33 -134.412415 10.0 134.412415 37 34 -136.730927 10.0 136.730927 37 35 -118.888458 10.0 118.888458 37 36 -96.473709 10.0 96.473709 37 37 -74.154274 10.0 74.154274 37 38 -51.956345 10.0 51.956345 37 39 -36.829144 10.0 36.829144 37 40 -23.27702 10.0 23.27702 37 41 -12.417153 10.0 12.417153 37 42 -2.158977 10.0 2.158977 37 43 3.986595 10.0 0.000222065028144 37 44 9.210035 10.0 0.000209871429346 37 45 18.685753 10.0 0.000199548246815 37 46 29.118034 10.0 0.000191633865887 37 47 34.530132 10.0 0.000186120682644 37 48 38.809238 10.0 0.000184511341095 ik= 38 38 29 -149.94931 10.0 149.94931 38 30 -156.259216 10.0 156.259216 38 31 -154.004562 10.0 154.004562 38 32 -149.820206 10.0 149.820206 38 33 -142.268738 10.0 142.268738 38 34 -133.956192 10.0 133.956192 38 35 -113.185593 10.0 113.185593 38 36 -89.589668 10.0 89.589668 38 37 -83.525314 10.0 83.525314 38 38 -81.459091 10.0 81.459091 38 39 -65.613655 10.0 65.613655 38 40 -46.698776 10.0 46.698776 38 41 -27.678295 10.0 27.678295 38 42 -8.634211 10.0 8.634211 38 43 -2.713566 10.0 2.713566 38 44 0.264528 10.0 0.000241920618427 38 45 7.748777 10.0 0.000216046086132 38 46 16.246702 10.0 0.000205069040193 38 47 22.505854 10.0 0.000196461433122 38 48 28.259743 10.0 0.000189708680765 ik= 39 39 29 -163.018646 10.0 163.018646 39 30 -160.82489 10.0 160.82489 39 31 -158.843628 10.0 158.843628 39 32 -156.910233 10.0 156.910233 39 33 -147.937836 10.0 147.937836 39 34 -137.374329 10.0 137.374329 39 35 -124.342453 10.0 124.342453 39 36 -110.750793 10.0 110.750793 39 37 -114.93203 10.0 114.93203 39 38 -123.120186 10.0 123.120186 39 39 -106.688339 10.0 106.688339 39 40 -84.772186 10.0 84.772186 39 41 -59.070847 10.0 59.070847 39 42 -32.52356 10.0 32.52356 39 43 -19.508307 10.0 19.508307 39 44 -9.527225 10.0 9.527225 39 45 -0.756929 10.0 0.756929 39 46 7.740995 10.0 0.000211686846274 39 47 12.571766 10.0 0.000209262500661 39 48 16.574907 10.0 0.000200295987129 ik= 40 40 29 -176.486923 10.0 176.486923 40 30 -167.760468 10.0 167.760468 40 31 -165.383362 10.0 165.383362 40 32 -164.436844 10.0 164.436844 40 33 -154.412567 10.0 154.412567 40 34 -142.336334 10.0 142.336334 40 35 -137.572266 10.0 137.572266 40 36 -134.466522 10.0 134.466522 40 37 -148.257751 10.0 148.257751 40 38 -165.814499 10.0 165.814499 40 39 -147.375671 10.0 147.375671 40 40 -120.918503 10.0 120.918503 40 41 -88.948318 10.0 88.948318 40 42 -55.746048 10.0 55.746048 40 43 -37.829895 10.0 37.829895 40 44 -23.341217 10.0 23.341217 40 45 -12.598402 10.0 12.598402 40 46 -2.698231 10.0 2.698231 40 47 1.936103 10.0 0.000252700556036 40 48 5.382008 10.0 0.0002208586527 ik= 41 41 29 -192.473251 10.0 192.473251 41 30 -189.24411 10.0 189.24411 41 31 -182.371765 10.0 182.371765 41 32 -174.678543 10.0 174.678543 41 33 -165.856079 10.0 165.856079 41 34 -156.778366 10.0 156.778366 41 35 -163.567581 10.0 163.567581 41 36 -173.955231 10.0 173.955231 41 37 -193.519135 10.0 193.519135 41 38 -215.073944 10.0 215.073944 41 39 -185.919525 10.0 185.919525 41 40 -145.469208 10.0 145.469208 41 41 -109.717552 10.0 109.717552 41 42 -75.016006 10.0 75.016006 41 43 -65.602066 10.0 65.602066 41 44 -61.858135 10.0 61.858135 41 45 -44.928921 10.0 44.928921 41 46 -25.033636 10.0 25.033636 41 47 -13.054464 10.0 13.054464 41 48 -2.861854 10.0 2.861854 ik= 42 42 29 -210.493332 10.0 210.493332 42 30 -212.342316 10.0 212.342316 42 31 -202.038055 10.0 202.038055 42 32 -188.995483 10.0 188.995483 42 33 -181.803406 10.0 181.803406 42 34 -175.933838 10.0 175.933838 42 35 -191.410522 10.0 191.410522 42 36 -211.728317 10.0 211.728317 42 37 -233.288452 10.0 233.288452 42 38 -255.033493 10.0 255.033493 42 39 -216.841095 10.0 216.841095 42 40 -165.29715 10.0 165.29715 42 41 -128.006836 10.0 128.006836 42 42 -93.902069 10.0 93.902069 42 43 -92.774979 10.0 92.774979 42 44 -99.042191 10.0 99.042191 42 45 -77.303345 10.0 77.303345 42 46 -49.264446 10.0 49.264446 42 47 -31.620935 10.0 31.620935 42 48 -16.323524 10.0 16.323524 ik= 43 43 29 -241.054871 10.0 241.054871 43 30 -245.404907 10.0 245.404907 43 31 -238.21405 10.0 238.21405 43 32 -228.422882 10.0 228.422882 43 33 -225.502167 10.0 225.502167 43 34 -224.134491 10.0 224.134491 43 35 -230.657593 10.0 230.657593 43 36 -238.970276 10.0 238.970276 43 37 -239.271393 10.0 239.271393 43 38 -237.75647 10.0 237.75647 43 39 -200.849335 10.0 200.849335 43 40 -156.058258 10.0 156.058258 43 41 -131.040192 10.0 131.040192 43 42 -110.441185 10.0 110.441185 43 43 -116.28231 10.0 116.28231 43 44 -128.051865 10.0 128.051865 43 45 -109.977791 10.0 109.977791 43 46 -85.190277 10.0 85.190277 43 47 -72.226532 10.0 72.226532 43 48 -61.931255 10.0 61.931255 ik= 44 44 29 -265.252258 10.0 265.252258 44 30 -271.295166 10.0 271.295166 44 31 -266.694916 10.0 266.694916 44 32 -259.696625 10.0 259.696625 44 33 -260.101959 10.0 260.101959 44 34 -262.180847 10.0 262.180847 44 35 -261.135223 10.0 261.135223 44 36 -259.380981 10.0 259.380981 44 37 -243.358963 10.0 243.358963 44 38 -224.17691 10.0 224.17691 44 39 -190.34256 10.0 190.34256 44 40 -153.244293 10.0 153.244293 44 41 -138.540695 10.0 138.540695 44 42 -128.842072 10.0 128.842072 44 43 -139.166504 10.0 139.166504 44 44 -153.980515 10.0 153.980515 44 45 -139.546478 10.0 139.546478 44 46 -118.53299 10.0 118.53299 44 47 -109.541023 10.0 109.541023 44 48 -103.262169 10.0 103.262169 ik= 45 45 29 -250.602539 10.0 250.602539 45 30 -253.397003 10.0 253.397003 45 31 -248.199432 10.0 248.199432 45 32 -241.201141 10.0 241.201141 45 33 -239.160767 10.0 239.160767 45 34 -238.24115 10.0 238.24115 45 35 -238.066986 10.0 238.066986 45 36 -238.06192 10.0 238.06192 45 37 -235.859619 10.0 235.859619 45 38 -233.169525 10.0 233.169525 45 39 -213.374847 10.0 213.374847 45 40 -189.769989 10.0 189.769989 45 41 -173.446503 10.0 173.446503 45 42 -158.75032 10.0 158.75032 45 43 -158.362061 10.0 158.362061 45 44 -161.181915 10.0 161.181915 45 45 -150.256973 10.0 150.256973 45 46 -136.240051 10.0 136.240051 45 47 -126.905441 10.0 126.905441 45 48 -118.627556 10.0 118.627556 3 reading 162.381088 58.621262 LO:Pankara - Russia -1 6 51458 645 110 dilat= 10 0.00416499999999 55.942249 55.938084 ik= 635 635 100 5.699245 10.0 0.00028846205713 635 101 7.246876 10.0 0.00027479984066 635 102 8.246632 10.0 0.000262064333123 635 103 8.021423 10.0 0.000253403658945 635 104 7.521545 10.0 0.000244174250374 635 105 7.662453 10.0 0.000235605177812 635 106 7.947511 10.0 0.000225501177731 635 107 7.592167 10.0 0.000216571744538 635 108 7.092289 10.0 0.000211606219214 635 109 7.0 10.0 0.000208570238858 635 110 7.0 10.0 0.0002061287252 635 111 7.0 10.0 0.000204146166194 635 112 7.0 10.0 0.000202463996235 635 113 7.408932 10.0 0.000201719640769 635 114 7.90881 10.0 0.00020124878275 635 115 8.175632 10.0 0.000206031855132 635 116 8.390451 10.0 0.000221008709111 635 117 8.429745 10.0 0.000239571097627 635 118 8.429745 10.0 0.000256769022489 635 119 9.013365 10.0 0.000264465136457 ik= 636 636 100 4.829801 10.0 0.00025409687332 636 101 6.383506 10.0 0.000260039077382 636 102 7.453378 10.0 0.000256641758289 636 103 7.26965 10.0 0.000252969840853 636 104 6.80483 10.0 0.000248937133351 636 105 7.127544 10.0 0.000244901761537 636 106 7.627422 10.0 0.000239409632119 636 107 7.368839 10.0 0.000233010412964 636 108 6.939077 10.0 0.000226133573866 636 109 6.94549 10.0 0.000220088758329 636 110 7.050664 10.0 0.000214778461238 636 111 7.098701 10.0 0.000210106835929 636 112 7.133888 10.0 0.00020546008872 636 113 7.520518 10.0 0.000202519205184 636 114 7.985338 10.0 0.000201086849838 636 115 8.070133 10.0 0.000200270059647 636 116 8.070133 10.0 0.000205736991443 636 117 8.098779 10.0 0.000220077260193 636 118 8.133837 10.0 0.000239821185133 636 119 8.519837 10.0 0.000256725962711 ik= 637 637 100 1.695816 10.0 0.000208578262662 637 101 3.292827 10.0 0.000206553905091 637 102 4.862455 10.0 0.000224571158114 637 103 4.974371 10.0 0.000239359970289 637 104 4.759429 10.0 0.000249750123915 637 105 5.128033 10.0 0.000252785661736 637 106 5.627911 10.0 0.00025208872767 637 107 5.777061 10.0 0.000249558917087 637 108 5.847055 10.0 0.00024442788038 637 109 6.556969 10.0 0.000235766014933 637 110 7.411777 10.0 0.000227095310779 637 111 7.802202 10.0 0.000219696554948 637 112 8.088182 10.0 0.000212181562542 637 113 8.315859 10.0 0.000205977670031 637 114 8.5308 10.0 0.000202176205111 637 115 8.570011 10.0 0.000199867166595 637 116 8.570011 10.0 0.000199662451905 637 117 8.802828 10.0 0.000208722304551 637 118 9.087765 10.0 0.00022459278326 637 119 9.315543 10.0 0.000243291041091 ik= 638 638 100 -1.0 10.0 1.0 638 101 0.520045 10.0 0.000132922195695 638 102 2.379813 10.0 0.000137007962753 638 103 2.720444 10.0 0.000162692072925 638 104 2.720444 10.0 0.00019779552618 638 105 3.185561 10.0 0.000237381806656 638 106 3.755311 10.0 0.000257152396266 638 107 4.239552 10.0 0.000259607165765 638 108 4.704494 10.0 0.000258117906382 638 109 6.070072 10.0 0.000251387847872 638 110 7.639577 10.0 0.000240679237207 638 111 8.394394 10.0 0.000229916673034 638 112 8.96623 10.0 0.000220486965574 638 113 9.069889 10.0 0.000211715649456 638 114 9.069889 10.0 0.000204406140014 638 115 9.098452 10.0 0.000199753358743 638 116 9.133388 10.0 0.000198174306076 638 117 9.519676 10.0 0.00020167128878 638 118 9.984618 10.0 0.000212495428586 638 119 10.069889 10.0 0.000228840474792 ik= 639 639 109 4.976927 10.0 0.000264187623777 639 110 7.046647 10.0 0.000254390916998 639 111 8.301676 10.0 0.000243086226037 639 112 9.375559 10.0 0.000233440271113 639 113 9.570225 10.0 0.000220783356042 639 114 9.570225 10.0 0.00020945459811 639 115 9.803268 10.0 0.00020169196624 639 116 10.088311 10.0 0.00019877482349 639 117 10.315989 10.0 0.000199254290623 639 118 10.530824 10.0 0.000204034753315 639 119 10.570225 10.0 0.00021556444163 639 120 10.570225 10.0 0.000231697122599 639 121 10.570225 10.0 0.000249336014058 639 122 10.570225 10.0 0.00026005419218 639 123 11.15316 10.0 0.00026327282554 639 124 11.867872 10.0 0.000272597081796 639 125 12.407467 10.0 0.000276089964668 639 126 12.907349 10.0 0.00027501075639 639 127 13.584861 10.0 0.000274566903213 639 128 14.299574 10.0 0.000274558689339 ik= 640 640 115 10.45014 10.0 0.000208833226045 640 116 10.914975 10.0 0.000201240033526 640 117 11.057266 10.0 0.000198745291558 640 118 11.127352 10.0 0.000199400313372 640 119 11.111589 10.0 0.000204677764515 640 120 11.076547 10.0 0.000216262835862 640 121 11.070103 10.0 0.00023285607087 640 122 11.070103 10.0 0.000250232909282 640 123 11.449232 10.0 0.00025855373309 640 124 11.914067 10.0 0.000263946528634 640 125 12.378902 10.0 0.000272541926583 640 126 12.843741 10.0 0.000276433674173 640 127 13.310279 10.0 0.00027598080754 640 128 13.775114 10.0 0.000276067232186 640 129 14.297267 10.0 0.000276508433705 640 130 14.832188 10.0 0.000277041083185 640 131 15.747036 10.0 0.000277424947237 640 132 16.746792 10.0 0.000277832488349 640 133 17.746548 10.0 0.000278288096345 640 134 18.746304 10.0 0.000278652639185 ik= 641 641 124 11.960261 10.0 0.000256806161447 641 125 12.175219 10.0 0.000263968336078 641 126 12.390178 10.0 0.000272762739062 641 127 12.605923 10.0 0.000277270181259 641 128 12.820879 10.0 0.000277383103819 641 129 13.501868 10.0 0.000277773771096 641 130 14.286667 10.0 0.000278151197408 641 131 15.247158 10.0 0.000278401962817 641 132 16.246914 10.0 0.000278679572974 641 133 17.24667 10.0 0.000279002777548 641 134 18.246426 10.0 0.000279352393218 641 135 18.197422 10.0 0.000279972184103 641 136 17.9125 10.0 0.000280813835074 641 137 18.035416 10.0 0.000281691828752 641 138 18.250374 10.0 0.000282440170141 641 139 18.522377 10.0 0.00028288389764 641 140 18.807299 10.0 0.000282945498586 641 141 19.442554 10.0 0.000282655474138 641 142 20.160009 10.0 0.000282117037509 641 143 20.698994 10.0 0.000281432767757 ik= 642 642 130 13.760282 10.0 0.000277899982359 642 131 14.718739 10.0 0.000278098492235 642 132 15.683574 10.0 0.000278416342869 642 133 16.619884 10.0 0.000278852251956 642 134 17.549797 10.0 0.000279437509132 642 135 17.340992 10.0 0.000280264326413 642 136 16.876036 10.0 0.000281282719117 642 137 16.790424 10.0 0.000282332923929 642 138 16.790424 10.0 0.000283291117009 642 139 17.198017 10.0 0.000284038662146 642 140 17.697895 10.0 0.000284492087665 642 141 18.197773 10.0 0.000284647210469 642 142 18.699482 10.0 0.000284604831036 642 143 19.19936 10.0 0.000284465921707 642 144 19.69923 10.0 0.000284310936571 642 145 20.579241 10.0 0.000284194784372 642 146 21.544077 10.0 0.000284180483368 642 147 22.129005 10.0 0.00028431976018 642 148 22.628883 10.0 0.000284642824644 642 149 23.128761 10.0 0.000285102062625 ik= 643 643 139 15.69701 10.0 0.000286013185802 643 140 16.196888 10.0 0.000286844575204 643 141 16.696766 10.0 0.000287468546301 643 142 17.198475 10.0 0.000287949752265 643 143 17.698353 10.0 0.000288363623424 643 144 18.198223 10.0 0.000288767451728 643 145 18.873756 10.0 0.000289194888259 643 146 19.588484 10.0 0.000289668460107 643 147 20.127663 10.0 0.000290183872931 643 148 20.627541 10.0 0.000290735031605 643 149 21.127419 10.0 0.000291338631664 643 150 21.627296 10.0 0.000292027217519 643 151 22.127174 10.0 0.000292829274162 643 152 22.627052 10.0 0.000293753447345 643 153 23.359402 10.0 0.000294754388008 643 154 24.144308 10.0 0.000295804013506 643 155 24.521751 10.0 0.000296908712727 643 156 24.806778 10.0 0.00029805205104 643 157 25.5019 10.0 0.000299198603448 643 158 26.286804 10.0 0.000300335368797 ik= 644 644 148 18.698101 10.0 0.00029656279299 644 149 19.197979 10.0 0.000297367855895 644 150 19.697857 10.0 0.000298262121889 644 151 20.197735 10.0 0.000299244940383 644 152 20.697613 10.0 0.00030032178322 644 153 21.576628 10.0 0.000301445857831 644 154 22.541357 10.0 0.000302588264667 644 155 23.155727 10.0 0.000303724832174 644 156 23.690632 10.0 0.000304822446839 644 157 24.607883 10.0 0.000305863829819 644 158 25.607639 10.0 0.000306859812893 644 159 26.607395 10.0 0.000307796982568 644 160 27.607151 10.0 0.000308650177416 644 161 27.43848 10.0 0.000309440215451 644 162 27.008656 10.0 0.000310129139702 644 163 26.95854 10.0 0.000310671997239 644 164 26.993567 10.0 0.000311068538039 644 165 27.0 10.0 0.000311310824008 644 166 27.0 10.0 0.000311350967452 644 167 27.0 10.0 0.000311124640717 ik= 645 645 156 22.14468 10.0 0.000311499856798 645 157 23.10825 10.0 0.000312447087314 645 158 24.108006 10.0 0.000313267275232 645 159 25.107761 10.0 0.000313966755039 645 160 26.107517 10.0 0.000314534195356 645 161 26.347307 10.0 0.000314973708671 645 162 26.41724 10.0 0.000315216479807 645 163 26.662769 10.0 0.00031523287225 645 164 26.947676 10.0 0.000315052973932 645 165 27.0 10.0 0.000314706668947 645 166 27.0 10.0 0.000314165047977 645 167 27.0 10.0 0.0003133719646 645 168 27.0 10.0 0.000312273997327 645 169 26.824718 10.0 0.000310828068839 645 170 26.609745 10.0 0.000308995662834 645 171 27.15247 10.0 0.00030679336005 645 172 27.869938 10.0 0.000304324240918 645 173 28.993715 10.0 0.000301644041523 645 174 30.208443 10.0 0.000298824118117 645 175 30.838734 10.0 0.000295874230005 ik= 646 646 153 18.126564 10.0 0.000313861855394 646 154 18.626442 10.0 0.000315363142267 646 155 19.533783 10.0 0.000316678914869 646 156 20.533539 10.0 0.000317762370639 646 157 21.565708 10.0 0.000318589956194 646 158 22.600597 10.0 0.000319169010776 646 159 23.606754 10.0 0.000319535053084 646 160 24.60651 10.0 0.000319701056073 646 161 25.255138 10.0 0.000319666586313 646 162 25.825283 10.0 0.000319385499603 646 163 26.36673 10.0 0.000318856811399 646 164 26.901743 10.0 0.000318115541909 646 165 27.028683 10.0 0.00031720248006 646 166 27.063816 10.0 0.000316101445907 646 167 27.041622 10.0 0.000314790577827 646 168 27.006487 10.0 0.000313221617532 646 169 27.0 10.0 0.000311338455239 646 170 27.0 10.0 0.000309112909491 646 171 27.407341 10.0 0.000306558319396 646 172 27.90905 10.0 0.000303751344966 ik= 647 647 150 14.732244 10.0 0.00031277730228 647 151 15.127296 10.0 0.000315181048594 647 152 15.627174 10.0 0.000317404293071 647 153 16.127052 10.0 0.000319337826182 647 154 16.62693 10.0 0.000320987383118 647 155 17.534271 10.0 0.000322332686986 647 156 18.534027 10.0 0.000323356563969 647 157 19.770672 10.0 0.000323998378571 647 158 21.055439 10.0 0.000324265174267 647 159 22.107121 10.0 0.000324207380276 647 160 23.106876 10.0 0.000323854856488 647 161 24.163963 10.0 0.000323231257093 647 162 25.233868 10.0 0.000322348976178 647 163 26.070961 10.0 0.000321249802537 647 164 26.855852 10.0 0.000319962765838 647 165 27.23267 10.0 0.000318535717359 647 166 27.517681 10.0 0.000316971929371 647 167 27.337635 10.0 0.000315286188046 647 168 27.052622 10.0 0.000313417534148 647 169 27.0 10.0 0.000311283014254 ik= 648 648 148 13.844698 10.0 0.000310592056074 648 149 13.521763 10.0 0.000313307064514 648 150 13.021885 10.0 0.000316336084438 648 151 13.309336 10.0 0.000319358743006 648 152 13.774201 10.0 0.00032198036215 648 153 14.267624 10.0 0.000324096832038 648 154 14.767502 10.0 0.000325786875255 648 155 15.646304 10.0 0.000327088820473 648 156 16.611046 10.0 0.000327983359139 648 157 18.017025 10.0 0.000328365795443 648 158 19.516659 10.0 0.000328239246006 648 159 20.63612 10.0 0.00032767237057 648 160 21.670889 10.0 0.000326709974185 648 161 23.114218 10.0 0.000325398690881 648 162 24.648865 10.0 0.000323848404982 648 163 25.775194 10.0 0.000322154330767 648 164 26.809959 10.0 0.000320357225636 648 165 27.379492 10.0 0.000318522989984 648 166 27.844357 10.0 0.000316659389155 648 167 27.493563 10.0 0.000314772403476 ik= 649 649 147 13.175662 10.0 0.000309709154989 649 148 13.39065 10.0 0.000312811588632 649 149 13.021885 10.0 0.000316155122082 649 150 12.522007 10.0 0.000319649098524 649 151 12.605532 10.0 0.000322901676508 649 152 12.82052 10.0 0.000325637273813 649 153 13.267868 10.0 0.000327806788158 649 154 13.767746 10.0 0.000329464060256 649 155 14.442865 10.0 0.000330609581933 649 156 15.157732 10.0 0.000331243899865 649 157 16.517391 10.0 0.000331246508889 649 158 18.017025 10.0 0.00033065690741 649 159 19.340839 10.0 0.000329537162891 649 160 20.625484 10.0 0.000327960651969 649 161 22.318693 10.0 0.000326021100117 649 162 24.103218 10.0 0.000323884348896 649 163 25.479424 10.0 0.000321689916261 649 164 26.764069 10.0 0.000319509174229 649 165 27.175505 10.0 0.000317432240715 649 166 27.390491 10.0 0.000315435962017 ik= 650 650 147 13.041558 10.0 0.000311294913402 650 148 13.006441 10.0 0.000314686956271 650 149 12.563128 10.0 0.000318299060886 650 150 12.028132 10.0 0.000321973624207 650 151 11.929749 10.0 0.000325281445113 650 152 11.929749 10.0 0.000327994241989 650 153 12.308814 10.0 0.000330108233637 650 154 12.773575 10.0 0.00033158959134 650 155 13.26696 10.0 0.000332417661175 650 156 13.766838 10.0 0.000332632940969 650 157 15.086647 10.0 0.000332139974857 650 158 16.586281 10.0 0.00033104096131 650 159 18.085915 10.0 0.000329443040625 650 160 19.585548 10.0 0.000327433047564 650 161 21.522446 10.0 0.00032510407233 650 162 23.557074 10.0 0.000322648376017 650 163 25.212072 10.0 0.000320192395709 650 164 26.781939 10.0 0.000317826616802 650 165 27.012917 10.0 0.00031566117431 650 166 26.942682 10.0 0.00031361793873 ik= 651 651 146 13.530823 10.0 0.000309656243314 651 147 13.337266 10.0 0.000312713206663 651 148 13.052271 10.0 0.000316057977567 651 149 12.35908 10.0 0.000319574412044 651 150 11.574207 10.0 0.000323117033352 651 151 11.429871 10.0 0.000326144778073 651 152 11.429871 10.0 0.000328306348107 651 153 11.605132 10.0 0.000329827795964 651 154 11.820015 10.0 0.000330865258968 651 155 12.267204 10.0 0.000331320418656 651 156 12.767082 10.0 0.000331113902741 651 157 14.086891 10.0 0.000330169885876 651 158 15.586525 10.0 0.000328699267138 651 159 17.086159 10.0 0.000326872788614 651 160 18.585793 10.0 0.000324784504846 651 161 20.726921 10.0 0.000322452191837 651 162 23.011429 10.0 0.000320063554549 651 163 25.120411 10.0 0.000317703667596 651 164 27.190035 10.0 0.000315456826883 651 165 27.10482 10.0 0.000313409586061 ik= 652 652 146 14.216423 10.0 0.000314752660158 652 147 13.801582 10.0 0.000317296059871 652 148 13.301704 10.0 0.000319862352383 652 149 12.393631 10.0 0.000322209805947 652 150 11.393875 10.0 0.000324150949416 652 151 11.210022 10.0 0.000325371409371 652 152 11.210022 10.0 0.000325980281213 652 153 11.210022 10.0 0.000326314628873 652 154 11.210022 10.0 0.000326609401968 652 155 11.617485 10.0 0.000326552285879 652 156 12.117363 10.0 0.00032574864095 652 157 13.408535 10.0 0.000324497386073 652 158 14.873174 10.0 0.000323001011715 652 159 16.309193 10.0 0.000321348583743 652 160 17.738836 10.0 0.00031961840441 652 161 19.985605 10.0 0.000317753740431 652 162 22.415003 10.0 0.000315886312663 652 163 24.815819 10.0 0.000314071045393 652 164 27.210222 10.0 0.000312324780039 652 165 26.862385 10.0 0.000310652819024 ik= 653 653 146 15.761765 10.0 0.00031621756702 653 147 15.301216 10.0 0.000317932609795 653 148 14.801338 10.0 0.000318597188409 653 149 13.893265 10.0 0.000318956024481 653 150 12.893509 10.0 0.000319120358361 653 151 12.709656 10.0 0.000319418651973 653 152 12.709656 10.0 0.000319785439906 653 153 12.709656 10.0 0.000319805898874 653 154 12.709656 10.0 0.000319305032193 653 155 13.117119 10.0 0.000318370968699 653 156 13.616997 10.0 0.000317178860287 653 157 14.703693 10.0 0.000315928933459 653 158 15.918455 10.0 0.000314704733162 653 159 16.900242 10.0 0.000313610406311 653 160 17.830132 10.0 0.000312591213358 653 161 19.577141 10.0 0.000311541447529 653 162 21.506786 10.0 0.000310508049939 653 163 23.203735 10.0 0.000309490349126 653 164 24.848505 10.0 0.000308433236507 653 165 24.566982 10.0 0.00030724797373 ik= 654 654 146 17.23188 10.0 0.000303372623245 654 147 16.760683 10.0 0.000311611656256 654 148 16.295906 10.0 0.000314628533227 654 149 15.422936 10.0 0.000314406611412 654 150 14.458282 10.0 0.000313706153721 654 151 14.280884 10.0 0.00031306268844 654 152 14.280884 10.0 0.000312440544548 654 153 14.280884 10.0 0.000311572959211 654 154 14.280884 10.0 0.000310363319711 654 155 14.688347 10.0 0.000309018545863 654 156 15.188225 10.0 0.000307766213403 654 157 16.041536 10.0 0.000306751658519 654 158 16.971088 10.0 0.000305989502625 654 159 17.52054 10.0 0.000305472942719 654 160 17.985317 10.0 0.000305096371278 654 161 19.238527 10.0 0.000304739822932 654 162 20.667957 10.0 0.000304387949512 654 163 21.68907 10.0 0.000303990749684 654 164 22.618622 10.0 0.000303467292628 654 165 22.35261 10.0 0.000302684194375 4 reading 162.383331 58.666668 LO:Imovan - Russia -1 6 51459 655 111 dilat= 10 0.00416499999999 55.942249 55.938084 ik= 645 645 101 -40.541107 10.0 40.541107 645 102 -40.911469 10.0 40.911469 645 103 -38.946144 10.0 38.946144 645 104 -36.457104 10.0 36.457104 645 105 -36.0 10.0 36.0 645 106 -36.0 10.0 36.0 645 107 -30.803841 10.0 30.803841 645 108 -24.434946 10.0 24.434946 645 109 -16.676437 10.0 16.676437 645 110 -8.603286 10.0 8.603286 645 111 -2.347337 10.0 2.347337 645 112 3.517215 10.0 0.000273158901054 645 113 5.222302 10.0 0.000256492301842 645 114 6.007085 10.0 0.000254484723516 645 115 7.0248 10.0 0.000248464141483 645 116 8.094489 10.0 0.000240222293613 645 117 9.107037 10.0 0.000231088535863 645 118 10.106792 10.0 0.000223149730472 645 119 10.522802 10.0 0.000214345821536 645 120 10.807709 10.0 0.0002062054274 ik= 646 646 108 -31.16733 10.0 31.16733 646 109 -25.299088 10.0 25.299088 646 110 -18.65214 10.0 18.65214 646 111 -9.853947 10.0 9.853947 646 112 -0.533054 10.0 0.533054 646 113 2.261855 10.0 0.00023999800991 646 114 3.612954 10.0 0.000228052318585 646 115 5.085491 10.0 0.00023440286756 646 116 6.585125 10.0 0.000234122942144 646 117 7.705023 10.0 0.000229687362241 646 118 8.739913 10.0 0.000224237630464 646 119 9.366605 10.0 0.000218644427452 646 120 9.901617 10.0 0.000213255053394 646 121 10.844584 10.0 0.000207715477263 646 122 11.879474 10.0 0.000201630625085 646 123 12.885708 10.0 0.000196633958005 646 124 13.885464 10.0 0.000193791763969 646 125 13.662819 10.0 0.000193955139727 646 126 13.162937 10.0 0.000197813684322 646 127 13.041534 10.0 0.000205796266695 ik= 647 647 108 -29.07555 10.0 29.07555 647 109 -25.337025 10.0 25.337025 647 110 -21.188854 10.0 21.188854 647 111 -14.07495 10.0 14.07495 647 112 -6.258817 10.0 6.258817 647 113 -1.692521 10.0 1.692521 647 114 2.157358 10.0 0.000206514099821 647 115 4.085735 10.0 0.000205026078781 647 116 5.585369 10.0 0.000216583728507 647 117 6.909439 10.0 0.000219797029022 647 118 8.194207 10.0 0.000218869478985 647 119 9.070776 10.0 0.000216787021001 647 120 9.855666 10.0 0.00021414446838 647 121 11.048512 10.0 0.000211789367155 647 122 12.333281 10.0 0.000208178348782 647 123 13.385586 10.0 0.000204451341412 647 124 14.385342 10.0 0.000201057358762 647 125 14.162697 10.0 0.000198411412855 647 126 13.662815 10.0 0.000196982751444 647 127 13.336934 10.0 0.000197718300177 ik= 648 648 108 -26.525801 10.0 26.525801 648 109 -24.542089 10.0 24.542089 648 110 -22.472553 10.0 22.472553 648 111 -16.965162 10.0 16.965162 648 112 -10.653789 10.0 10.653789 648 113 -4.88895 10.0 4.88895 648 114 0.759462 10.0 0.000154276381892 648 115 3.015938 10.0 0.000160514778358 648 116 4.515572 10.0 0.000185439588574 648 117 6.015205 10.0 0.000192959722201 648 118 7.514839 10.0 0.000203735995852 648 119 8.634864 10.0 0.000207185039347 648 120 9.669632 10.0 0.000209519232186 648 121 11.083782 10.0 0.000209566920928 648 122 12.583416 10.0 0.000208648953892 648 123 13.732452 10.0 0.000207406544828 648 124 14.802233 10.0 0.000206189786134 648 125 14.592533 10.0 0.000204933132464 648 126 14.092651 10.0 0.000203552593891 648 127 13.590942 10.0 0.000202394318194 ik= 649 649 108 -21.165543 10.0 21.165543 649 109 -18.635942 10.0 18.635942 649 110 -16.06665 10.0 16.06665 649 111 -11.688486 10.0 11.688486 649 112 -6.881871 10.0 6.881871 649 113 -3.433964 10.0 3.433964 649 114 -0.284331 10.0 0.284331 649 115 1.516304 10.0 0.000140252049974 649 116 3.015938 10.0 0.000145884745395 649 117 4.515572 10.0 0.000170152354206 649 118 6.015205 10.0 0.000179175566162 649 119 7.339281 10.0 0.000191854288456 649 120 8.623927 10.0 0.000197582769035 649 121 10.084026 10.0 0.000203101278018 649 122 11.58366 10.0 0.000205199574443 649 123 13.140308 10.0 0.000206326862706 649 124 14.709845 10.0 0.000207015216525 649 125 14.592533 10.0 0.000207392034435 649 126 14.092651 10.0 0.000207531132723 649 127 13.590942 10.0 0.000207522839579 ik= 650 650 108 -16.393782 10.0 16.393782 650 109 -13.471231 10.0 13.471231 650 110 -10.542197 10.0 10.542197 650 111 -7.263052 10.0 7.263052 650 112 -3.892073 10.0 3.892073 650 113 -2.520598 10.0 2.520598 650 114 -1.591077 10.0 1.591077 650 115 -0.138024 10.0 0.138024 650 116 1.431844 10.0 0.000126074507723 650 117 3.001712 10.0 0.000131204982434 650 118 4.57158 10.0 0.000155062761742 650 119 6.055418 10.0 0.000165048761103 650 120 7.519935 10.0 0.000179709410242 650 121 8.984451 10.0 0.000186391255319 650 122 10.448968 10.0 0.000195808796066 650 123 12.263911 10.0 0.000200189358202 650 124 14.158072 10.0 0.000203658465869 650 125 14.215274 10.0 0.000206234512801 650 126 13.855862 10.0 0.000208111615052 650 127 13.466399 10.0 0.000209407650553 ik= 651 651 108 -15.255625 10.0 15.255625 651 109 -12.878964 10.0 12.878964 651 110 -10.449687 10.0 10.449687 651 111 -8.077543 10.0 8.077543 651 112 -5.709737 10.0 5.709737 651 113 -4.928942 10.0 4.928942 651 114 -4.499177 10.0 4.499177 651 115 -2.728704 10.0 2.728704 651 116 -0.65908 10.0 0.65908 651 117 1.410544 10.0 0.000108908913221 651 118 3.480168 10.0 0.00011449416748 651 119 4.851613 10.0 0.000136872243317 651 120 6.066252 10.0 0.000149106149427 651 121 7.28089 10.0 0.000165570436472 651 122 8.495529 10.0 0.00017566280941 651 123 9.652983 10.0 0.000186852920914 651 124 10.797508 10.0 0.000194231184469 651 125 11.530863 10.0 0.000199746726492 651 126 12.170971 10.0 0.000203906044938 651 127 12.580202 10.0 0.000206841739958 ik= 652 652 108 -14.646286 10.0 14.646286 652 109 -12.548475 10.0 12.548475 652 110 -10.338993 10.0 10.338993 652 111 -8.593889 10.0 8.593889 652 112 -6.94827 10.0 6.94827 652 113 -6.621335 10.0 6.621335 652 114 -6.58634 10.0 6.58634 652 115 -4.679574 10.0 4.679574 652 116 -2.35516 10.0 2.35516 652 117 -0.030746 10.0 0.030746 652 118 2.293669 10.0 7.89655325573e-05 652 119 3.6221 10.0 8.91000919712e-05 652 120 4.726841 10.0 0.000110452625268 652 121 5.717343 10.0 0.00012491486312 652 122 6.682104 10.0 0.000143570800804 652 123 7.267696 10.0 0.000157438312387 652 124 7.767574 10.0 0.000173755308364 652 125 9.082386 10.0 0.000185583476586 652 126 10.582031 10.0 0.000193622134104 652 127 11.678101 10.0 0.000198475947233 ik= 653 653 108 -17.284077 10.0 17.284077 653 109 -13.825397 10.0 13.825397 653 110 -10.116647 10.0 10.116647 653 111 -7.279521 10.0 7.279521 653 112 -4.630728 10.0 4.630728 653 113 -3.91753 10.0 3.91753 653 114 -3.632657 10.0 3.632657 653 115 -2.701776 10.0 2.701776 653 116 -1.626751 10.0 1.626751 653 117 -0.551727 10.0 0.551727 653 118 0.523297 10.0 4.41008909391e-05 653 119 2.234738 10.0 5.33526065549e-05 653 120 4.089113 10.0 7.28952882501e-05 653 121 5.013537 10.0 9.06288490921e-05 653 122 5.72842 10.0 0.000110302046608 653 123 6.267941 10.0 0.000129951867711 653 124 6.767818 10.0 0.000150318727021 653 125 8.08263 10.0 0.000165071923464 653 126 9.582275 10.0 0.000177939830426 653 127 10.678345 10.0 0.000185753439963 ik= 654 654 108 -18.985487 10.0 18.985487 654 109 -14.505449 10.0 14.505449 654 110 -9.682179 10.0 9.682179 654 111 -5.995132 10.0 5.995132 654 112 -2.55363 10.0 2.55363 654 113 -1.549563 10.0 1.549563 654 114 -1.084787 10.0 1.084787 654 115 -1.0 10.0 1.0 654 116 -1.0 10.0 1.0 654 117 -1.0 10.0 1.0 654 118 -1.0 10.0 1.0 654 119 0.897676 10.0 3.49710518321e-05 654 120 3.221556 10.0 4.14736720522e-05 654 121 4.142791 10.0 5.78622156855e-05 654 122 4.747975 10.0 7.42117649555e-05 654 123 5.267269 10.0 9.63919311037e-05 654 124 5.767147 10.0 0.000117734950233 654 125 7.081959 10.0 0.000140755522127 654 126 8.581604 10.0 0.000155956590975 654 127 9.706398 10.0 0.00016863899166 ik= 655 655 108 -14.940329 10.0 14.940329 655 109 -11.525149 10.0 11.525149 655 110 -7.951269 10.0 7.951269 655 111 -4.902743 10.0 4.902743 655 112 -1.962828 10.0 1.962828 655 113 -1.254101 10.0 1.254101 655 114 -1.039203 10.0 1.039203 655 115 -1.0 10.0 1.0 655 116 -1.0 10.0 1.0 655 117 -1.0 10.0 1.0 655 118 -1.0 10.0 1.0 655 119 -0.122573 10.0 0.122573 655 120 0.951917 10.0 2.64098454217e-05 655 121 2.255185 10.0 3.20910185092e-05 655 122 3.610003 10.0 4.75664279076e-05 655 123 4.267513 10.0 6.54328267125e-05 655 124 4.767391 10.0 9.02379309053e-05 655 125 6.082203 10.0 0.00011158345159 655 126 7.581848 10.0 0.000133506010025 655 127 8.911121 10.0 0.000148395937316 ik= 656 656 108 -10.971607 10.0 10.971607 656 109 -8.529261 10.0 8.529261 656 110 -6.099831 10.0 6.099831 656 111 -3.755915 10.0 3.755915 656 112 -1.42291 10.0 1.42291 656 113 -1.0 10.0 1.0 656 114 -1.0 10.0 1.0 656 115 -1.0 10.0 1.0 656 116 -1.0 10.0 1.0 656 117 -1.0 10.0 1.0 656 118 -1.0 10.0 1.0 656 119 -1.0 10.0 1.0 656 120 -1.0 10.0 1.0 656 121 0.517631 10.0 1.86881938813e-05 656 122 2.377223 10.0 2.42327851119e-05 656 123 3.099273 10.0 3.89961889447e-05 656 124 3.564172 10.0 5.98668352669e-05 656 125 4.90103 10.0 8.75489380991e-05 656 126 6.435655 10.0 0.000109734104692 656 127 7.97589 10.0 0.00012850448039 ik= 657 657 108 -7.472462 10.0 7.472462 657 109 -5.437605 10.0 5.437605 657 110 -3.507931 10.0 3.507931 657 111 -2.274639 10.0 2.274639 657 112 -1.1956 10.0 1.1956 657 113 -1.0 10.0 1.0 657 114 -1.0 10.0 1.0 657 115 -1.0 10.0 1.0 657 116 -1.0 10.0 1.0 657 117 -1.0 10.0 1.0 657 118 -1.0 10.0 1.0 657 119 -1.0 10.0 1.0 657 120 -1.0 10.0 1.0 657 121 -0.29808 10.0 0.29808 657 122 0.562 10.0 1.15205340823e-05 657 123 0.895956 10.0 1.9268730167e-05 657 124 1.110976 10.0 3.81211848755e-05 657 125 2.605324 10.0 5.95134779235e-05 657 126 4.389829 10.0 8.58943982607e-05 657 127 6.180857 10.0 0.000109206562904 ik= 658 658 108 -4.314586 10.0 4.314586 658 109 -2.69407 10.0 2.69407 658 110 -1.26461 10.0 1.26461 658 111 -1.0 10.0 1.0 658 112 -1.0 10.0 1.0 658 113 -1.0 10.0 1.0 658 114 -1.0 10.0 1.0 658 115 -1.028686 10.0 1.028686 658 116 -1.063773 10.0 1.063773 658 117 -1.041522 10.0 1.041522 658 118 -1.006435 10.0 1.006435 658 119 -1.0 10.0 1.0 658 120 -1.0 10.0 1.0 658 121 -1.0 10.0 1.0 658 122 -1.0 10.0 1.0 658 123 -1.028617 10.0 1.028617 658 124 -1.063704 10.0 1.063704 658 125 0.445276 10.0 4.39387248807e-05 658 126 2.304455 10.0 6.46703104401e-05 658 127 4.31399 10.0 9.0757759974e-05 ik= 659 659 108 -3.268693 10.0 3.268693 659 109 -2.101801 10.0 2.101801 659 110 -1.172099 10.0 1.172099 659 111 -1.0 10.0 1.0 659 112 -1.0 10.0 1.0 659 113 -1.0 10.0 1.0 659 114 -1.0 10.0 1.0 659 115 -1.232981 10.0 1.232981 659 116 -1.517946 10.0 1.517946 659 117 -1.337229 10.0 1.337229 659 118 -1.052263 10.0 1.052263 659 119 -1.0 10.0 1.0 659 120 -1.0 10.0 1.0 659 121 -1.0 10.0 1.0 659 122 -1.0 10.0 1.0 659 123 -1.232424 10.0 1.232424 659 124 -1.51739 10.0 1.51739 659 125 -0.869342 10.0 0.869342 659 126 -0.009686 10.0 0.00968600000006 659 127 2.019071 10.0 8.15115350772e-05 ik= 660 660 108 -2.292752 10.0 2.292752 660 109 -1.579483 10.0 1.579483 660 110 -1.149536 10.0 1.149536 660 111 -1.069948 10.0 1.069948 660 112 -1.069948 10.0 1.069948 660 113 -1.069948 10.0 1.069948 660 114 -1.069948 10.0 1.069948 660 115 -1.450049 10.0 1.450049 660 116 -1.914961 10.0 1.914961 660 117 -1.591557 10.0 1.591557 660 118 -1.091679 10.0 1.091679 660 119 -1.0 10.0 1.0 660 120 -1.0 10.0 1.0 660 121 -1.0 10.0 1.0 660 122 -1.0 10.0 1.0 660 123 -1.379192 10.0 1.379192 660 124 -1.844105 10.0 1.844105 660 125 -1.958553 10.0 1.958553 660 126 -1.993519 10.0 1.993519 660 127 -0.126389 10.0 0.126389 ik= 661 661 108 -1.746241 10.0 1.746241 661 109 -1.48701 10.0 1.48701 661 110 -1.557277 10.0 1.557277 661 111 -1.570284 10.0 1.570284 661 112 -1.570284 10.0 1.570284 661 113 -1.570284 10.0 1.570284 661 114 -1.570284 10.0 1.570284 661 115 -1.745903 10.0 1.745903 661 116 -1.960709 10.0 1.960709 661 117 -1.591557 10.0 1.591557 661 118 -1.091679 10.0 1.091679 661 119 -1.0 10.0 1.0 661 120 -1.0 10.0 1.0 661 121 -1.0 10.0 1.0 661 122 -1.0 10.0 1.0 661 123 -1.1752 10.0 1.1752 661 124 -1.390006 10.0 1.390006 661 125 -1.662088 10.0 1.662088 661 126 -1.947162 10.0 1.947162 661 127 -1.354386 10.0 1.354386 ik= 662 662 108 -1.327603 10.0 1.327603 662 109 -1.449154 10.0 1.449154 662 110 -1.913959 10.0 1.913959 662 111 -2.0 10.0 2.0 662 112 -2.0 10.0 2.0 662 113 -2.0 10.0 2.0 662 114 -2.0 10.0 2.0 662 115 -2.0 10.0 2.0 662 116 -2.0 10.0 2.0 662 117 -1.620214 10.0 1.620214 662 118 -1.155408 10.0 1.155408 662 119 -1.041522 10.0 1.041522 662 120 -1.006449 10.0 1.006449 662 121 -1.028623 10.0 1.028623 662 122 -1.063695 10.0 1.063695 662 123 -1.070162 10.0 1.070162 662 124 -1.070162 10.0 1.070162 662 125 -1.44904 10.0 1.44904 662 126 -1.913849 10.0 1.913849 662 127 -2.380358 10.0 2.380358 ik= 663 663 108 -1.689081 10.0 1.689081 663 109 -1.745287 10.0 1.745287 663 110 -1.960214 10.0 1.960214 663 111 -2.0 10.0 2.0 663 112 -2.0 10.0 2.0 663 113 -2.0 10.0 2.0 663 114 -2.0 10.0 2.0 663 115 -2.0 10.0 2.0 663 116 -2.0 10.0 2.0 663 117 -1.824386 10.0 1.824386 663 118 -1.609458 10.0 1.609458 663 119 -1.33735 10.0 1.33735 663 120 -1.0524 10.0 1.0524 663 121 -1.232551 10.0 1.232551 663 122 -1.517501 10.0 1.517501 663 123 -1.57004 10.0 1.57004 663 124 -1.57004 10.0 1.57004 663 125 -1.745234 10.0 1.745234 663 126 -1.960164 10.0 1.960164 663 127 -2.175879 10.0 2.175879 ik= 664 664 108 -2.006453 10.0 2.006453 664 109 -2.0 10.0 2.0 664 110 -2.0 10.0 2.0 664 111 -2.0 10.0 2.0 664 112 -2.0 10.0 2.0 664 113 -2.0 10.0 2.0 664 114 -2.0 10.0 2.0 664 115 -1.971426 10.0 1.971426 664 116 -1.936475 10.0 1.936475 664 117 -1.95864 10.0 1.95864 664 118 -1.99359 10.0 1.99359 664 119 -1.620341 10.0 1.620341 664 120 -1.155413 10.0 1.155413 664 121 -1.44935 10.0 1.44935 664 122 -1.914277 10.0 1.914277 664 123 -2.0 10.0 2.0 664 124 -2.0 10.0 2.0 664 125 -1.971511 10.0 1.971511 664 126 -1.93656 10.0 1.93656 664 127 -1.930082 10.0 1.930082 5 reading 163.792801 58.885872 LO:Yagodnoye - Russia -1 5 51491 708 450 dilat= 10 0.00416499999999 55.942249 55.938084 ik= 698 698 440 5.376646 10.0 1.02757802267e-08 698 441 3.778 10.0 4.02056166138e-09 698 442 2.272873 10.0 1.4650503033e-09 698 443 0.773239 10.0 6.47260023356e-10 698 444 -0.726395 10.0 0.726395 698 445 -6.141425 10.0 6.141425 698 446 -12.43023 10.0 12.43023 698 447 -18.918842 10.0 18.918842 698 448 -25.45219 10.0 25.45219 698 449 -28.928535 10.0 28.928535 698 450 -31.718197 10.0 31.718197 698 451 -39.023746 10.0 39.023746 698 452 -47.347 10.0 47.347 698 453 -57.386528 10.0 57.386528 698 454 -67.814095 10.0 67.814095 698 455 -73.15287 10.0 73.15287 698 456 -77.337364 10.0 77.337364 698 457 -81.917633 10.0 81.917633 698 458 -86.56707 10.0 86.56707 698 459 -81.833885 10.0 81.833885 ik= 699 699 440 5.422949 10.0 7.16493531172e-09 699 441 3.778 10.0 2.85549361934e-09 699 442 2.272873 10.0 1.04094510789e-09 699 443 0.773239 10.0 4.64739358108e-10 699 444 -0.726395 10.0 0.726395 699 445 -4.914573 10.0 4.914573 699 446 -9.702738 10.0 9.702738 699 447 -16.121181 10.0 16.121181 699 448 -22.904636 10.0 22.904636 699 449 -25.201471 10.0 25.201471 699 450 -26.49049 10.0 26.49049 699 451 -32.499508 10.0 32.499508 699 452 -39.572227 10.0 39.572227 699 453 -48.973183 10.0 48.973183 699 454 -58.900536 10.0 58.900536 699 455 -62.312042 10.0 62.312042 699 456 -64.245575 10.0 64.245575 699 457 -66.361984 10.0 66.361984 699 458 -68.510345 10.0 68.510345 699 459 -64.344147 10.0 64.344147 ik= 700 700 440 5.456235 10.0 4.80016026927e-09 700 441 3.778 10.0 1.97686311765e-09 700 442 2.272873 10.0 7.21867010611e-10 700 443 0.773239 10.0 3.2551739082e-10 700 444 -0.726395 10.0 0.726395 700 445 -3.688844 10.0 3.688844 700 446 -6.977742 10.0 6.977742 700 447 -13.268818 10.0 13.268818 700 448 -20.232069 10.0 20.232069 700 449 -21.480688 10.0 21.480688 700 450 -21.445646 10.0 21.445646 700 451 -26.048559 10.0 26.048559 700 452 -31.696678 10.0 31.696678 700 453 -40.313019 10.0 40.313019 700 454 -49.600449 10.0 49.600449 700 455 -51.546104 10.0 51.546104 700 456 -51.826435 10.0 51.826435 700 457 -51.649014 10.0 51.649014 700 458 -51.368683 10.0 51.368683 700 459 -47.695732 10.0 47.695732 ik= 701 701 440 5.409974 10.0 2.9349855879e-09 701 441 3.778 10.0 1.18283161044e-09 701 442 2.272873 10.0 4.41646719196e-10 701 443 0.773239 10.0 2.01838545877e-10 701 444 -0.726395 10.0 0.726395 701 445 -2.463115 10.0 2.463115 701 446 -4.252745 10.0 4.252745 701 447 -10.065384 10.0 10.065384 701 448 -16.778755 10.0 16.778755 701 449 -17.777496 10.0 17.777496 701 450 -17.492579 10.0 17.492579 701 451 -20.010315 10.0 20.010315 701 452 -23.159657 10.0 23.159657 701 453 -30.092415 10.0 30.092415 701 454 -37.880581 10.0 37.880581 701 455 -41.178459 10.0 41.178459 701 456 -43.457813 10.0 43.457813 701 457 -42.015198 10.0 42.015198 701 458 -39.73584 10.0 39.73584 701 459 -36.107361 10.0 36.107361 ik= 702 702 440 5.363714 10.0 1.63469238146e-09 702 441 3.778 10.0 6.6768812701e-10 702 442 2.272873 10.0 2.54685161849e-10 702 443 0.773239 10.0 1.17905685215e-10 702 444 -0.726395 10.0 0.726395 702 445 -1.408676 10.0 1.408676 702 446 -1.908554 10.0 1.908554 702 447 -7.138428 10.0 7.138428 702 448 -13.427326 10.0 13.427326 702 449 -14.144163 10.0 14.144163 702 450 -13.609366 10.0 13.609366 702 451 -14.241406 10.0 14.241406 702 452 -15.136404 10.0 15.136404 702 453 -20.459137 10.0 20.459137 702 454 -26.782955 10.0 26.782955 702 455 -31.069494 10.0 31.069494 702 456 -34.893917 10.0 34.893917 702 457 -32.559139 10.0 32.559139 702 458 -28.83947 10.0 28.83947 702 459 -25.442928 10.0 25.442928 ik= 703 703 440 5.31741 10.0 8.51763104492e-10 703 441 3.778 10.0 3.59712259979e-10 703 442 2.272873 10.0 1.40332190313e-10 703 443 0.773239 10.0 6.5281113848e-11 703 444 -0.726395 10.0 0.726395 703 445 -1.408676 10.0 1.408676 703 446 -1.908554 10.0 1.908554 703 447 -5.91231 10.0 5.91231 703 448 -10.700565 10.0 10.700565 703 449 -10.937919 10.0 10.937919 703 450 -10.153015 10.0 10.153015 703 451 -10.12673 10.0 10.12673 703 452 -10.271408 10.0 10.271408 703 453 -14.435847 10.0 14.435847 703 454 -19.509129 10.0 19.509129 703 455 -22.545135 10.0 22.545135 703 456 -25.119028 10.0 25.119028 703 457 -24.189693 10.0 24.189693 703 458 -22.470879 10.0 22.470879 703 459 -20.461582 10.0 20.461582 ik= 704 704 440 5.341218 10.0 4.28990176715e-10 704 441 3.848069 10.0 1.88071780372e-10 704 442 2.342942 10.0 7.50510764647e-11 704 443 0.814656 10.0 3.53050921831e-11 704 444 -0.720004 10.0 0.720004 704 445 -1.408676 10.0 1.408676 704 446 -1.908554 10.0 1.908554 704 447 -4.715931 10.0 4.715931 704 448 -8.039946 10.0 8.039946 704 449 -7.890481 10.0 7.890481 704 450 -6.960777 10.0 6.960777 704 451 -6.410433 10.0 6.410433 704 452 -5.945581 10.0 5.945581 704 453 -8.921488 10.0 8.921488 704 454 -12.675327 10.0 12.675327 704 455 -14.620293 10.0 14.620293 704 456 -16.154953 10.0 16.154953 704 457 -16.926687 10.0 16.926687 704 458 -17.522131 10.0 17.522131 704 459 -17.443199 10.0 17.443199 ik= 705 705 440 5.794835 10.0 2.31592522937e-10 705 441 4.347946 10.0 1.04805053525e-10 705 442 2.842819 10.0 4.39648317752e-11 705 443 1.110123 10.0 2.22044604925e-11 705 444 -0.674415 10.0 0.674415 705 445 -1.408676 10.0 1.408676 705 446 -1.908554 10.0 1.908554 705 447 -3.695103 10.0 3.695103 705 448 -5.769731 10.0 5.769731 705 449 -5.799183 10.0 5.799183 705 450 -5.369234 10.0 5.369234 705 451 -5.114723 10.0 5.114723 705 452 -4.899749 10.0 4.899749 705 453 -6.495136 10.0 6.495136 705 454 -8.499834 10.0 8.499834 705 455 -10.325078 10.0 10.325078 705 456 -12.109615 10.0 12.109615 705 457 -16.403677 10.0 16.403677 705 458 -21.247036 10.0 21.247036 705 459 -26.437767 10.0 26.437767 ik= 706 706 440 6.198097 10.0 1.29896093881e-10 706 441 4.835256 10.0 5.99520433298e-11 706 442 3.400651 10.0 2.59792187762e-11 706 443 1.533623 10.0 1.39888101103e-11 706 444 -0.430757 10.0 0.430757 706 445 -1.255275 10.0 1.255275 706 446 -1.825418 10.0 1.825418 706 447 -2.890109 10.0 2.890109 706 448 -4.065527 10.0 4.065527 706 449 -4.625387 10.0 4.625387 706 450 -5.046976 10.0 5.046976 706 451 -5.124512 10.0 5.124512 706 452 -5.124512 10.0 5.124512 706 453 -5.417595 10.0 5.417595 706 454 -5.776944 10.0 5.776944 706 455 -7.616389 10.0 7.616389 706 456 -9.791564 10.0 9.791564 706 457 -17.435997 10.0 17.435997 706 458 -26.285246 10.0 26.285246 706 459 -36.332157 10.0 36.332157 ik= 707 707 440 6.29062 10.0 7.54951656745e-11 707 441 5.242491 10.0 3.50830475782e-11 707 442 4.309473 10.0 1.57651669497e-11 707 443 2.73779 10.0 6.43929354283e-12 707 444 1.023289 10.0 2.88657986403e-12 707 445 -0.164217 10.0 0.164217 707 446 -1.234116 10.0 1.234116 707 447 -3.411062 10.0 3.411062 707 448 -5.835871 10.0 5.835871 707 449 -9.073432 10.0 9.073432 707 450 -12.493559 10.0 12.493559 707 451 -13.122566 10.0 13.122566 707 452 -13.122566 10.0 13.122566 707 453 -12.600449 10.0 12.600449 707 454 -11.960285 10.0 11.960285 707 455 -14.633321 10.0 14.633321 707 456 -18.057886 10.0 18.057886 707 457 -27.978643 10.0 27.978643 707 458 -39.326675 10.0 39.326675 707 459 -51.668022 10.0 51.668022 ik= 708 708 440 6.580293 10.0 4.19664303308e-11 708 441 5.774253 10.0 2.13162820728e-11 708 442 5.237405 10.0 9.54791801178e-12 708 443 3.941956 10.0 4.21884749358e-12 708 444 2.477333 10.0 1.55431223448e-12 708 445 1.012709 10.0 6.66133814775e-13 708 446 -0.451914 10.0 0.451914 708 447 -3.607476 10.0 3.607476 708 448 -7.141633 10.0 7.141633 708 449 -12.859673 10.0 12.859673 708 450 -19.068272 10.0 19.068272 708 451 -20.410116 10.0 20.410116 708 452 -20.655191 10.0 20.655191 708 453 -19.591501 10.0 19.591501 708 454 -18.231911 10.0 18.231911 708 455 -21.162498 10.0 21.162498 708 456 -25.066219 10.0 25.066219 708 457 -36.318352 10.0 36.318352 708 458 -49.184868 10.0 49.184868 708 459 -62.983501 10.0 62.983501 ik= 709 709 440 8.079926 10.0 2.46469511467e-11 709 441 7.07027 10.0 1.35447209004e-11 709 442 6.282628 10.0 6.43929354283e-12 709 443 5.146122 10.0 2.88657986403e-12 709 444 3.931377 10.0 1.11022302463e-12 709 445 2.716631 10.0 4.4408920985e-13 709 446 1.501886 10.0 2.22044604925e-13 709 447 -1.812131 10.0 1.812131 709 448 -5.596165 10.0 5.596165 709 449 -12.584303 10.0 12.584303 709 450 -20.29217 10.0 20.29217 709 451 -23.337204 10.0 23.337204 709 452 -25.331425 10.0 25.331425 709 453 -25.405481 10.0 25.405481 709 454 -25.045403 10.0 25.045403 709 455 -24.698263 10.0 24.698263 709 456 -24.354059 10.0 24.354059 709 457 -31.138237 10.0 31.138237 709 458 -39.506947 10.0 39.506947 709 459 -49.625175 10.0 49.625175 ik= 710 710 440 9.517184 10.0 1.84297022088e-11 710 441 8.354453 10.0 7.9936057773e-12 710 442 7.386281 10.0 4.21884749358e-12 710 443 6.421643 10.0 1.7763568394e-12 710 444 5.457005 10.0 6.66133814775e-13 710 445 4.434945 10.0 2.22044604925e-13 710 446 3.400072 10.0 2.22044604925e-13 710 447 0.115459 10.0 0.0 710 448 -3.672861 10.0 3.672861 710 449 -11.485706 10.0 11.485706 710 450 -20.20257 10.0 20.20257 710 451 -24.718641 10.0 24.718641 710 452 -28.288021 10.0 28.288021 710 453 -29.267996 10.0 29.267996 710 454 -29.662521 10.0 29.662521 710 455 -26.819315 10.0 26.819315 710 456 -23.241701 10.0 23.241701 710 457 -26.259871 10.0 26.259871 710 458 -30.75877 10.0 30.75877 710 459 -37.940212 10.0 37.940212 ik= 711 711 440 10.5632 10.0 1.24344978758e-11 711 441 9.557826 10.0 5.77315972805e-12 711 442 8.840446 10.0 2.6645352591e-12 711 443 8.125687 10.0 1.11022302463e-12 711 444 7.410926 10.0 4.4408920985e-13 711 445 6.230168 10.0 2.22044604925e-13 711 446 4.945417 10.0 2.22044604925e-13 711 447 2.840089 10.0 0.0 711 448 0.551038 10.0 0.0 711 449 -5.354452 10.0 5.354452 711 450 -12.072292 10.0 12.072292 711 451 -16.628559 10.0 16.628559 711 452 -20.697697 10.0 20.697697 711 453 -21.158426 10.0 21.158426 711 454 -20.803318 10.0 20.803318 711 455 -20.265648 10.0 20.265648 711 456 -19.686569 10.0 19.686569 711 457 -23.260601 10.0 23.260601 711 458 -27.759502 10.0 27.759502 711 459 -36.575737 10.0 36.575737 ik= 712 712 430 27.216415 10.0 4.09672296087e-10 712 431 26.80147 10.0 2.94209101526e-10 712 432 26.301592 10.0 2.10720330074e-10 712 433 25.393404 10.0 1.50324197534e-10 712 434 24.393648 10.0 1.06359365759e-10 712 435 22.577761 10.0 7.4162898045e-11 712 436 20.578249 10.0 5.06261699229e-11 712 437 18.578737 10.0 3.35287353437e-11 712 438 16.579224 10.0 2.17603712827e-11 712 439 14.200669 10.0 1.35447209004e-11 712 440 11.736276 10.0 7.9936057773e-12 712 441 10.815664 10.0 3.99680288865e-12 712 442 10.243709 10.0 1.7763568394e-12 712 443 9.702468 10.0 6.66133814775e-13 712 444 9.167595 10.0 2.22044604925e-13 712 445 7.87259 10.0 2.22044604925e-13 712 446 6.407952 10.0 0.0 712 447 5.294559 10.0 0.0 712 448 4.259807 10.0 0.0 712 449 0.188163 10.0 0.0 ik= 713 713 420 26.893526 10.0 6.88560319873e-09 713 421 26.301714 10.0 4.79438710954e-09 713 422 25.801834 10.0 3.31557004074e-09 713 423 25.709658 10.0 2.28972396599e-09 713 424 25.709658 10.0 1.58562052377e-09 713 425 26.524569 10.0 1.10977893542e-09 713 426 27.524324 10.0 7.88924481299e-10 713 427 28.351807 10.0 5.67768054793e-10 713 428 29.136559 10.0 4.12780920556e-10 713 429 29.046574 10.0 3.01536573488e-10 713 430 28.761702 10.0 2.20268248086e-10 713 431 28.301104 10.0 1.60538249361e-10 713 432 27.801224 10.0 1.16573417586e-10 713 433 26.893036 10.0 8.39328606617e-11 713 434 25.893282 10.0 5.99520433298e-11 713 435 24.077393 10.0 4.24105195407e-11 713 436 22.077881 10.0 2.93098878501e-11 713 437 20.078371 10.0 1.99840144433e-11 713 438 18.078859 10.0 1.31006316906e-11 713 439 15.904043 10.0 8.43769498715e-12 ik= 714 714 410 35.97118 10.0 4.6619375027e-08 714 411 36.856285 10.0 3.84527965025e-08 714 412 37.824474 10.0 3.15458770217e-08 714 413 36.801952 10.0 2.55304666297e-08 714 414 35.337421 10.0 2.02642347347e-08 714 415 33.87289 10.0 1.57591717453e-08 714 416 32.40836 10.0 1.20026211192e-08 714 417 31.352259 10.0 8.96061003175e-09 714 418 30.387606 10.0 6.57074394894e-09 714 419 29.394287 10.0 4.74176253817e-09 714 420 28.394531 10.0 3.37174732579e-09 714 421 27.802719 10.0 2.37299069283e-09 714 422 27.302841 10.0 1.66044955563e-09 714 423 27.210663 10.0 1.16107123915e-09 714 424 27.210663 10.0 8.14903700075e-10 714 425 27.996962 10.0 5.7798210662e-10 714 426 28.961615 10.0 4.1611158963e-10 714 427 29.929802 10.0 3.03534974933e-10 714 428 30.894457 10.0 2.23820961764e-10 714 429 30.690128 10.0 1.65423230669e-10 ik= 715 715 400 30.713488 10.0 2.812601263e-07 715 401 30.745737 10.0 2.08070005669e-07 715 402 30.960636 10.0 1.54531942798e-07 715 403 31.40831 10.0 1.15700560244e-07 715 404 31.908188 10.0 8.76507755265e-08 715 405 32.408066 10.0 6.73436861831e-08 715 406 32.907944 10.0 5.25270937857e-08 715 407 33.815643 10.0 4.16453538321e-08 715 408 34.815399 10.0 3.35265148976e-08 715 409 35.639938 10.0 2.7274849046e-08 715 410 36.424793 10.0 2.23232543561e-08 715 411 37.152546 10.0 1.83173476387e-08 715 412 37.869942 10.0 1.49982248843e-08 715 413 37.006363 10.0 1.21282983656e-08 715 414 35.79171 10.0 9.6300745156e-09 715 415 34.577057 10.0 7.50155493279e-09 715 416 33.362404 10.0 5.73274760995e-09 715 417 32.556183 10.0 4.30766533555e-09 715 418 31.841404 10.0 3.19100301738e-09 715 419 30.893923 10.0 2.33235653013e-09 ik= 716 716 390 42.628017 10.0 2.31733277012e-06 716 391 40.903236 10.0 1.89307414189e-06 716 392 39.473568 10.0 1.52576173917e-06 716 393 37.986832 10.0 1.212941525e-06 716 394 36.487202 10.0 9.49837763997e-07 716 395 35.395023 10.0 7.33151539478e-07 716 396 34.395264 10.0 5.58450619081e-07 716 397 33.743641 10.0 4.20544710167e-07 716 398 33.173801 10.0 3.13638892635e-07 716 399 32.25238 10.0 2.31457741862e-07 716 400 31.252625 10.0 1.68856706395e-07 716 401 31.069977 10.0 1.22444498984e-07 716 402 31.069977 10.0 8.88602524896e-08 716 403 31.478287 10.0 6.48900932987e-08 716 404 31.978165 10.0 4.79185580105e-08 716 405 32.420933 10.0 3.58815199775e-08 716 406 32.850849 10.0 2.72768474474e-08 716 407 33.774204 10.0 2.11020090291e-08 716 408 34.808941 10.0 1.6627144106e-08 716 409 35.815155 10.0 1.33033584149e-08 ik= 717 717 380 67.099518 10.0 7.26485627212e-06 717 381 63.023834 10.0 6.49257603236e-06 717 382 59.371681 10.0 5.75138447978e-06 717 383 55.908756 10.0 5.04717956318e-06 717 384 52.484955 10.0 4.38110925316e-06 717 385 52.326061 10.0 3.77033892995e-06 717 386 52.895775 10.0 3.23234239374e-06 717 387 51.423332 10.0 2.75387934678e-06 717 388 49.49366 10.0 2.32297847624e-06 717 389 46.4WT_Gorbusha_-_Russia.txt WT_Imovan_-_Russia.txt WT_Khaylyulinskiy_-_Russia.txt WT_Pankara_-_Russia.txt WT_Shubertovo_-_Russia.txt WT_Yagodnoye_-_Russia.txt 57977 10.0 1.93421989536e-06 717 390 43.173851 10.0 1.58283519625e-06 717 391 41.810959 10.0 1.27464705457e-06 717 392 40.881042 10.0 1.01444741496e-06 717 393 39.486465 10.0 7.97571564348e-07 717 394 37.986832 10.0 6.18036288813e-07 717 395 36.894653 10.0 4.72218930625e-07 717 396 35.894897 10.0 3.56275675628e-07 717 397 34.834332 10.0 2.65618416151e-07 717 398 33.76474 10.0 1.95616189913e-07 717 399 32.752258 10.0 1.42204914511e-07 len(locations)= 6 len(maxi) 6 len(arrivalTimes) 6 ii= 0 infos= ['Shubertovo - Russia', '-1', '5', '51424'] 4 LO ['Shubertovo - Russia', '-1', '5', '51424'] LO Shubertovo Russia ii= 1 infos= ['Khaylyulinskiy - Russia', '-1', '6', '51425'] 4 LO ['Khaylyulinskiy - Russia', '-1', '6', '51425'] LO Khaylyulinskiy Russia ii= 2 infos= ['Gorbusha - Russia', '-1', '6', '51434'] 4 LO ['Gorbusha - Russia', '-1', '6', '51434'] LO Gorbusha Russia ii= 3 infos= ['Pankara - Russia', '-1', '6', '51458'] 4 LO ['Pankara - Russia', '-1', '6', '51458'] LO Pankara Russia ii= 4 infos= ['Imovan - Russia', '-1', '6', '51459'] 4 LO ['Imovan - Russia', '-1', '6', '51459'] LO Imovan Russia file closed closed nc file ('argv=', ['-o', '.']) ('opts=', [('-o', '.')]) opening ./NETCDF.nc 720.0 720.0 ('resolution=', 'f') start meshgrid end meshgrid creating base end base ./base.jpg creating jpg masking on shore end mask maxval: 0.0288647234006 minval: -1.42108547152e-13 end ./P1_MAXHEIGHT_END.jpg creating png end ./P1_MAXHEIGHT_END.png /home/critechuser/operational/bin -i -i iDeck117726.txt -o . -opt rel -code SWAN Reading file: /home/critechuser/operational/bin/config.txt Line 1: **************** Line 2: *Output options Line 3: **************** Line 4: * Line 5: outTxt =false Line 6: * Line 7: outHTif_exec_SWAN =true Line 8: outHTif_exec_TILES=false Line 9: outHTif_post =false Line 10: * Line 11: outuvTif_exec_SWAN =true Line 12: outuvTif_exec_TILES=false Line 13: outuvTif_post =false Line 14: * Line 15: outBMP =false Line 16: outJPG =false Line 17: * Line 18: outGIF_exec_SWAN =true Line 19: outGIF_exec_TILES =false Line 20: outGIF_post_SWAN =false Line 21: outGIF_post_HYFLUX =true Line 22: outGIF_post_NAMIDANCE =true Line 23: outGIF_post_MOST =true Line 24: outGIF_post_CORR =false Line 25: outGIF_post_HYSEA =false Line 26: * Line 27: checkWatchPoints_exec_SWAN =true Line 28: checkWatchPoints_exec_TILES=true Line 29: checkWatchPoints_post_SWAN =false Line 30: checkWatchPoints_post_HYFLUX =true Line 31: checkWatchPoints_post_NAMIDANCE =true Line 32: checkWatchPoints_post_MOST =true Line 33: checkWatchPoints_post_CORR =true Line 34: checkWatchPoints_post_HYSEA=true Line 35: * Line 36: outkml_exec_SWAN =true Line 37: outkml_exec_TILES =false Line 38: outkml_post_SWAN =false Line 39: outkml_post_HYFLUX =true Line 40: outkml_post_NAMIDANCE =true Line 41: outkml_post_MOST =true Line 42: outkml_post_CORR =false Line 43: outkml_post_HYSEA =true Line 44: * Line 45: outGifAnimation_exec =false Line 46: outGifAnimation_post =true Line 47: outGifAnimation_post_CORR=false Line 48: * Line 49: intermediateAnimation =true Line 50: intermediateAnimation_CORR =false Line 51: * Line 52: tifH2netcdf_exec_SWAN =true Line 53: tifH2netcdf_exec_TILES=false Line 54: tifH2netcdf_post_SWAN =false Line 55: tifH2netcdf_post_HYFLUX=true Line 56: tifH2netcdf_post_NAMIDANCE=true Line 57: tifH2netcdf_post_CORR=false Line 58: * Line 59: tifuv2netcdf =false Line 60: * Line 61: writeWPtxtFiles_exec_SWAN=true Line 62: writeWPtxtFiles_exec_TILES=true Line 63: writeWPtxtFiles_post_SWAN=false Line 64: writeWPtxtFiles_post_HYFLUX=true Line 65: writeWPtxtFiles_post_NAMIDANCE=true Line 66: writeWPtxtFiles_post_MOST=true Line 67: writeWPtxtFiles_post_CORR=true Line 68: * Line 69: formatBat =GTiff Line 70: inFormat =GTiff Line 71: inFormat_NAMIDANCE =netcdf Line 72: inFormat_MOST =netcdf_NOAA Line 73: inFormat_HYSEA =netcdf_HYSEA Line 74: * Line 75: outFormat =GTiff Line 76: outFormat_CORR =netcdf Line 77: outFormat_NAMIDANCE =netcdf Line 78: outFormat_MOST =netcdf_NOAA Line 79: outFormat_HYSEA =netcdf_HYSEA Line 80: * Line 81: tarFilesAndDelete =true Line 82: deleteAnimFiles =true Line 83: deleteAnimFiles_NAMIDANCE=false Line 84: deleteAnimFiles_MOST=false Line 85: deleteAnimFiles_HYSEA=true Line 86: * Line 87: outTTT_TILES=false Line 88: * Line 89: * HYFLUX flags Line 90: mapfmt = PCRaster Line 91: mapext = .map Line 92: outfmt = GTiff Line 93: outext = .tif Line 94: radius=6378388. Line 95: houtmin = 1e-7 Line 96: voutmin = 1e-7 End of Reading file: /home/critechuser/operational/bin/config.txt /home/critechuser/operational/bin -i -i iDeck117726.txt -o . -opt rel -code SWAN **** Start of file : ./iDeck117726.txt Line 1: ********************************************* Line 2: * Tsunami input deck: Line 3: ********************************************* Line 4: * General data Line 5: Title ="eqid" Line 6: outPath =(null) Line 7: * Line 8: DateTsunami =24 Jun 2012 03:15 Line 9: * Line 10: * Calculation parameters * Line 11: InTime =0.000000 * initial time (h) Line 12: FinTime =1.500000 * end time (h) Line 13: Tsave =0.416667 * t save (min) Line 14: dtMax =0.250000 * deltat (s) Line 15: fanning =0.015 Line 16: * Line 17: * Fault parameters (nfaults=1) * Line 18: *------------------------------------------- Line 19: FaultNumber 1 Line Input file size is 43200, 21600 0...10...20...30...40...50...60...70...80...90...100 - done. 20: *------------------------------------------- Line 21: * EPICENTER * Line 22: Lat =57.436001 * degree Line 23: Lon =163.417999 * degree Line 24: Mag =6.500000 * Richter scale Line 25: faultform =8 * Okada parameters Line 26: flenght =28.000000 * km Line 27: fwidth =7.000000 * km Line 28: strike =299.000000 * degree (geog North=0) Line 29: slip =0.804000 * m Line 30: dip =17.000000 * degree Line 31: rake =90.000000 * degree Line 32: ipodepth =51.000000 * km (hypocenter, center of the fault, tof: 50.0 km) Line 33: ------end of fault 1 ------------ Line 34: * Line 35: FaultMode =0 Line 36: * Line 37: * Code parameters * Line 38: code =HYSEA Line 39: * Line 40: * Grid parameters * Line 41: constbat =False * for back compatibility Line 42: automscale =False * for back compatibility Line 43: width = 3.000000 * degree Line 44: batgrid =0.250000 * min Line 45: * Line 46: * calculation window Line 47: lonmin =161.917999 Line 48: lonmax =164.917999 Line 49: latmin =55.936001 Line 50: latmax =58.936001 Line 51: bathymetry =GEBCO30 **** End of file : ./iDeck117726.txt ---| batmode = 3 gdal_translate -srcwin 41029 3726 362 362 /home/critechuser/operational/DATA/gebco30.tif ./clipFile.tif *** Interpolating clipped bathymetry. Dataset ./clipFile.tif ncols=720, nrows=720 ix=10/720 ix=20/720 ix=30/720 ix=40/720 ix=50/720 ix=60/720 ix=70/720 ix=80/720 ix=90/720 ix=100/720 ix=110/720 ix=120/720 ix=130/720 ix=140/720 ix=150/720 ix=160/720 ix=170/720 ix=180/720 ix=190/720 ix=200/720 ix=210/720 ix=220/720 ix=230/720 ix=240/720 ix=250/720 ix=260/720 ix=270/720 ix=280/720 ix=290/720 ix=300/720 ix=310/720 ix=320/720 ix=330/720 ix=340/720 ix=350/720 ix=360/720 ix=370/720 ix=380/720 ix=390/720 ix=400/720 ix=410/720 ix=420/720 ix=430/720 ix=440/720 ix=450/720 ix=460/720 ix=470/720 ix=480/720 ix=490/720 ix=500/720 ix=510/720 ix=520/720 ix=530/720 ix=540/720 ix=550/720 ix=560/720 ix=570/720 ix=580/720 ix=590/720 ix=600/720 ix=610/720 ix=620/720 ix=630/720 ix=640/720 ix=650/720 ix=660/720 ix=670/720 ix=680/720 ix=690/720 ix=700/720 ix=710/720 ix=720/720 Fault number 1 Calling Okada with slip=0.804000 and depth=49.976699 ! calling gdal factor 1 End of programme Reading inline arguments -i iDeck117726.txt -o . -opt rel -code HYSEA Reading file: /home/critechuser/operational/bin/config.txt Line 1: **************** Line 2: *Output options Line 3: **************** Line 4: * Line 5: outTxt =false Line 6: * Line 7: outHTif_exec_SWAN =true Line 8: outHTif_exec_TILES=false Line 9: outHTif_post =false Line 10: * Line 11: outuvTif_exec_SWAN =true Line 12: outuvTif_exec_TILES=false Line 13: outuvTif_post =false Line 14: * Line 15: outBMP =false Line 16: outJPG =false Line 17: * Line 18: outGIF_exec_SWAN =true Line 19: outGIF_exec_TILES =false Line 20: outGIF_post_SWAN =false Line 21: outGIF_post_HYFLUX =true Line 22: outGIF_post_NAMIDANCE =true Line 23: outGIF_post_MOST =true Line 24: outGIF_post_CORR =false Line 25: outGIF_post_HYSEA =false Line 26: * Line 27: checkWatchPoints_exec_SWAN =true Line 28: checkWatchPoints_exec_TILES=true Line 29: checkWatchPoints_post_SWAN =false Line 30: checkWatchPoints_post_HYFLUX =true Line 31: checkWatchPoints_post_NAMIDANCE =true Line 32: checkWatchPoints_post_MOST =true Line 33: checkWatchPoints_post_CORR =true Line 34: checkWatchPoints_post_HYSEA=true Line 35: * Line 36: outkml_exec_SWAN =true Line 37: outkml_exec_TILES =false Line 38: outkml_post_SWAN =false Line 39: outkml_post_HYFLUX =true Line 40: outkml_post_NAMIDANCE =true Line 41: outkml_post_MOST =true Line 42: outkml_post_CORR =false Line 43: outkml_post_HYSEA =true Line 44: * Line 45: outGifAnimation_exec =false Line 46: outGifAnimation_post =true Line 47: outGifAnimation_post_CORR=false Line 48: * Line 49: intermediateAnimation =true Line 50: intermediateAnimation_CORR =false Line 51: * Line 52: tifH2netcdf_exec_SWAN =true Line 53: tifH2netcdf_exec_TILES=false Line 54: tifH2netcdf_post_SWAN =false Line 55: tifH2netcdf_post_HYFLUX=true Line 56: tifH2netcdf_post_NAMIDANCE=true Line 57: tifH2netcdf_post_CORR=false Line 58: * Line 59: tifuv2netcdf =false Line 60: * Line 61: writeWPtxtFiles_exec_SWAN=true Line 62: writeWPtxtFiles_exec_TILES=true Line 63: writeWPtxtFiles_post_SWAN=false Line 64: writeWPtxtFiles_post_HYFLUX=true Line 65: writeWPtxtFiles_post_NAMIDANCE=true Line 66: writeWPtxtFiles_post_MOST=true Line 67: writeWPtxtFiles_post_CORR=true Line 68: * Line 69: formatBat =GTiff Line 70: inFormat =GTiff Line 71: inFormat_NAMIDANCE =netcdf Line 72: inFormat_MOST =netcdf_NOAA Line 73: inFormat_HYSEA =netcdf_HYSEA Line 74: * Line 75: outFormat =GTiff Line 76: outFormat_CORR =netcdf Line 77: outFormat_NAMIDANCE =netcdf Line 78: outFormat_MOST =netcdf_NOAA Line 79: outFormat_HYSEA =netcdf_HYSEA Line 80: * Line 81: tarFilesAndDelete =true Line 82: deleteAnimFiles =true Line 83: deleteAnimFiles_NAMIDANCE=false Line 84: deleteAnimFiles_MOST=false Line 85: deleteAnimFiles_HYSEA=true Line 86: * Line 87: outTTT_TILES=false Line 88: * Line 89: * HYFLUX flags Line 90: mapfmt = PCRaster Line 91: mapext = .map Line 92: outfmt = GTiff Line 93: outext = .tif Line 94: radius=6378388. Line 95: houtmin = 1e-7 Line 96: voutmin = 1e-7 End of Reading file: /home/critechuser/operational/bin/config.txt Reading inline arguments -i iDeck117726.txt -o . -opt rel -code HYSEA Reading file: ./iDeck117726.txt Line 1: ********************************************* Line 2: * Tsunami input deck: Line 3: ********************************************* Line 4: * General data Line 5: Title ="eqid" Line 6: outPath =(null) Line 7: * Line 8: DateTsunami =24 Jun 2012 03:15 Line 9: * Line 10: * Calculation parameters * Line 11: InTime =0.000000 * initial time (h) Line 12: FinTime =1.500000 * end time (h) Line 13: Tsave =0.416667 * t save (min) Line 14: dtMax =0.250000 * deltat (s) Line 15: fanning =0.015 Line 16: * Line 17: * Fault parameters (nfaults=1) * Line 18: *------------------------------------------- Line 19: FaultNumber 1 Line 20: *---------------------on 161.917999 164.917999 55.936001 58.936001 =West East North South DPC=2.01600000000000000000 E=164.917999 W=161.917999 S=55.936001 N=58.936001 DPC=2.01600000000000000000 BATHY=5 LAB= ImageName=Image TTTBase= RUNTTT= BATHY=5 -Rg161.917999/164.917999/55.936001/58.936001 gmtgrdmath bathymetry.tif=gd DUP 20.0 LE MUL 0 NAN ISNAN = tmpbat.nc gmt grdmath deformation.tif=gd DUP 0.05 GE MUL 0 NAN ISNAN NOT = tmpdef.nc gmt grdmath tmpbat.nc=nf tmpdef.nc=nf MUL = epi.nc gmt grdmath epi.nc=nf DUP 1 EQ MUL 0 NAN = epi1.nc gmt grd2xyz -S epi1.nc > epi.txt ttt32 ttt_topo_5m -eepi.txt -Twave -VL ttt_pick32 -Gwave.b stations.txt - >travelTimeTAT.txt gmt grdimage wave.b=1 -Iintens.grd -Rg161.917999/164.917999/55.936001/58.936001 -Jx -Cttt.cpt -P -K -V -X0.75i > Image.ps gmt pscoast -Rg161.917999/164.917999/55.936001/58.936001 -Jx2.01600000000000000000c -O -B10g10f2NSEW -G222/184/125 -C255/255/255 -W0.25p -Di -N1/0.5 -A2000 -K to Map.ps gmt pscoast -Rg161.917999/164.917999/55.936001/58.936001 -Jx2.01600000000000000000c -O -G222/184/125 -C255/255/255 -W0.25p -Di -N1/0.5 -A2000 -K to Image.ps gmt pscoast -Rg161.917999/164.917999/55.936001/58.936001 -Jx2.01600000000000000000c -O -G222/184/125 -C0/229/238 -N1/0.5 -W0.25p -Di -A2000 -K to Image.ps gmt pscoast -Rg161.917999/164.917999/55.936001/58.936001 -Jx2.01600000000000000000c -O -G222/184/125 -C0/229/238 -N1/0.5 -W0.25p -Di -A2000 -K to Map.ps gmt psxy epi.txt -Rg161.917999/164.917999/55.936001/58.936001 -Jx2.01600000000000000000c -O -Sc2p -Gyellow -W to Image.ps gmt psxy epi.txt -Rg161.917999/164.917999/55.936001/58.936001 -Jx2.01600000000000000000c -O -Sc2p -Gyellow -W to Map.ps Error: /undefined in A Operand stack: 0 Execution stack: %interp_exit .runexec2 --nostringval-- --nostringval-- --nostringval-- 2 %stopped_push --nostringval-- --nostringval-- --nostringval-- false 1 %stopped_push 2047 1 3 %oparray_pop 2046 1 3 %oparray_pop 2026 1 3 %oparray_pop 1884 1 3 %oparray_pop --nostringval-- %errorexec_pop .runexec2 --nostringval-- --nostringval-- --nostringval-- 2 %stopped_push --nostringval-- Dictionary stack: --dict:948/1684(ro)(G)-- --dict:0/20(G)-- --dict:77/200(L)-- Current allocation mode is local Current file position is 4 Error: /undefined in A Operand stack: 0 Execution stack: %interp_exit .runexec2 --nostringval-- --nostringval-- --nostringval-- 2 %stopped_push --nostringval-- --nostringval-- --nostringval-- false 1 %stopped_push 2047 1 3 %oparray_pop 2046 1 3 %oparray_pop 2026 1 3 %oparray_pop 1884 1 3 %oparray_pop --nostringval-- %errorexec_pop .runexec2 --nostringval-- --nostringval-- --nostringval-- 2 %stopped_push --nostringval-- Dictionary stack: --dict:948/1684(ro)(G)-- --dict:0/20(G)-- --dict:77/200(L)-- Current allocation mode is local Current file position is 4 on ---------------------- Line 21: * EPICENTER * Line 22: Lat =57.436001 * degree Line 23: Lon =163.417999 * degree Line 24: Mag =6.500000 * Richter scale Line 25: faultform =8 * Okada parameters Line 26: flenght =28.000000 * km Line 27: fwidth =7.000000 * km Line 28: strike =299.000000 * degree (geog North=0) Line 29: slip =0.804000 * m Line 30: dip =17.000000 * degree Line 31: rake =90.000000 * degree Line 32: ipodepth =51.000000 * km (hypocenter, center of the fault, tof: 50.0 km) Line 33: ------end of fault 1 ------------ Line 34: * Line 35: FaultMode =0 Line 36: * Line 37: * Code parameters * Line 38: code =HYSEA Line 39: * Line 40: * Grid parameters * Line 41: constbat =False * for back compatibility Line 42: automscale =False * for back compatibility Line 43: width = 3.000000 * degree Line 44: batgrid =0.250000 * min Line 45: * Line 46: * calculation window Line 47: lonmin =161.917999 Line 48: lonmax =164.917999 Line 49: latmin =55.936001 Line 50: latmax =58.936001 Line 51: bathymetry =GEBCO30 End of Reading file: ./iDeck117726.txt informat=netcdf_HYSEA outformat=netcdf_HYSEA Reading bathymetry file ./bathymetry.tif outputDir=. Selecting place namesPlace names found in area: 5 Selecting place namesPlace names found in area: 5 Selecting measuring gauges /home/critechuser/operational/DATA/gauges.csv Gauges names found in area: -1 Selecting measuring gauges /home/critechuser/operational/DATA/gauges.csv Gauges names found in area: -1 /home/critechuser/operational/bin/runTTT.sh 161.917999 164.917999 55.936001 58.936001 720 End of Reading file: ./iDeck117726.txt