/home/critechuser/operational/bin -title -title "M6.5_MinCase_74" -dateEvent 10_Nov_2021_15:45 -Mag 6.464841 -Lat 23.626511 -Lon 126.415375 -eqDepth 12.367394 -i iDeck1295194.txt -o . -opt rel -code HYSEA -addparams --depthtype_topofthefault_-strike_240.240005_-rake_90.360001_-dip_24.25 Parsing addparams string: --depthtype_topofthefault_-strike_240.240005_-rake_90.360001_-dip_24.25 --depthtype=topofthefault -strike=240.240005 $$ strike=240.240005 -rake=90.360001 $$ rake= 90.360001 -dip=24.25 searching faults Exiting from search fault Dist calculated from NOAA faults: 63.181133 km searching faults Exiting from search fault Dist calculated from MedEU faults: 9602.097656 km /home/critechuser/operational/bin -title -title "M6.5 MinCase 74" -dateEvent 10 Nov 2021 15:45 -Mag 6.464841 -Lat 23.626511 -Lon 126.415375 -eqDepth 12.367394 -i iDeck1295194.txt -o . -opt rel -code HYSEA -addparams --depthtype_topofthefault_-strike_240.240005_-rake_90.360001_-dip_24.25 Parsing addparams string: --depthtype_topofthefault_-strike_240.240005_-rake_90.360001_-dip_24.25 --depthtype=topofthefault -strike=240.240005 $$ strike=240.240005 -rake=90.360001 $$ rake= 90.360001 -dip=24.25 lonmin= 124.915375 lonmax=127.915375 fl=27.000000 fw=7.000000 slip original: 0.739000 slip reaclulated: 0.739000 ** End of creation ** /home/critechuser/operational/bin -i -i iDeck1295194.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 iDeck1295194.txt -o . -opt rel -code HYSEA **** Start of file : ./iDeck1295194.txt Line 1: ********************************************* Line 2: * Tsunami input deck: Line 3: ********************************************* Line 4: * General data Line 5: Title ="M6.5 MinCase 74" Line 6: outPath =(null) Line 7: * Line 8: DateTsunami =10 Nov 2021 15:45 Line 9: * Line 10: * Calculation parameters * Line 11: InTime =0.000000 * initial time (h) Line 12: FinTime =1.412102 * 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: FauInput file size is 43200, 21600 0...10...20...30...40...50...60...70...80...90...100 - done. ltNumber 1 Line 20: *------------------------------------------- Line 21: * EPICENTER * Line 22: Lat =23.626511 * degree Line 23: Lon =126.415375 * degree Line 24: Mag =6.464841 * Richter scale Line 25: faultform =8 * Okada parameters Line 26: flenght =27.000000 * km Line 27: fwidth =7.000000 * km Line 28: strike =240.240005 * degree (geog North=0) Line 29: slip =0.739000 * m Line 30: dip =24.250000 * degree Line 31: rake =90.360001 * degree Line 32: depth =12.367394 * km (top of the fault) 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 =124.915375 Line 48: lonmax =127.915375 Line 49: latmin =22.126511 Line 50: latmax =25.126511 Line 51: bathymetry =GEBCO30 **** End of file : ./iDeck1295194.txt ---| batmode = 3 gdal_translate -srcwin 36588 7783 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=0.739000 and depth=12.367394 ! calling gdal factor 1 fnamePlaces= /home/critechuser/operational/DATA/places.csv Selecting place names24.823860 125.174698 Kuninaka Japan 1 24.825520 125.209801 Ichimasui Japan 1 24.879471 125.276199 Karimata Japan 1 24.732580 125.279297 Sugama Japan 1 24.794680 125.286102 Hirara Japan 1 24.719681 125.338303 Arasato Japan 1 24.727579 125.425301 Bora Japan 1 Place names found in area: 6 Selecting place names24.823860 125.174698 Kuninaka Japan 1 24.823860 125.174698 64 649 Kuninaka Japan 24.825520 125.209801 Ichimasui Japan 1 24.825520 125.209801 72 649 Ichimasui Japan 24.879471 125.276199 Karimata Japan 1 24.879471 125.276199 88 662 Karimata Japan 24.732580 125.279297 Sugama Japan 1 24.732580 125.279297 89 627 Sugama Japan 24.794680 125.286102 Hirara Japan 1 24.794680 125.286102 90 642 Hirara Japan 24.719681 125.338303 Arasato Japan 1 24.719681 125.338303 103 624 Arasato Japan 24.727579 125.425301 Bora Japan 1 24.727579 125.425301 124 626 Bora Japan Place names found in area: 6 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: 5083.57 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: [124.917, 127.913] Latitude: [22.1286, 25.1251] Load balancing data Process 0: rows 0-719 Writing '"M6.5_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: 5083.57 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: [124.917, 127.913] Latitude: [22.1286, 25.1251] Reading time: 7.104957e-02 sec. Initial deltaT = 3.966985e-01 sec Iteration 1, deltaT = 3.966985e-01 sec, Time = 0.396698 sec Iteration 2, deltaT = 3.966985e-01 sec, Time = 0.793397 sec Iteration 3, deltaT = 3.966985e-01 sec, Time = 1.1901 sec Iteration 4, deltaT = 3.966985e-01 sec, Time = 1.58679 sec Iteration 5, deltaT = 3.966985e-01 sec, Time = 1.98349 sec Iteration 6, deltaT = 3.966985e-01 sec, Time = 2.38019 sec Iteration 7, deltaT = 3.966985e-01 sec, Time = 2.77689 sec Iteration 8, deltaT = 3.966985e-01 sec, Time = 3.17359 sec Iteration 9, deltaT = 3.966985e-01 sec, Time = 3.57029 sec Iteration 10, deltaT = 3.966985e-01 sec, Time = 3.96698 sec Iteration 11, deltaT = 3.966985e-01 sec, Time = 4.36368 sec Iteration 12, deltaT = 3.966985e-01 sec, Time = 4.76038 sec Iteration 13, deltaT = 3.966985e-01 sec, Time = 5.15708 sec Iteration 14, deltaT = 3.966985e-01 sec, Time = 5.55378 sec Iteration 15, deltaT = 3.966985e-01 sec, Time = 5.95048 sec Iteration 16, deltaT = 3.966985e-01 sec, Time = 6.34718 sec Iteration 17, deltaT = 3.966985e-01 sec, Time = 6.74387 sec Iteration 18, deltaT = 3.966985e-01 sec, Time = 7.14057 sec Iteration 19, deltaT = 3.966985e-01 sec, Time = 7.53727 sec Iteration 20, deltaT = 3.966985e-01 sec, Time = 7.93397 sec Iteration 21, deltaT = 3.966985e-01 sec, Time = 8.33067 sec Iteration 22, deltaT = 3.966985e-01 sec, Time = 8.72737 sec Iteration 23, deltaT = 3.966985e-01 sec, Time = 9.12406 sec Iteration 24, deltaT = 3.966985e-01 sec, Time = 9.52076 sec Iteration 25, deltaT = 3.966985e-01 sec, Time = 9.91746 sec Iteration 26, deltaT = 3.966985e-01 sec, Time = 10.3142 sec Iteration 27, deltaT = 3.966985e-01 sec, Time = 10.7109 sec Iteration 28, deltaT = 3.966985e-01 sec, Time = 11.1076 sec Iteration 29, deltaT = 3.966985e-01 sec, Time = 11.5043 sec Iteration 30, deltaT = 3.966985e-01 sec, Time = 11.901 sec Iteration 31, deltaT = 3.966985e-01 sec, Time = 12.2977 sec Iteration 32, deltaT = 3.966985e-01 sec, Time = 12.6944 sec Iteration 33, deltaT = 3.966985e-01 sec, Time = 13.091 sec Iteration 34, deltaT = 3.966985e-01 sec, Time = 13.4877 sec Iteration 35, deltaT = 3.966985e-01 sec, Time = 13.8844 sec Iteration 36, deltaT = 3.966985e-01 sec, Time = 14.2811 sec Iteration 37, deltaT = 3.966985e-01 sec, Time = 14.6778 sec Iteration 38, deltaT = 3.966985e-01 sec, Time = 15.0745 sec Iteration 39, deltaT = 3.966985e-01 sec, Time = 15.4712 sec Iteration 40, deltaT = 3.966985e-01 sec, Time = 15.8679 sec Iteration 41, deltaT = 3.966985e-01 sec, Time = 16.2646 sec Iteration 42, deltaT = 3.966985e-01 sec, Time = 16.6613 sec Iteration 43, deltaT = 3.966985e-01 sec, Time = 17.058 sec Iteration 44, deltaT = 3.966985e-01 sec, Time = 17.4547 sec Iteration 45, deltaT = 3.966985e-01 sec, Time = 17.8514 sec Iteration 46, deltaT = 3.966985e-01 sec, Time = 18.2481 sec Iteration 47, deltaT = 3.966985e-01 sec, Time = 18.6448 sec Iteration 48, deltaT = 3.966985e-01 sec, Time = 19.0415 sec Iteration 49, deltaT = 3.966985e-01 sec, Time = 19.4382 sec Iteration 50, deltaT = 3.966985e-01 sec, Time = 19.8349 sec Iteration 51, deltaT = 3.966985e-01 sec, Time = 20.2316 sec Iteration 52, deltaT = 3.966985e-01 sec, Time = 20.6283 sec Iteration 53, deltaT = 3.966985e-01 sec, Time = 21.025 sec Iteration 54, deltaT = 3.966985e-01 sec, Time = 21.4217 sec Iteration 55, deltaT = 3.966985e-01 sec, Time = 21.8184 sec Iteration 56, deltaT = 3.966985e-01 sec, Time = 22.2151 sec Iteration 57, deltaT = 3.966985e-01 sec, Time = 22.6118 sec Iteration 58, deltaT = 3.966985e-01 sec, Time = 23.0085 sec Iteration 59, deltaT = 3.966985e-01 sec, Time = 23.4052 sec Iteration 60, deltaT = 3.966985e-01 sec, Time = 23.8019 sec Iteration 61, deltaT = 3.966985e-01 sec, Time = 24.1986 sec Iteration 62, deltaT = 3.966985e-01 sec, Time = 24.5953 sec Iteration 63, deltaT = 3.966985e-01 sec, Time = 24.992 sec Iteration 64, deltaT = 3.966985e-01 sec, Time = 25.3887 sec Iteration 65, deltaT = 3.966985e-01 sec, Time = 25.7854 sec Iteration 66, deltaT = 3.966985e-01 sec, Time = 26.1821 sec Iteration 67, deltaT = 3.966985e-01 sec, Time = 26.5788 sec Iteration 68, deltaT = 3.966985e-01 sec, Time = 26.9755 sec Iteration 69, deltaT = 3.966985e-01 sec, Time = 27.3722 sec Iteration 70, deltaT = 3.966985e-01 sec, Time = 27.7689 sec Iteration 71, deltaT = 3.966985e-01 sec, Time = 28.1656 sec Iteration 72, deltaT = 3.966985e-01 sec, Time = 28.5623 sec Iteration 73, deltaT = 3.966985e-01 sec, Time = 28.959 sec Iteration 74, deltaT = 3.966985e-01 sec, Time = 29.3557 sec Iteration 75, deltaT = 3.966985e-01 sec, Time = 29.7524 sec Iteration 76, deltaT = 3.966985e-01 sec, Time = 30.1491 sec Iteration 77, deltaT = 3.966985e-01 sec, Time = 30.5458 sec Iteration 78, deltaT = 3.966985e-01 sec, Time = 30.9425 sec Iteration 79, deltaT = 3.966985e-01 sec, Time = 31.3392 sec Iteration 80, deltaT = 3.966985e-01 sec, Time = 31.7359 sec Iteration 81, deltaT = 3.966985e-01 sec, Time = 32.1326 sec Iteration 82, deltaT = 3.966985e-01 sec, Time = 32.5293 sec Iteration 83, deltaT = 3.966985e-01 sec, Time = 32.926 sec Iteration 84, deltaT = 3.966985e-01 sec, Time = 33.3227 sec Iteration 85, deltaT = 3.966985e-01 sec, Time = 33.7194 sec Iteration 86, deltaT = 3.966985e-01 sec, Time = 34.1161 sec Iteration 87, deltaT = 3.966985e-01 sec, Time = 34.5128 sec Iteration 88, deltaT = 3.966985e-01 sec, Time = 34.9095 sec Iteration 89, deltaT = 3.966985e-01 sec, Time = 35.3062 sec Iteration 90, deltaT = 3.966985e-01 sec, Time = 35.7029 sec Iteration 91, deltaT = 3.966985e-01 sec, Time = 36.0996 sec Iteration 92, deltaT = 3.966985e-01 sec, Time = 36.4963 sec Iteration 93, deltaT = 3.966985e-01 sec, Time = 36.893 sec Iteration 94, deltaT = 3.966985e-01 sec, Time = 37.2897 sec Iteration 95, deltaT = 3.966985e-01 sec, Time = 37.6864 sec Iteration 96, deltaT = 3.966985e-01 sec, Time = 38.0831 sec Iteration 97, deltaT = 3.966985e-01 sec, Time = 38.4798 sec Iteration 98, deltaT = 3.966985e-01 sec, Time = 38.8764 sec Iteration 99, deltaT = 3.966985e-01 sec, Time = 39.2731 sec Iteration 100, deltaT = 3.966985e-01 sec, Time = 39.6698 sec Iteration 101, deltaT = 3.966985e-01 sec, Time = 40.0665 sec Iteration 102, deltaT = 3.966985e-01 sec, Time = 40.4632 sec Iteration 103, deltaT = 3.966985e-01 sec, Time = 40.8599 sec Iteration 104, deltaT = 3.966985e-01 sec, Time = 41.2566 sec Iteration 105, deltaT = 3.966985e-01 sec, Time = 41.6533 sec Iteration 106, deltaT = 3.966985e-01 sec, Time = 42.05 sec Iteration 107, deltaT = 3.966985e-01 sec, Time = 42.4467 sec Iteration 108, deltaT = 3.966985e-01 sec, Time = 42.8434 sec Iteration 109, deltaT = 3.966985e-01 sec, Time = 43.2401 sec Iteration 110, deltaT = 3.966985e-01 sec, Time = 43.6368 sec Iteration 111, deltaT = 3.966985e-01 sec, Time = 44.0335 sec Iteration 112, deltaT = 3.966985e-01 sec, Time = 44.4302 sec Iteration 113, deltaT = 3.966985e-01 sec, Time = 44.8269 sec Iteration 114, deltaT = 3.966985e-01 sec, Time = 45.2236 sec Iteration 115, deltaT = 3.966985e-01 sec, Time = 45.6203 sec Iteration 116, deltaT = 3.966985e-01 sec, Time = 46.017 sec Iteration 117, deltaT = 3.966985e-01 sec, Time = 46.4137 sec Iteration 118, deltaT = 3.966985e-01 sec, Time = 46.8104 sec Iteration 119, deltaT = 3.966985e-01 sec, Time = 47.2071 sec Iteration 120, deltaT = 3.966985e-01 sec, Time = 47.6038 sec Iteration 121, deltaT = 3.966985e-01 sec, Time = 48.0005 sec Iteration 122, deltaT = 3.966985e-01 sec, Time = 48.3972 sec Iteration 123, deltaT = 3.966985e-01 sec, Time = 48.7939 sec Iteration 124, deltaT = 3.966985e-01 sec, Time = 49.1906 sec Iteration 125, deltaT = 3.966985e-01 sec, Time = 49.5873 sec Iteration 126, deltaT = 3.966985e-01 sec, Time = 49.984 sec Iteration 127, deltaT = 3.966985e-01 sec, Time = 50.3807 sec Iteration 128, deltaT = 3.966985e-01 sec, Time = 50.7774 sec Iteration 129, deltaT = 3.966985e-01 sec, Time = 51.1741 sec Iteration 130, deltaT = 3.966985e-01 sec, Time = 51.5708 sec Iteration 131, deltaT = 3.966985e-01 sec, Time = 51.9675 sec Iteration 132, deltaT = 3.966985e-01 sec, Time = 52.3642 sec Iteration 133, deltaT = 3.966985e-01 sec, Time = 52.7609 sec Iteration 134, deltaT = 3.966985e-01 sec, Time = 53.1576 sec Iteration 135, deltaT = 3.966985e-01 sec, Time = 53.5543 sec Iteration 136, deltaT = 3.966985e-01 sec, Time = 53.951 sec Iteration 137, deltaT = 3.966985e-01 sec, Time = 54.3477 sec Iteration 138, deltaT = 3.966985e-01 sec, Time = 54.7444 sec Iteration 139, deltaT = 3.966985e-01 sec, Time = 55.1411 sec Iteration 140, deltaT = 3.966985e-01 sec, Time = 55.5378 sec Iteration 141, deltaT = 3.966985e-01 sec, Time = 55.9345 sec Iteration 142, deltaT = 3.966985e-01 sec, Time = 56.3312 sec Iteration 143, deltaT = 3.966985e-01 sec, Time = 56.7279 sec Iteration 144, deltaT = 3.966985e-01 sec, Time = 57.1246 sec Iteration 145, deltaT = 3.966985e-01 sec, Time = 57.5213 sec Iteration 146, deltaT = 3.966985e-01 sec, Time = 57.918 sec Iteration 147, deltaT = 3.966985e-01 sec, Time = 58.3147 sec Iteration 148, deltaT = 3.966985e-01 sec, Time = 58.7114 sec Iteration 149, deltaT = 3.966985e-01 sec, Time = 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sec Iteration 5811, deltaT = 3.966985e-01 sec, Time = 2305.21 sec Iteration 5812, deltaT = 3.966985e-01 sec, Time = 2305.61 sec Iteration 5813, deltaT = 3.966985e-01 sec, Time = 2306.01 sec Iteration 5814, deltaT = 3.966985e-01 sec, Time = 2306.4 sec Iteration 5815, deltaT = 3.966985e-01 sec, Time = 2306.8 sec Iteration 5816, deltaT = 3.966985e-01 sec, Time = 2307.2 sec Iteration 5817, deltaT = 3.966985e-01 sec, Time = 2307.59 sec Iteration 5818, deltaT = 3.966985e-01 sec, Time = 2307.99 sec Iteration 5819, deltaT = 3.966985e-01 sec, Time = 2308.39 sec Iteration 5820, deltaT = 3.966985e-01 sec, Time = 2308.78 sec Iteration 5821, deltaT = 3.966985e-01 sec, Time = 2309.18 sec Iteration 5822, deltaT = 3.966985e-01 sec, Time = 2309.58 sec Iteration 5823, deltaT = 3.966985e-01 sec, Time = 2309.98 sec Iteration 5824, deltaT = 3.966985e-01 sec, Time = 2310.37 sec Iteration 5825, deltaT = 3.966985e-01 sec, Time = 2310.77 sec Iteration 5826, deltaT = 3.966985e-01 sec, Time = 2311.17 sec Iteration 5827, deltaT = 3.966985e-01 sec, Time = 2311.56 sec Iteration 5828, deltaT = 3.966985e-01 sec, Time = 2311.96 sec Iteration 5829, deltaT = 3.966985e-01 sec, Time = 2312.36 sec Iteration 5830, deltaT = 3.966985e-01 sec, Time = 2312.75 sec Iteration 5831, deltaT = 3.966985e-01 sec, Time = 2313.15 sec Iteration 5832, deltaT = 3.966985e-01 sec, Time = 2313.55 sec Iteration 5833, deltaT = 3.966985e-01 sec, Time = 2313.94 sec Iteration 5834, deltaT = 3.966985e-01 sec, Time = 2314.34 sec Iteration 5835, deltaT = 3.966985e-01 sec, Time = 2314.74 sec Iteration 5836, deltaT = 3.966985e-01 sec, Time = 2315.13 sec Iteration 5837, deltaT = 3.966985e-01 sec, Time = 2315.53 sec Iteration 5838, deltaT = 3.966985e-01 sec, Time = 2315.93 sec Iteration 5839, deltaT = 3.966985e-01 sec, Time = 2316.32 sec Iteration 5840, deltaT = 3.966985e-01 sec, Time = 2316.72 sec Iteration 5841, deltaT = 3.966985e-01 sec, Time = 2317.12 sec Iteration 5842, deltaT = 3.966985e-01 sec, Time = 2317.51 sec 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sec Iteration 6711, deltaT = 3.966985e-01 sec, Time = 2662.24 sec Iteration 6712, deltaT = 3.966985e-01 sec, Time = 2662.64 sec Iteration 6713, deltaT = 3.966985e-01 sec, Time = 2663.04 sec Iteration 6714, deltaT = 3.966985e-01 sec, Time = 2663.43 sec Iteration 6715, deltaT = 3.966985e-01 sec, Time = 2663.83 sec Iteration 6716, deltaT = 3.966985e-01 sec, Time = 2664.23 sec Iteration 6717, deltaT = 3.966985e-01 sec, Time = 2664.62 sec Iteration 6718, deltaT = 3.966985e-01 sec, Time = 2665.02 sec Iteration 6719, deltaT = 3.966985e-01 sec, Time = 2665.42 sec Iteration 6720, deltaT = 3.966985e-01 sec, Time = 2665.81 sec Iteration 6721, deltaT = 3.966985e-01 sec, Time = 2666.21 sec Iteration 6722, deltaT = 3.966985e-01 sec, Time = 2666.61 sec Iteration 6723, deltaT = 3.966985e-01 sec, Time = 2667 sec Iteration 6724, deltaT = 3.966985e-01 sec, Time = 2667.4 sec Iteration 6725, deltaT = 3.966985e-01 sec, Time = 2667.8 sec Iteration 6726, deltaT = 3.966985e-01 sec, Time = 2668.19 sec Iteration 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= 2751.5 sec Iteration 6937, deltaT = 3.966985e-01 sec, Time = 2751.9 sec Iteration 6938, deltaT = 3.966985e-01 sec, Time = 2752.29 sec Iteration 6939, deltaT = 3.966985e-01 sec, Time = 2752.69 sec Iteration 6940, deltaT = 3.966985e-01 sec, Time = 2753.09 sec Iteration 6941, deltaT = 3.966985e-01 sec, Time = 2753.48 sec Iteration 6942, deltaT = 3.966985e-01 sec, Time = 2753.88 sec Iteration 6943, deltaT = 3.966985e-01 sec, Time = 2754.28 sec Iteration 6944, deltaT = 3.966985e-01 sec, Time = 2754.67 sec Iteration 6945, deltaT = 3.966985e-01 sec, Time = 2755.07 sec Iteration 6946, deltaT = 3.966985e-01 sec, Time = 2755.47 sec Iteration 6947, deltaT = 3.966985e-01 sec, Time = 2755.86 sec Iteration 6948, deltaT = 3.966985e-01 sec, Time = 2756.26 sec Iteration 6949, deltaT = 3.966985e-01 sec, Time = 2756.66 sec Iteration 6950, deltaT = 3.966985e-01 sec, Time = 2757.05 sec Iteration 6951, deltaT = 3.966985e-01 sec, Time = 2757.45 sec Iteration 6952, deltaT = 3.966985e-01 sec, Time = 2757.85 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3427.47 sec Iteration 8641, deltaT = 3.966985e-01 sec, Time = 3427.87 sec Iteration 8642, deltaT = 3.966985e-01 sec, Time = 3428.27 sec Iteration 8643, deltaT = 3.966985e-01 sec, Time = 3428.66 sec Iteration 8644, deltaT = 3.966985e-01 sec, Time = 3429.06 sec Iteration 8645, deltaT = 3.966985e-01 sec, Time = 3429.46 sec Iteration 8646, deltaT = 3.966985e-01 sec, Time = 3429.85 sec Iteration 8647, deltaT = 3.966985e-01 sec, Time = 3430.25 sec Iteration 8648, deltaT = 3.966985e-01 sec, Time = 3430.65 sec Iteration 8649, deltaT = 3.966985e-01 sec, Time = 3431.04 sec Iteration 8650, deltaT = 3.966985e-01 sec, Time = 3431.44 sec Iteration 8651, deltaT = 3.966985e-01 sec, Time = 3431.84 sec Iteration 8652, deltaT = 3.966985e-01 sec, Time = 3432.24 sec Iteration 8653, deltaT = 3.966985e-01 sec, Time = 3432.63 sec Iteration 8654, deltaT = 3.966985e-01 sec, Time = 3433.03 sec Iteration 8655, deltaT = 3.966985e-01 sec, Time = 3433.43 sec Iteration 8656, deltaT = 3.966985e-01 sec, Time = 3433.82 sec Iteration 8657, deltaT = 3.966985e-01 sec, Time = 3434.22 sec Iteration 8658, deltaT = 3.966985e-01 sec, Time = 3434.62 sec Iteration 8659, deltaT = 3.966985e-01 sec, Time = 3435.01 sec Iteration 8660, deltaT = 3.966985e-01 sec, Time = 3435.41 sec Iteration 8661, deltaT = 3.966985e-01 sec, Time = 3435.81 sec Iteration 8662, deltaT = 3.966985e-01 sec, Time = 3436.2 sec Iteration 8663, deltaT = 3.966985e-01 sec, Time = 3436.6 sec Iteration 8664, deltaT = 3.966985e-01 sec, Time = 3437 sec Iteration 8665, deltaT = 3.966985e-01 sec, Time = 3437.39 sec Iteration 8666, deltaT = 3.966985e-01 sec, Time = 3437.79 sec Iteration 8667, deltaT = 3.966985e-01 sec, Time = 3438.19 sec Iteration 8668, deltaT = 3.966985e-01 sec, Time = 3438.58 sec Iteration 8669, deltaT = 3.966985e-01 sec, Time = 3438.98 sec Iteration 8670, deltaT = 3.966985e-01 sec, Time = 3439.38 sec Iteration 8671, deltaT = 3.966985e-01 sec, Time = 3439.77 sec Iteration 8672, deltaT = 3.966985e-01 sec, Time = 3440.17 sec Iteration 8673, deltaT = 3.966985e-01 sec, Time = 3440.57 sec Iteration 8674, deltaT = 3.966985e-01 sec, Time = 3440.96 sec Iteration 8675, deltaT = 3.966985e-01 sec, Time = 3441.36 sec Iteration 8676, deltaT = 3.966985e-01 sec, Time = 3441.76 sec Iteration 8677, deltaT = 3.966985e-01 sec, Time = 3442.15 sec Iteration 8678, deltaT = 3.966985e-01 sec, Time = 3442.55 sec Iteration 8679, deltaT = 3.966985e-01 sec, Time = 3442.95 sec Iteration 8680, deltaT = 3.966985e-01 sec, Time = 3443.34 sec Iteration 8681, deltaT = 3.966985e-01 sec, Time = 3443.74 sec Iteration 8682, deltaT = 3.966985e-01 sec, Time = 3444.14 sec Iteration 8683, deltaT = 3.966985e-01 sec, Time = 3444.53 sec Iteration 8684, deltaT = 3.966985e-01 sec, Time = 3444.93 sec Iteration 8685, deltaT = 3.966985e-01 sec, Time = 3445.33 sec Iteration 8686, deltaT = 3.966985e-01 sec, Time = 3445.72 sec Iteration 8687, deltaT = 3.966985e-01 sec, Time = 3446.12 sec Iteration 8688, deltaT = 3.966985e-01 sec, Time = 3446.52 sec Iteration 8689, deltaT = 3.966985e-01 sec, Time = 3446.91 sec Iteration 8690, deltaT = 3.966985e-01 sec, Time = 3447.31 sec Iteration 8691, deltaT = 3.966985e-01 sec, Time = 3447.71 sec Iteration 8692, deltaT = 3.966985e-01 sec, Time = 3448.1 sec Iteration 8693, deltaT = 3.966985e-01 sec, Time = 3448.5 sec Iteration 8694, deltaT = 3.966985e-01 sec, Time = 3448.9 sec Iteration 8695, deltaT = 3.966985e-01 sec, Time = 3449.29 sec Iteration 8696, deltaT = 3.966985e-01 sec, Time = 3449.69 sec Iteration 8697, deltaT = 3.966985e-01 sec, Time = 3450.09 sec Iteration 8698, deltaT = 3.966985e-01 sec, Time = 3450.48 sec Iteration 8699, deltaT = 3.966985e-01 sec, Time = 3450.88 sec Iteration 8700, deltaT = 3.966985e-01 sec, Time = 3451.28 sec Iteration 8701, deltaT = 3.966985e-01 sec, Time = 3451.67 sec Iteration 8702, deltaT = 3.966985e-01 sec, Time = 3452.07 sec Iteration 8703, deltaT = 3.966985e-01 sec, Time = 3452.47 sec Iteration 8704, deltaT = 3.966985e-01 sec, Time = 3452.86 sec Iteration 8705, deltaT = 3.966985e-01 sec, Time = 3453.26 sec Iteration 8706, deltaT = 3.966985e-01 sec, Time = 3453.66 sec Iteration 8707, deltaT = 3.966985e-01 sec, Time = 3454.05 sec Iteration 8708, deltaT = 3.966985e-01 sec, Time = 3454.45 sec Iteration 8709, deltaT = 3.966985e-01 sec, Time = 3454.85 sec Iteration 8710, deltaT = 3.966985e-01 sec, Time = 3455.24 sec Iteration 8711, deltaT = 3.966985e-01 sec, Time = 3455.64 sec Iteration 8712, deltaT = 3.966985e-01 sec, Time = 3456.04 sec Iteration 8713, deltaT = 3.966985e-01 sec, Time = 3456.43 sec Iteration 8714, deltaT = 3.966985e-01 sec, Time = 3456.83 sec Iteration 8715, deltaT = 3.966985e-01 sec, Time = 3457.23 sec Iteration 8716, deltaT = 3.966985e-01 sec, Time = 3457.62 sec Iteration 8717, deltaT = 3.966985e-01 sec, Time = 3458.02 sec Iteration 8718, deltaT = 3.966985e-01 sec, Time = 3458.42 sec Iteration 8719, deltaT = 3.966985e-01 sec, Time = 3458.81 sec Iteration 8720, deltaT = 3.966985e-01 sec, Time = 3459.21 sec Iteration 8721, deltaT = 3.966985e-01 sec, Time = 3459.61 sec Iteration 8722, deltaT = 3.966985e-01 sec, Time = 3460 sec Iteration 8723, deltaT = 3.966985e-01 sec, Time = 3460.4 sec Iteration 8724, deltaT = 3.966985e-01 sec, Time = 3460.8 sec Iteration 8725, deltaT = 3.966985e-01 sec, Time = 3461.19 sec Iteration 8726, deltaT = 3.966985e-01 sec, Time = 3461.59 sec Iteration 8727, deltaT = 3.966985e-01 sec, Time = 3461.99 sec Iteration 8728, deltaT = 3.966985e-01 sec, Time = 3462.38 sec Iteration 8729, deltaT = 3.966985e-01 sec, Time = 3462.78 sec Iteration 8730, deltaT = 3.966985e-01 sec, Time = 3463.18 sec Iteration 8731, deltaT = 3.966985e-01 sec, Time = 3463.57 sec Iteration 8732, deltaT = 3.966985e-01 sec, Time = 3463.97 sec Iteration 8733, deltaT = 3.966985e-01 sec, Time = 3464.37 sec Iteration 8734, deltaT = 3.966985e-01 sec, Time = 3464.76 sec Iteration 8735, deltaT = 3.966985e-01 sec, Time = 3465.16 sec Iteration 8736, deltaT = 3.966985e-01 sec, Time = 3465.56 sec Iteration 8737, deltaT = 3.966985e-01 sec, Time = 3465.95 sec Iteration 8738, deltaT = 3.966985e-01 sec, Time = 3466.35 sec Iteration 8739, deltaT = 3.966985e-01 sec, Time = 3466.75 sec Iteration 8740, deltaT = 3.966985e-01 sec, Time = 3467.14 sec Iteration 8741, deltaT = 3.966985e-01 sec, Time = 3467.54 sec Iteration 8742, deltaT = 3.966985e-01 sec, Time = 3467.94 sec Iteration 8743, deltaT = 3.966985e-01 sec, Time = 3468.33 sec Iteration 8744, deltaT = 3.966985e-01 sec, Time = 3468.73 sec Iteration 8745, deltaT = 3.966985e-01 sec, Time = 3469.13 sec Iteration 8746, deltaT = 3.966985e-01 sec, Time = 3469.52 sec Iteration 8747, deltaT = 3.966985e-01 sec, Time = 3469.92 sec Iteration 8748, deltaT = 3.966985e-01 sec, Time = 3470.32 sec Iteration 8749, deltaT = 3.966985e-01 sec, Time = 3470.71 sec Iteration 8750, deltaT = 3.966985e-01 sec, Time = 3471.11 sec Iteration 8751, deltaT = 3.966985e-01 sec, Time = 3471.51 sec Iteration 8752, deltaT = 3.966985e-01 sec, Time = 3471.9 sec Iteration 8753, deltaT = 3.966985e-01 sec, Time = 3472.3 sec Iteration 8754, deltaT = 3.966985e-01 sec, Time = 3472.7 sec Iteration 8755, deltaT = 3.966985e-01 sec, Time = 3473.09 sec Iteration 8756, deltaT = 3.966985e-01 sec, Time = 3473.49 sec Iteration 8757, deltaT = 3.966985e-01 sec, Time = 3473.89 sec Iteration 8758, deltaT = 3.966985e-01 sec, Time = 3474.29 sec Iteration 8759, deltaT = 3.966985e-01 sec, Time = 3474.68 sec Iteration 8760, deltaT = 3.966985e-01 sec, Time = 3475.08 sec Iteration 8761, deltaT = 3.966985e-01 sec, Time = 3475.48 sec Iteration 8762, deltaT = 3.966985e-01 sec, Time = 3475.87 sec Iteration 8763, deltaT = 3.966985e-01 sec, Time = 3476.27 sec Iteration 8764, deltaT = 3.966985e-01 sec, Time = 3476.67 sec Iteration 8765, deltaT = 3.966985e-01 sec, Time = 3477.06 sec Iteration 8766, deltaT = 3.966985e-01 sec, Time = 3477.46 sec Iteration 8767, deltaT = 3.966985e-01 sec, Time = 3477.86 sec Iteration 8768, deltaT = 3.966985e-01 sec, Time = 3478.25 sec Iteration 8769, deltaT = 3.966985e-01 sec, Time = 3478.65 sec Iteration 8770, deltaT = 3.966985e-01 sec, Time = 3479.05 sec Iteration 8771, deltaT = 3.966985e-01 sec, Time = 3479.44 sec Iteration 8772, deltaT = 3.966985e-01 sec, Time = 3479.84 sec Iteration 8773, deltaT = 3.966985e-01 sec, Time = 3480.24 sec Iteration 8774, deltaT = 3.966985e-01 sec, Time = 3480.63 sec Iteration 8775, deltaT = 3.966985e-01 sec, Time = 3481.03 sec Iteration 8776, deltaT = 3.966985e-01 sec, Time = 3481.43 sec Iteration 8777, deltaT = 3.966985e-01 sec, Time = 3481.82 sec Iteration 8778, deltaT = 3.966985e-01 sec, Time = 3482.22 sec Iteration 8779, deltaT = 3.966985e-01 sec, Time = 3482.62 sec Iteration 8780, deltaT = 3.966985e-01 sec, Time = 3483.01 sec Iteration 8781, deltaT = 3.966985e-01 sec, Time = 3483.41 sec Iteration 8782, deltaT = 3.966985e-01 sec, Time = 3483.81 sec Iteration 8783, deltaT = 3.966985e-01 sec, Time = 3484.2 sec Iteration 8784, deltaT = 3.966985e-01 sec, Time = 3484.6 sec Iteration 8785, deltaT = 3.966985e-01 sec, Time = 3485 sec Iteration 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deltaT = 3.966985e-01 sec, Time = 3491.74 sec Iteration 8803, deltaT = 3.966985e-01 sec, Time = 3492.14 sec Iteration 8804, deltaT = 3.966985e-01 sec, Time = 3492.53 sec Iteration 8805, deltaT = 3.966985e-01 sec, Time = 3492.93 sec Iteration 8806, deltaT = 3.966985e-01 sec, Time = 3493.33 sec Iteration 8807, deltaT = 3.966985e-01 sec, Time = 3493.72 sec Iteration 8808, deltaT = 3.966985e-01 sec, Time = 3494.12 sec Iteration 8809, deltaT = 3.966985e-01 sec, Time = 3494.52 sec Iteration 8810, deltaT = 3.966985e-01 sec, Time = 3494.91 sec Iteration 8811, deltaT = 3.966985e-01 sec, Time = 3495.31 sec Iteration 8812, deltaT = 3.966985e-01 sec, Time = 3495.71 sec Iteration 8813, deltaT = 3.966985e-01 sec, Time = 3496.1 sec Iteration 8814, deltaT = 3.966985e-01 sec, Time = 3496.5 sec Iteration 8815, deltaT = 3.966985e-01 sec, Time = 3496.9 sec Iteration 8816, deltaT = 3.966985e-01 sec, Time = 3497.29 sec Iteration 8817, deltaT = 3.966985e-01 sec, Time = 3497.69 sec Iteration 8818, deltaT = 3.966985e-01 sec, Time = 3498.09 sec Iteration 8819, deltaT = 3.966985e-01 sec, Time = 3498.48 sec Iteration 8820, deltaT = 3.966985e-01 sec, Time = 3498.88 sec Iteration 8821, deltaT = 3.966985e-01 sec, Time = 3499.28 sec Iteration 8822, deltaT = 3.966985e-01 sec, Time = 3499.67 sec Iteration 8823, deltaT = 3.966985e-01 sec, Time = 3500.07 sec Iteration 8824, deltaT = 3.966985e-01 sec, Time = 3500.47 sec Iteration 8825, deltaT = 3.966985e-01 sec, Time = 3500.86 sec Iteration 8826, deltaT = 3.966985e-01 sec, Time = 3501.26 sec Iteration 8827, deltaT = 3.966985e-01 sec, Time = 3501.66 sec Iteration 8828, deltaT = 3.966985e-01 sec, Time = 3502.05 sec Iteration 8829, deltaT = 3.966985e-01 sec, Time = 3502.45 sec Iteration 8830, deltaT = 3.966985e-01 sec, Time = 3502.85 sec Iteration 8831, deltaT = 3.966985e-01 sec, Time = 3503.24 sec Iteration 8832, deltaT = 3.966985e-01 sec, Time = 3503.64 sec Iteration 8833, deltaT = 3.966985e-01 sec, Time = 3504.04 sec Iteration 8834, deltaT = 3.966985e-01 sec, Time = 3504.43 sec Iteration 8835, deltaT = 3.966985e-01 sec, Time = 3504.83 sec Iteration 8836, deltaT = 3.966985e-01 sec, Time = 3505.23 sec Iteration 8837, deltaT = 3.966985e-01 sec, Time = 3505.62 sec Iteration 8838, deltaT = 3.966985e-01 sec, Time = 3506.02 sec Iteration 8839, deltaT = 3.966985e-01 sec, Time = 3506.42 sec Iteration 8840, deltaT = 3.966985e-01 sec, Time = 3506.81 sec Iteration 8841, deltaT = 3.966985e-01 sec, Time = 3507.21 sec Iteration 8842, deltaT = 3.966985e-01 sec, Time = 3507.61 sec Iteration 8843, deltaT = 3.966985e-01 sec, Time = 3508 sec Iteration 8844, deltaT = 3.966985e-01 sec, Time = 3508.4 sec Iteration 8845, deltaT = 3.966985e-01 sec, Time = 3508.8 sec Iteration 8846, deltaT = 3.966985e-01 sec, Time = 3509.19 sec Iteration 8847, deltaT = 3.966985e-01 sec, Time = 3509.59 sec Iteration 8848, deltaT = 3.966985e-01 sec, Time = 3509.99 sec Iteration 8849, deltaT = 3.966985e-01 sec, Time = 3510.38 sec Iteration 8850, deltaT = 3.966985e-01 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Time = 3517.13 sec Iteration 8867, deltaT = 3.966985e-01 sec, Time = 3517.53 sec Iteration 8868, deltaT = 3.966985e-01 sec, Time = 3517.92 sec Iteration 8869, deltaT = 3.966985e-01 sec, Time = 3518.32 sec Iteration 8870, deltaT = 3.966985e-01 sec, Time = 3518.72 sec Iteration 8871, deltaT = 3.966985e-01 sec, Time = 3519.11 sec Iteration 8872, deltaT = 3.966985e-01 sec, Time = 3519.51 sec Iteration 8873, deltaT = 3.966985e-01 sec, Time = 3519.91 sec Iteration 8874, deltaT = 3.966985e-01 sec, Time = 3520.3 sec Iteration 8875, deltaT = 3.966985e-01 sec, Time = 3520.7 sec Iteration 8876, deltaT = 3.966985e-01 sec, Time = 3521.1 sec Iteration 8877, deltaT = 3.966985e-01 sec, Time = 3521.49 sec Iteration 8878, deltaT = 3.966985e-01 sec, Time = 3521.89 sec Iteration 8879, deltaT = 3.966985e-01 sec, Time = 3522.29 sec Iteration 8880, deltaT = 3.966985e-01 sec, Time = 3522.68 sec Iteration 8881, deltaT = 3.966985e-01 sec, Time = 3523.08 sec Iteration 8882, deltaT = 3.966985e-01 sec, Time = 3523.48 sec Iteration 8883, deltaT = 3.966985e-01 sec, Time = 3523.87 sec Iteration 8884, deltaT = 3.966985e-01 sec, Time = 3524.27 sec Iteration 8885, deltaT = 3.966985e-01 sec, Time = 3524.67 sec Iteration 8886, deltaT = 3.966985e-01 sec, Time = 3525.06 sec Iteration 8887, deltaT = 3.966985e-01 sec, Time = 3525.46 sec Iteration 8888, deltaT = 3.966985e-01 sec, Time = 3525.86 sec Iteration 8889, deltaT = 3.966985e-01 sec, Time = 3526.25 sec Iteration 8890, deltaT = 3.966985e-01 sec, Time = 3526.65 sec Iteration 8891, deltaT = 3.966985e-01 sec, Time = 3527.05 sec Iteration 8892, deltaT = 3.966985e-01 sec, Time = 3527.44 sec Iteration 8893, deltaT = 3.966985e-01 sec, Time = 3527.84 sec Iteration 8894, deltaT = 3.966985e-01 sec, Time = 3528.24 sec Iteration 8895, deltaT = 3.966985e-01 sec, Time = 3528.63 sec Iteration 8896, deltaT = 3.966985e-01 sec, Time = 3529.03 sec Iteration 8897, deltaT = 3.966985e-01 sec, Time = 3529.43 sec Iteration 8898, deltaT = 3.966985e-01 sec, Time = 3529.82 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Iteration 9028, deltaT = 3.966985e-01 sec, Time = 3581.39 sec Iteration 9029, deltaT = 3.966985e-01 sec, Time = 3581.79 sec Iteration 9030, deltaT = 3.966985e-01 sec, Time = 3582.19 sec Iteration 9031, deltaT = 3.966985e-01 sec, Time = 3582.58 sec Iteration 9032, deltaT = 3.966985e-01 sec, Time = 3582.98 sec Iteration 9033, deltaT = 3.966985e-01 sec, Time = 3583.38 sec Iteration 9034, deltaT = 3.966985e-01 sec, Time = 3583.77 sec Iteration 9035, deltaT = 3.966985e-01 sec, Time = 3584.17 sec Iteration 9036, deltaT = 3.966985e-01 sec, Time = 3584.57 sec Iteration 9037, deltaT = 3.966985e-01 sec, Time = 3584.96 sec Iteration 9038, deltaT = 3.966985e-01 sec, Time = 3585.36 sec Iteration 9039, deltaT = 3.966985e-01 sec, Time = 3585.76 sec Iteration 9040, deltaT = 3.966985e-01 sec, Time = 3586.15 sec Iteration 9041, deltaT = 3.966985e-01 sec, Time = 3586.55 sec Iteration 9042, deltaT = 3.966985e-01 sec, Time = 3586.95 sec Iteration 9043, deltaT = 3.966985e-01 sec, Time = 3587.34 sec 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Iteration 10421, deltaT = 3.966985e-01 sec, Time = 4133.99 sec Iteration 10422, deltaT = 3.966985e-01 sec, Time = 4134.39 sec Iteration 10423, deltaT = 3.966985e-01 sec, Time = 4134.79 sec Iteration 10424, deltaT = 3.966985e-01 sec, Time = 4135.18 sec Iteration 10425, deltaT = 3.966985e-01 sec, Time = 4135.58 sec Iteration 10426, deltaT = 3.966985e-01 sec, Time = 4135.98 sec Iteration 10427, deltaT = 3.966985e-01 sec, Time = 4136.37 sec Iteration 10428, deltaT = 3.966985e-01 sec, Time = 4136.77 sec Iteration 10429, deltaT = 3.966985e-01 sec, Time = 4137.17 sec Iteration 10430, deltaT = 3.966985e-01 sec, Time = 4137.56 sec Iteration 10431, deltaT = 3.966985e-01 sec, Time = 4137.96 sec Iteration 10432, deltaT = 3.966985e-01 sec, Time = 4138.36 sec Iteration 10433, deltaT = 3.966985e-01 sec, Time = 4138.75 sec Iteration 10434, deltaT = 3.966985e-01 sec, Time = 4139.15 sec Iteration 10435, deltaT = 3.966985e-01 sec, Time = 4139.55 sec Iteration 10436, deltaT = 3.966985e-01 sec, Time = 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Iteration 12420, deltaT = 3.966985e-01 sec, Time = 4926.99 sec Iteration 12421, deltaT = 3.966985e-01 sec, Time = 4927.39 sec Iteration 12422, deltaT = 3.966985e-01 sec, Time = 4927.79 sec Iteration 12423, deltaT = 3.966985e-01 sec, Time = 4928.18 sec Iteration 12424, deltaT = 3.966985e-01 sec, Time = 4928.58 sec Iteration 12425, deltaT = 3.966985e-01 sec, Time = 4928.98 sec Iteration 12426, deltaT = 3.966985e-01 sec, Time = 4929.38 sec Iteration 12427, deltaT = 3.966985e-01 sec, Time = 4929.77 sec Iteration 12428, deltaT = 3.966985e-01 sec, Time = 4930.17 sec Iteration 12429, deltaT = 3.966985e-01 sec, Time = 4930.57 sec Iteration 12430, deltaT = 3.966985e-01 sec, Time = 4930.96 sec Iteration 12431, deltaT = 3.966985e-01 sec, Time = 4931.36 sec Iteration 12432, deltaT = 3.966985e-01 sec, Time = 4931.76 sec Iteration 12433, deltaT = 3.966985e-01 sec, Time = 4932.15 sec Iteration 12434, deltaT = 3.966985e-01 sec, Time = 4932.55 sec Iteration 12435, deltaT = 3.966985e-01 sec, Time = 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Iteration 12531, deltaT = 3.966985e-01 sec, Time = 4971.03 sec Iteration 12532, deltaT = 3.966985e-01 sec, Time = 4971.43 sec Iteration 12533, deltaT = 3.966985e-01 sec, Time = 4971.82 sec Iteration 12534, deltaT = 3.966985e-01 sec, Time = 4972.22 sec Iteration 12535, deltaT = 3.966985e-01 sec, Time = 4972.62 sec Iteration 12536, deltaT = 3.966985e-01 sec, Time = 4973.01 sec Iteration 12537, deltaT = 3.966985e-01 sec, Time = 4973.41 sec Iteration 12538, deltaT = 3.966985e-01 sec, Time = 4973.81 sec Iteration 12539, deltaT = 3.966985e-01 sec, Time = 4974.2 sec Iteration 12540, deltaT = 3.966985e-01 sec, Time = 4974.6 sec Iteration 12541, deltaT = 3.966985e-01 sec, Time = 4975 sec Iteration 12542, deltaT = 3.966985e-01 sec, Time = 4975.39 sec Iteration 12543, deltaT = 3.966985e-01 sec, Time = 4975.79 sec Iteration 12544, deltaT = 3.966985e-01 sec, Time = 4976.19 sec Iteration 12545, deltaT = 3.966985e-01 sec, Time = 4976.58 sec Iteration 12546, deltaT = 3.966985e-01 sec, Time = 4976.98 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sec Iteration 12674, deltaT = 3.966985e-01 sec, Time = 5027.76 sec Iteration 12675, deltaT = 3.966985e-01 sec, Time = 5028.15 sec Iteration 12676, deltaT = 3.966985e-01 sec, Time = 5028.55 sec Iteration 12677, deltaT = 3.966985e-01 sec, Time = 5028.95 sec Iteration 12678, deltaT = 3.966985e-01 sec, Time = 5029.34 sec Iteration 12679, deltaT = 3.966985e-01 sec, Time = 5029.74 sec Iteration 12680, deltaT = 3.966985e-01 sec, Time = 5030.14 sec Iteration 12681, deltaT = 3.966985e-01 sec, Time = 5030.53 sec Iteration 12682, deltaT = 3.966985e-01 sec, Time = 5030.93 sec Iteration 12683, deltaT = 3.966985e-01 sec, Time = 5031.33 sec Iteration 12684, deltaT = 3.966985e-01 sec, Time = 5031.72 sec Iteration 12685, deltaT = 3.966985e-01 sec, Time = 5032.12 sec Iteration 12686, deltaT = 3.966985e-01 sec, Time = 5032.52 sec Iteration 12687, deltaT = 3.966985e-01 sec, Time = 5032.91 sec Iteration 12688, deltaT = 3.966985e-01 sec, Time = 5033.31 sec Iteration 12689, deltaT = 3.966985e-01 sec, Time = 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sec, Time = 5046.4 sec Iteration 12722, deltaT = 3.966985e-01 sec, Time = 5046.8 sec Iteration 12723, deltaT = 3.966985e-01 sec, Time = 5047.19 sec Iteration 12724, deltaT = 3.966985e-01 sec, Time = 5047.59 sec Iteration 12725, deltaT = 3.966985e-01 sec, Time = 5047.99 sec Iteration 12726, deltaT = 3.966985e-01 sec, Time = 5048.38 sec Iteration 12727, deltaT = 3.966985e-01 sec, Time = 5048.78 sec Iteration 12728, deltaT = 3.966985e-01 sec, Time = 5049.18 sec Iteration 12729, deltaT = 3.966985e-01 sec, Time = 5049.57 sec Iteration 12730, deltaT = 3.966985e-01 sec, Time = 5049.97 sec Iteration 12731, deltaT = 3.966985e-01 sec, Time = 5050.37 sec Iteration 12732, deltaT = 3.966985e-01 sec, Time = 5050.76 sec Iteration 12733, deltaT = 3.966985e-01 sec, Time = 5051.16 sec Iteration 12734, deltaT = 3.966985e-01 sec, Time = 5051.56 sec Iteration 12735, deltaT = 3.966985e-01 sec, Time = 5051.95 sec Iteration 12736, deltaT = 3.966985e-01 sec, Time = 5052.35 sec Iteration 12737, deltaT = 3.966985e-01 sec, Time = 5052.75 sec Iteration 12738, deltaT = 3.966985e-01 sec, Time = 5053.14 sec Iteration 12739, deltaT = 3.966985e-01 sec, Time = 5053.54 sec Iteration 12740, deltaT = 3.966985e-01 sec, Time = 5053.94 sec Iteration 12741, deltaT = 3.966985e-01 sec, Time = 5054.34 sec Iteration 12742, deltaT = 3.966985e-01 sec, Time = 5054.73 sec Iteration 12743, deltaT = 3.966985e-01 sec, Time = 5055.13 sec Iteration 12744, deltaT = 3.966985e-01 sec, Time = 5055.53 sec Iteration 12745, deltaT = 3.966985e-01 sec, Time = 5055.92 sec Iteration 12746, deltaT = 3.966985e-01 sec, Time = 5056.32 sec Iteration 12747, deltaT = 3.966985e-01 sec, Time = 5056.72 sec Iteration 12748, deltaT = 3.966985e-01 sec, Time = 5057.11 sec Iteration 12749, deltaT = 3.966985e-01 sec, Time = 5057.51 sec Iteration 12750, deltaT = 3.966985e-01 sec, Time = 5057.91 sec Iteration 12751, deltaT = 3.966985e-01 sec, Time = 5058.3 sec Iteration 12752, deltaT = 3.966985e-01 sec, Time = 5058.7 sec Iteration 12753, deltaT = 3.966985e-01 sec, Time = 5059.1 sec Iteration 12754, deltaT = 3.966985e-01 sec, Time = 5059.49 sec Iteration 12755, deltaT = 3.966985e-01 sec, Time = 5059.89 sec Iteration 12756, deltaT = 3.966985e-01 sec, Time = 5060.29 sec Iteration 12757, deltaT = 3.966985e-01 sec, Time = 5060.68 sec Iteration 12758, deltaT = 3.966985e-01 sec, Time = 5061.08 sec Iteration 12759, deltaT = 3.966985e-01 sec, Time = 5061.48 sec Iteration 12760, deltaT = 3.966985e-01 sec, Time = 5061.87 sec Iteration 12761, deltaT = 3.966985e-01 sec, Time = 5062.27 sec Iteration 12762, deltaT = 3.966985e-01 sec, Time = 5062.67 sec Iteration 12763, deltaT = 3.966985e-01 sec, Time = 5063.06 sec Iteration 12764, deltaT = 3.966985e-01 sec, Time = 5063.46 sec Iteration 12765, deltaT = 3.966985e-01 sec, Time = 5063.86 sec Iteration 12766, deltaT = 3.966985e-01 sec, Time = 5064.25 sec Iteration 12767, deltaT = 3.966985e-01 sec, Time = 5064.65 sec Iteration 12768, deltaT = 3.966985e-01 sec, Time = 5065.05 sec Iteration 12769, deltaT = 3.966985e-01 sec, Time = 5065.44 sec Iteration 12770, deltaT = 3.966985e-01 sec, Time = 5065.84 sec Iteration 12771, deltaT = 3.966985e-01 sec, Time = 5066.24 sec Iteration 12772, deltaT = 3.966985e-01 sec, Time = 5066.63 sec Iteration 12773, deltaT = 3.966985e-01 sec, Time = 5067.03 sec Iteration 12774, deltaT = 3.966985e-01 sec, Time = 5067.43 sec Iteration 12775, deltaT = 3.966985e-01 sec, Time = 5067.82 sec Iteration 12776, deltaT = 3.966985e-01 sec, Time = 5068.22 sec Iteration 12777, deltaT = 3.966985e-01 sec, Time = 5068.62 sec Iteration 12778, deltaT = 3.966985e-01 sec, Time = 5069.01 sec Iteration 12779, deltaT = 3.966985e-01 sec, Time = 5069.41 sec Iteration 12780, deltaT = 3.966985e-01 sec, Time = 5069.81 sec Iteration 12781, deltaT = 3.966985e-01 sec, Time = 5070.2 sec Iteration 12782, deltaT = 3.966985e-01 sec, Time = 5070.6 sec Iteration 12783, deltaT = 3.966985e-01 sec, Time = 5071 sec Iteration 12784, deltaT = 3.966985e-01 sec, Time = 5071.39 sec 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5077.74 sec Iteration 12801, deltaT = 3.966985e-01 sec, Time = 5078.14 sec Iteration 12802, deltaT = 3.966985e-01 sec, Time = 5078.53 sec Iteration 12803, deltaT = 3.966985e-01 sec, Time = 5078.93 sec Iteration 12804, deltaT = 3.966985e-01 sec, Time = 5079.33 sec Iteration 12805, deltaT = 3.966985e-01 sec, Time = 5079.72 sec Iteration 12806, deltaT = 3.966985e-01 sec, Time = 5080.12 sec Iteration 12807, deltaT = 3.966985e-01 sec, Time = 5080.52 sec Iteration 12808, deltaT = 3.966985e-01 sec, Time = 5080.91 sec Iteration 12809, deltaT = 3.966985e-01 sec, Time = 5081.31 sec Iteration 12810, deltaT = 3.966985e-01 sec, Time = 5081.71 sec Iteration 12811, deltaT = 3.966985e-01 sec, Time = 5082.1 sec Iteration 12812, deltaT = 3.966985e-01 sec, Time = 5082.5 sec Iteration 12813, deltaT = 3.966985e-01 sec, Time = 5082.9 sec Iteration 12814, deltaT = 3.966985e-01 sec, Time = 5083.29 sec Iteration 12815, deltaT = 3.966985e-01 sec, Time = 5083.69 sec Runtime: 2.088011e+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', '10_Nov_2021_15:45', '-i', 'iDeck1295194.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= ', (204,)) opening TS_location.txt 0 reading 125.174698 24.823860 LO:Kuninaka - Japan -1 5 43135 647 61 dilat= 10 0.004168 22.132763 22.128595 ik= 637 637 51 88.311295 10.0 0.0138185563047 637 52 81.587708 10.0 0.0140524545669 637 53 74.392609 10.0 0.0145764599975 637 54 65.179199 10.0 0.015440434094 637 55 54.442116 10.0 0.016703631428 637 56 37.130341 10.0 0.0186548448494 637 57 23.103966 10.0 0.0220537505545 637 58 22.928305 10.0 0.0260338819646 637 59 22.545975 10.0 0.0271341757861 637 60 21.281096 10.0 0.0271435523135 637 61 19.904993 10.0 0.0267044668167 637 62 18.052408 10.0 0.0284884944551 637 63 16.058235 10.0 0.0290343178714 637 64 13.480594 10.0 0.0309439334185 637 65 11.312831 10.0 0.0326985246421 637 66 10.891207 10.0 0.0349708273125 637 67 10.33391 10.0 0.0347085911634 637 68 9.196806 10.0 0.0237024433251 637 69 8.491632 10.0 0.0129414636959 637 70 9.638315 10.0 0.0120968496238 ik= 638 638 56 35.927689 10.0 0.0184759873233 638 57 20.96242 10.0 0.022062759916 638 58 14.786941 10.0 0.0273580965345 638 59 10.254701 10.0 0.0356395792743 638 60 12.73972 10.0 0.0301552343337 638 61 14.545754 10.0 0.0287748329769 638 62 13.443148 10.0 0.0287134132379 638 63 11.81914 10.0 0.0330415512231 638 64 7.991536 10.0 0.0266919407685 638 65 5.049073 10.0 0.0216970783466 638 66 5.877409 10.0 0.0192807212747 638 67 6.522672 10.0 0.0164226711193 638 68 6.385536 10.0 0.0140795437206 638 69 6.633045 10.0 0.0118258234926 638 70 8.529705 10.0 0.00995247665009 638 71 9.68774 10.0 0.00864134255862 638 72 7.688229 10.0 0.00780669136163 638 73 6.068584 10.0 0.00733185072496 638 74 6.068584 10.0 0.00670817771294 638 75 6.055592 10.0 0.00628015001206 ik= 639 639 49 87.88031 10.0 0.0152824436532 639 50 89.517326 10.0 0.0149249020878 639 51 88.971458 10.0 0.0147209736368 639 52 79.111282 10.0 0.0147826524328 639 53 69.401405 10.0 0.0151539949842 639 54 60.334915 10.0 0.0158791033566 639 55 49.974297 10.0 0.0169851294151 639 56 34.027264 10.0 0.0187569405561 639 57 19.847153 10.0 0.0219609603597 639 58 13.064456 10.0 0.0271511307015 639 59 7.892346 10.0 0.0275856040438 639 60 9.598056 10.0 0.0301076041589 639 61 10.954946 10.0 0.0307485430152 639 62 10.817566 10.0 0.0300920907035 639 63 10.149372 10.0 0.0294270585528 639 64 7.228319 10.0 0.0225945089959 639 65 4.888704 10.0 0.0209284110361 639 66 5.026083 10.0 0.0183614449509 639 67 5.137413 10.0 0.0163654078905 639 68 5.137413 10.0 0.0145010466788 ik= 640 640 49 87.189865 10.0 0.01583495828 640 50 87.826904 10.0 0.0157017064226 640 51 86.281075 10.0 0.0156681137286 640 52 75.420921 10.0 0.0158737486449 640 53 64.995125 10.0 0.0164090980811 640 54 56.428619 10.0 0.0173035521955 640 55 46.709644 10.0 0.0186345600254 640 56 32.014866 10.0 0.0208161392576 640 57 18.894493 10.0 0.02463821087 640 58 12.361791 10.0 0.0295114154362 640 59 7.107638 10.0 0.0271878304761 640 60 7.313388 10.0 0.0257592880384 640 61 7.643448 10.0 0.0245341031095 640 62 8.506038 10.0 0.0230120078765 640 63 8.887292 10.0 0.0211793167219 640 64 7.216201 10.0 0.0190792649502 640 65 5.698813 10.0 0.0172853030523 640 66 4.836224 10.0 0.0169110218634 640 67 4.137199 10.0 0.0190670466085 640 68 4.137199 10.0 0.0177099490395 ik= 641 641 49 84.200096 10.0 0.0162547494875 641 50 80.819412 10.0 0.0164503049155 641 51 75.787971 10.0 0.016744729455 641 52 63.71273 10.0 0.0173900745447 641 53 51.416748 10.0 0.018475519639 641 54 38.175919 10.0 0.0200188977934 641 55 25.71595 10.0 0.0248756540959 641 56 16.592472 10.0 0.0287826682736 641 57 8.43298 10.0 0.0344872043927 641 58 4.306018 10.0 0.032324954011 641 59 1.084821 10.0 0.0322581624847 641 60 1.731583 10.0 0.0306575128404 641 61 2.893958 10.0 0.02846998452 641 62 6.265165 10.0 0.0199176577767 641 63 8.714172 10.0 0.0185475208895 641 64 7.214539 10.0 0.0174801468158 641 65 5.441071 10.0 0.0189206682851 641 66 2.501036 10.0 0.0235386817876 641 67 -0.045023 10.0 0.045023 641 68 -0.907369 10.0 0.907369 ik= 642 642 49 80.84301 10.0 0.0164752610018 642 50 72.962471 10.0 0.0170941503572 642 51 64.048195 10.0 0.0179567793094 642 52 50.722988 10.0 0.0193584891175 642 53 36.372238 10.0 0.0245019026263 642 54 17.631577 10.0 0.0317001406637 642 55 1.891105 10.0 0.0389067599526 642 56 -0.971117 10.0 0.971117 642 57 -3.546579 10.0 3.546579 642 58 -4.923625 10.0 4.923625 642 59 -5.774374 10.0 5.774374 642 60 -4.377632 10.0 4.377632 642 61 -2.086781 10.0 2.086781 642 62 4.034342 10.0 0.0193009059752 642 63 8.714172 10.0 0.0174369114615 642 64 7.214539 10.0 0.021787131094 642 65 5.013337 10.0 0.0253144344122 642 66 -0.176629 10.0 0.176629 642 67 -4.7356 10.0 4.7356 642 68 -6.597916 10.0 6.597916 ik= 643 643 49 76.190674 10.0 0.0180001800833 643 50 68.339828 10.0 0.0175720397394 643 51 58.10659 10.0 0.0190744134076 643 52 37.707699 10.0 0.0214675554065 643 53 18.623642 10.0 0.0331093909047 643 54 5.167812 10.0 0.0399231662409 643 55 -6.124088 10.0 6.124088 643 56 -8.127262 10.0 8.127262 643 57 -9.567314 10.0 9.567314 643 58 -8.62583 10.0 8.62583 643 59 -7.660295 10.0 7.660295 643 60 -6.592043 10.0 6.592043 643 61 -4.90432 10.0 4.90432 643 62 -0.562839 10.0 0.562839 643 63 2.179957 10.0 0.0232256863559 643 64 -1.907996 10.0 1.907996 643 65 -6.879219 10.0 6.879219 643 66 -15.613275 10.0 15.613275 643 67 -23.438416 10.0 23.438416 643 68 -27.379168 10.0 27.379168 ik= 644 644 49 71.334587 10.0 0.0192933716282 644 50 64.233376 10.0 0.0178145164349 644 51 53.089291 10.0 0.0200051090172 644 52 24.694305 10.0 0.0237696407216 644 53 0.453369 10.0 0.0359191704039 644 54 -6.005877 10.0 6.005877 644 55 -11.622746 10.0 11.622746 644 56 -13.625919 10.0 13.625919 644 57 -14.638166 10.0 14.638166 644 58 -11.447782 10.0 11.447782 644 59 -8.754874 10.0 8.754874 644 60 -8.18638 10.0 8.18638 644 61 -7.376739 10.0 7.376739 644 62 -5.534037 10.0 5.534037 644 63 -5.38985 10.0 5.38985 644 64 -12.476337 10.0 12.476337 644 65 -20.58861 10.0 20.58861 644 66 -33.070831 10.0 33.070831 644 67 -44.359852 10.0 44.359852 644 68 -50.549507 10.0 50.549507 ik= 645 645 49 58.297577 10.0 0.0194120268071 645 50 58.848282 10.0 0.0179680628322 645 51 53.408218 10.0 0.0209527873316 645 52 22.405621 10.0 0.0256170554517 645 53 -3.644671 10.0 3.644671 645 54 -8.496271 10.0 8.496271 645 55 -12.686935 10.0 12.686935 645 56 -14.041867 10.0 14.041867 645 57 -14.430382 10.0 14.430382 645 58 -10.715549 10.0 10.715549 645 59 -7.692572 10.0 7.692572 645 60 -7.624064 10.0 7.624064 645 61 -8.060283 10.0 8.060283 645 62 -10.658676 10.0 10.658676 645 63 -14.401264 10.0 14.401264 645 64 -22.977859 10.0 22.977859 645 65 -31.902739 10.0 31.902739 645 66 -42.31134 10.0 42.31134 645 67 -51.814888 10.0 51.814888 645 68 -57.450554 10.0 57.450554 ik= 646 646 49 43.96624 10.0 0.018008389187 646 50 53.262669 10.0 0.0178874121711 646 51 54.575756 10.0 0.0216038176645 646 52 21.824013 10.0 0.0416494545533 646 53 -5.502222 10.0 5.502222 646 54 -9.604188 10.0 9.604188 646 55 -13.045218 10.0 13.045218 646 56 -13.649144 10.0 13.649144 646 57 -13.383091 10.0 13.383091 646 58 -9.418383 10.0 9.418383 646 59 -6.287762 10.0 6.287762 646 60 -6.719012 10.0 6.719012 646 61 -8.458928 10.0 8.458928 646 62 -15.805001 10.0 15.805001 646 63 -23.637197 10.0 23.637197 646 64 -33.463184 10.0 33.463184 646 65 -42.82988 10.0 42.82988 646 66 -50.239941 10.0 50.239941 646 67 -57.124016 10.0 57.124016 646 68 -61.760174 10.0 61.760174 ik= 647 647 42 223.245056 10.0 0.00908380151941 647 43 174.445023 10.0 0.0108727243004 647 44 133.424683 10.0 0.0132365894262 647 45 98.973999 10.0 0.0163364789407 647 46 92.622742 10.0 0.0193511471573 647 47 84.046631 10.0 0.0208391736084 647 48 65.8909 10.0 0.0195701905997 647 49 52.107719 10.0 0.0141793819491 647 50 56.781849 10.0 0.0172421852478 647 51 54.26368 10.0 0.0216741969032 647 52 21.056057 10.0 0.0534600989881 647 53 -6.334326 10.0 6.334326 647 54 -8.823603 10.0 8.823603 647 55 -10.814898 10.0 10.814898 647 56 -10.667473 10.0 10.667473 647 57 -10.115807 10.0 10.115807 647 58 -7.842207 10.0 7.842207 647 59 -6.422228 10.0 6.422228 647 60 -8.647538 10.0 8.647538 647 61 -12.128635 10.0 12.128635 ik= 648 648 42 238.931396 10.0 0.00826836081376 648 43 189.944061 10.0 0.00985059639681 648 44 143.6763 10.0 0.0119377802745 648 45 105.114594 10.0 0.0146410728064 648 46 99.51297 10.0 0.0170301846829 648 47 92.064316 10.0 0.0175520040481 648 48 76.662285 10.0 0.0153225254566 648 49 63.820309 10.0 0.01320916308 648 50 61.747734 10.0 0.0164516822926 648 51 53.716358 10.0 0.0212828247635 648 52 20.258858 10.0 0.0570079356035 648 53 -7.00284 10.0 7.00284 648 54 -7.742972 10.0 7.742972 648 55 -8.173913 10.0 8.173913 648 56 -7.275481 10.0 7.275481 648 57 -6.497054 10.0 6.497054 648 58 -6.222478 10.0 6.222478 648 59 -6.801522 10.0 6.801522 648 60 -11.025865 10.0 11.025865 648 61 -16.316822 10.0 16.316822 ik= 649 649 42 250.535461 10.0 0.00755560442518 649 43 204.114883 10.0 0.00892315326646 649 44 152.381622 10.0 0.0106691588877 649 45 109.000916 10.0 0.0128884926518 649 46 101.345551 10.0 0.0147088851675 649 47 92.547272 10.0 0.0146869063768 649 48 78.819862 10.0 0.0122064799235 649 49 65.348541 10.0 0.0143957747198 649 50 52.859779 10.0 0.0179323950582 649 51 38.185032 10.0 0.0265751815102 649 52 14.182706 10.0 0.0713919896359 649 53 -5.287195 10.0 5.287195 649 54 -5.355732 10.0 5.355732 649 55 -5.141011 10.0 5.141011 649 56 -3.707293 10.0 3.707293 649 57 -2.917671 10.0 2.917671 649 58 -4.858704 10.0 4.858704 649 59 -7.7352 10.0 7.7352 649 60 -14.606503 10.0 14.606503 649 61 -21.906176 10.0 21.906176 ik= 650 650 42 261.483612 10.0 0.00697963122305 650 43 218.066711 10.0 0.00812824732786 650 44 160.836166 10.0 0.00950474423138 650 45 112.526398 10.0 0.0111915909441 650 46 102.372276 10.0 0.0124665720507 650 47 91.830894 10.0 0.012149531224 650 48 79.605484 10.0 0.010521579597 650 49 65.255226 10.0 0.0131333801676 650 50 41.771919 10.0 0.0168387558655 650 51 20.277512 10.0 0.0358227946331 650 52 7.269732 10.0 0.0707513870686 650 53 -3.193058 10.0 3.193058 650 54 -2.761844 10.0 2.761844 650 55 -2.04737 10.0 2.04737 650 56 -0.112985 10.0 0.112985 650 57 0.653521 10.0 0.00171415652199 650 58 -3.536397 10.0 3.536397 650 59 -8.756599 10.0 8.756599 650 60 -18.376549 10.0 18.376549 650 61 -27.715504 10.0 27.715504 ik= 651 651 42 272.018677 10.0 0.00649928743642 651 43 224.748581 10.0 0.0074311463303 651 44 169.13501 10.0 0.00843524419521 651 45 121.457741 10.0 0.00954551135532 651 46 107.725403 10.0 0.010314214117 651 47 94.198746 10.0 0.00997591970722 651 48 81.53154 10.0 0.0107008198447 651 49 65.79776 10.0 0.0110173999556 651 50 36.921974 10.0 0.0122610224932 651 51 12.246523 10.0 0.0210993197377 651 52 5.49387 10.0 0.0183522906651 651 53 -0.007869 10.0 0.0144291011617 651 54 -0.154973 10.0 0.154973 651 55 -0.059555 10.0 0.059555 651 56 1.079396 10.0 0.00344189631039 651 57 0.61086 10.0 0.0022094947837 651 58 -6.691632 10.0 6.691632 651 59 -14.587324 10.0 14.587324 651 60 -25.016243 10.0 25.016243 651 61 -34.4953 10.0 34.4953 ik= 652 652 42 282.482422 10.0 0.00606240664693 652 43 230.269562 10.0 0.00677276839285 652 44 177.404648 10.0 0.0074165652862 652 45 131.244919 10.0 0.00803398472983 652 46 113.764404 10.0 0.00861602147943 652 47 97.056328 10.0 0.0108081412309 652 48 83.638115 10.0 0.0125184852977 652 49 66.441246 10.0 0.0128662525154 652 50 33.067646 10.0 0.0136951911246 652 51 5.792085 10.0 0.0177719902118 652 52 4.536746 10.0 0.0132229820298 652 53 3.349316 10.0 0.00937853738273 652 54 2.452578 10.0 0.0063793244084 652 55 1.751164 10.0 0.00462706429155 652 56 1.888772 10.0 0.00515529302889 652 57 -0.007079 10.0 0.00707899999999 652 58 -10.557985 10.0 10.557985 652 59 -21.180561 10.0 21.180561 652 60 -32.109238 10.0 32.109238 652 61 -41.425976 10.0 41.425976 ik= 653 653 42 284.055359 10.0 0.00560874994705 653 43 226.89975 10.0 0.0061020058665 653 44 173.118652 10.0 0.00643917001693 653 45 126.731705 10.0 0.00809897422156 653 46 111.970901 10.0 0.0104905474777 653 47 95.981674 10.0 0.012867679804 653 48 74.68251 10.0 0.0148275649196 653 49 52.599781 10.0 0.014173320141 653 50 27.018559 10.0 0.0130028980311 653 51 5.994606 10.0 0.0226427465359 653 52 4.416462 10.0 0.00964215713893 653 53 3.029527 10.0 0.0084972511617 653 54 2.461078 10.0 0.00618353376915 653 55 2.0 10.0 0.00525441293774 653 56 2.0 10.0 0.0057350872104 653 57 -0.297116 10.0 0.297116 653 58 -12.372696 10.0 12.372696 653 59 -23.711754 10.0 23.711754 653 60 -31.905605 10.0 31.905605 653 61 -39.131191 10.0 39.131191 ik= 654 654 42 284.211792 10.0 0.00507979120497 654 43 222.116013 10.0 0.00611305507277 654 44 166.835648 10.0 0.0074456591012 654 45 119.94381 10.0 0.00930462352086 654 46 108.931168 10.0 0.0116369821125 654 47 94.281433 10.0 0.0131584235196 654 48 63.970196 10.0 0.0132251443309 654 49 36.459187 10.0 0.0141578347452 654 50 20.623203 10.0 0.0226405281449 654 51 7.257028 10.0 0.0234206517998 654 52 4.429494 10.0 0.00751663676118 654 53 2.124412 10.0 0.00727490876676 654 54 2.055718 10.0 0.00570754769399 654 55 2.0 10.0 0.00552126607146 654 56 2.0 10.0 0.00646500873264 654 57 -0.534785 10.0 0.534785 654 58 -13.859756 10.0 13.859756 654 59 -25.59479 10.0 25.59479 654 60 -30.540218 10.0 30.540218 654 61 -35.368622 10.0 35.368622 ik= 655 655 42 262.152679 10.0 0.00511259880644 655 43 196.239685 10.0 0.00652616413939 655 44 164.689896 10.0 0.0080654934541 655 45 136.107834 10.0 0.00968968749278 655 46 120.219261 10.0 0.0114651460893 655 47 101.666779 10.0 0.0121578316325 655 48 71.629074 10.0 0.0113342999803 655 49 44.635159 10.0 0.0116288406282 655 50 30.354343 10.0 0.0142617566141 655 51 17.887922 10.0 0.018252532013 655 52 13.16349 10.0 0.0195134572738 655 53 8.639502 10.0 0.0161165657899 655 54 4.973527 10.0 0.00766536506216 655 55 2.570251 10.0 0.00838858854364 655 56 5.594819 10.0 0.00979926312866 655 57 5.390053 10.0 0.0157019949731 655 58 -8.537941 10.0 8.537941 655 59 -20.635946 10.0 20.635946 655 60 -24.919218 10.0 24.919218 655 61 -28.467857 10.0 28.467857 ik= 656 656 42 236.56694 10.0 0.00520230887181 656 43 167.017593 10.0 0.00655610889423 656 44 163.204254 10.0 0.00800844346237 656 45 155.918945 10.0 0.00920716454093 656 46 133.783417 10.0 0.0105314211943 656 47 110.495308 10.0 0.0113854597403 656 48 82.209953 10.0 0.0113599808544 656 49 56.679794 10.0 0.0100101052096 656 50 42.648857 10.0 0.0099844652665 656 51 30.005333 10.0 0.0131269833501 656 52 23.281876 10.0 0.0121403246037 656 53 16.332983 10.0 0.0137722503612 656 54 8.419083 10.0 0.0159680059444 656 55 3.231026 10.0 0.0084350165534 656 56 9.760292 10.0 0.00860055443709 656 57 12.293277 10.0 0.00943210463897 656 58 -2.134474 10.0 2.134474 656 59 -14.589999 10.0 14.589999 656 60 -18.623392 10.0 18.623392 656 61 -21.070921 10.0 21.070921 1 reading 125.209801 24.825520 LO:Ichimasui - Japan -1 5 43153 648 70 dilat= 10 0.004168 22.132763 22.128595 ik= 638 638 60 12.73972 10.0 0.0301552343337 638 61 14.545754 10.0 0.0287748329769 638 62 13.443148 10.0 0.0287134132379 638 63 11.81914 10.0 0.0330415512231 638 64 7.991536 10.0 0.0266919407685 638 65 5.049073 10.0 0.0216970783466 638 66 5.877409 10.0 0.0192807212747 638 67 6.522672 10.0 0.0164226711193 638 68 6.385536 10.0 0.0140795437206 638 69 6.633045 10.0 0.0118258234926 638 70 8.529705 10.0 0.00995247665009 638 71 9.68774 10.0 0.00864134255862 638 72 7.688229 10.0 0.00780669136163 638 73 6.068584 10.0 0.00733185072496 638 74 6.068584 10.0 0.00670817771294 638 75 6.055592 10.0 0.00628015001206 638 76 5.987024 10.0 0.00573529804199 638 77 5.924936 10.0 0.00530977710396 638 78 5.890589 10.0 0.00515475670221 638 79 5.22941 10.0 0.00561228117305 ik= 639 639 53 69.401405 10.0 0.0151539949842 639 54 60.334915 10.0 0.0158791033566 639 55 49.974297 10.0 0.0169851294151 639 56 34.027264 10.0 0.0187569405561 639 57 19.847153 10.0 0.0219609603597 639 58 13.064456 10.0 0.0271511307015 639 59 7.892346 10.0 0.0275856040438 639 60 9.598056 10.0 0.0301076041589 639 61 10.954946 10.0 0.0307485430152 639 62 10.817566 10.0 0.0300920907035 639 63 10.149372 10.0 0.0294270585528 639 64 7.228319 10.0 0.0225945089959 639 65 4.888704 10.0 0.0209284110361 639 66 5.026083 10.0 0.0183614449509 639 67 5.137413 10.0 0.0163654078905 639 68 5.137413 10.0 0.0145010466788 639 69 5.393249 10.0 0.0126812647572 639 70 6.745978 10.0 0.0107101747538 639 71 7.58588 10.0 0.00942010578851 639 72 6.23315 10.0 0.00853510962588 ik= 640 640 53 64.995125 10.0 0.0164090980811 640 54 56.428619 10.0 0.0173035521955 640 55 46.709644 10.0 0.0186345600254 640 56 32.014866 10.0 0.0208161392576 640 57 18.894493 10.0 0.02463821087 640 58 12.361791 10.0 0.0295114154362 640 59 7.107638 10.0 0.0271878304761 640 60 7.313388 10.0 0.0257592880384 640 61 7.643448 10.0 0.0245341031095 640 62 8.506038 10.0 0.0230120078765 640 63 8.887292 10.0 0.0211793167219 640 64 7.216201 10.0 0.0190792649502 640 65 5.698813 10.0 0.0172853030523 640 66 4.836224 10.0 0.0169110218634 640 67 4.137199 10.0 0.0190670466085 640 68 4.137199 10.0 0.0177099490395 640 69 4.251195 10.0 0.0164998735234 640 70 4.853948 10.0 0.012529297344 640 71 5.228193 10.0 0.010732999498 640 72 4.625441 10.0 0.00962504910566 ik= 641 641 53 51.416748 10.0 0.018475519639 641 54 38.175919 10.0 0.0200188977934 641 55 25.71595 10.0 0.0248756540959 641 56 16.592472 10.0 0.0287826682736 641 57 8.43298 10.0 0.0344872043927 641 58 4.306018 10.0 0.032324954011 641 59 1.084821 10.0 0.0322581624847 641 60 1.731583 10.0 0.0306575128404 641 61 2.893958 10.0 0.02846998452 641 62 6.265165 10.0 0.0199176577767 641 63 8.714172 10.0 0.0185475208895 641 64 7.214539 10.0 0.0174801468158 641 65 5.441071 10.0 0.0189206682851 641 66 2.501036 10.0 0.0235386817876 641 67 -0.045023 10.0 0.045023 641 68 -0.907369 10.0 0.907369 641 69 -1.348986 10.0 1.348986 641 70 0.013238 10.0 0.0106957056347 641 71 1.187535 10.0 0.0120353229675 641 72 1.550003 10.0 0.0111994320164 ik= 642 642 53 36.372238 10.0 0.0245019026263 642 54 17.631577 10.0 0.0317001406637 642 55 1.891105 10.0 0.0389067599526 642 56 -0.971117 10.0 0.971117 642 57 -3.546579 10.0 3.546579 642 58 -4.923625 10.0 4.923625 642 59 -5.774374 10.0 5.774374 642 60 -4.377632 10.0 4.377632 642 61 -2.086781 10.0 2.086781 642 62 4.034342 10.0 0.0193009059752 642 63 8.714172 10.0 0.0174369114615 642 64 7.214539 10.0 0.021787131094 642 65 5.013337 10.0 0.0253144344122 642 66 -0.176629 10.0 0.176629 642 67 -4.7356 10.0 4.7356 642 68 -6.597916 10.0 6.597916 642 69 -7.661254 10.0 7.661254 642 70 -5.299062 10.0 5.299062 642 71 -3.122964 10.0 3.122964 642 72 -1.760527 10.0 1.760527 ik= 643 643 53 18.623642 10.0 0.0331093909047 643 54 5.167812 10.0 0.0399231662409 643 55 -6.124088 10.0 6.124088 643 56 -8.127262 10.0 8.127262 643 57 -9.567314 10.0 9.567314 643 58 -8.62583 10.0 8.62583 643 59 -7.660295 10.0 7.660295 643 60 -6.592043 10.0 6.592043 643 61 -4.90432 10.0 4.90432 643 62 -0.562839 10.0 0.562839 643 63 2.179957 10.0 0.0232256863559 643 64 -1.907996 10.0 1.907996 643 65 -6.879219 10.0 6.879219 643 66 -15.613275 10.0 15.613275 643 67 -23.438416 10.0 23.438416 643 68 -27.379168 10.0 27.379168 643 69 -30.101894 10.0 30.101894 643 70 -27.602505 10.0 27.602505 643 71 -23.686731 10.0 23.686731 643 72 -13.775061 10.0 13.775061 ik= 644 644 43 163.808502 10.0 0.0128292337186 644 44 135.398788 10.0 0.0151050711481 644 45 110.210655 10.0 0.0175635625765 644 46 98.801659 10.0 0.0198966645764 644 47 87.955841 10.0 0.0217341235973 644 48 79.511093 10.0 0.0220402189053 644 49 71.334587 10.0 0.0192933716282 644 50 64.233376 10.0 0.0178145164349 644 51 53.089291 10.0 0.0200051090172 644 52 24.694305 10.0 0.0237696407216 644 53 0.453369 10.0 0.0359191704039 644 54 -6.005877 10.0 6.005877 644 55 -11.622746 10.0 11.622746 644 56 -13.625919 10.0 13.625919 644 57 -14.638166 10.0 14.638166 644 58 -11.447782 10.0 11.447782 644 59 -8.754874 10.0 8.754874 644 60 -8.18638 10.0 8.18638 644 61 -7.376739 10.0 7.376739 644 62 -5.534037 10.0 5.534037 ik= 645 645 43 162.445679 10.0 0.0125274968957 645 44 130.217468 10.0 0.0149780335523 645 45 102.339401 10.0 0.0178910251268 645 46 93.067581 10.0 0.020897732495 645 47 82.963623 10.0 0.023323062079 645 48 69.264206 10.0 0.023731754838 645 49 58.297577 10.0 0.0194120268071 645 50 58.848282 10.0 0.0179680628322 645 51 53.408218 10.0 0.0209527873316 645 52 22.405621 10.0 0.0256170554517 645 53 -3.644671 10.0 3.644671 645 54 -8.496271 10.0 8.496271 645 55 -12.686935 10.0 12.686935 645 56 -14.041867 10.0 14.041867 645 57 -14.430382 10.0 14.430382 645 58 -10.715549 10.0 10.715549 645 59 -7.692572 10.0 7.692572 645 60 -7.624064 10.0 7.624064 645 61 -8.060283 10.0 8.060283 645 62 -10.658676 10.0 10.658676 ik= 646 646 43 161.233719 10.0 0.0118432135583 646 44 125.257339 10.0 0.0143563337474 646 45 94.720161 10.0 0.0175774558104 646 46 87.447365 10.0 0.0209245048388 646 47 77.831116 10.0 0.0233537741229 646 48 58.123638 10.0 0.0234562170644 646 49 43.96624 10.0 0.018008389187 646 50 53.262669 10.0 0.0178874121711 646 51 54.575756 10.0 0.0216038176645 646 52 21.824013 10.0 0.0416494545533 646 53 -5.502222 10.0 5.502222 646 54 -9.604188 10.0 9.604188 646 55 -13.045218 10.0 13.045218 646 56 -13.649144 10.0 13.649144 646 57 -13.383091 10.0 13.383091 646 58 -9.418383 10.0 9.418383 646 59 -6.287762 10.0 6.287762 646 60 -6.719012 10.0 6.719012 646 61 -8.458928 10.0 8.458928 646 62 -15.805001 10.0 15.805001 ik= 647 647 42 223.245056 10.0 0.00908380151941 647 43 174.445023 10.0 0.0108727243004 647 44 133.424683 10.0 0.0132365894262 647 45 98.973999 10.0 0.0163364789407 647 46 92.622742 10.0 0.0193511471573 647 47 84.046631 10.0 0.0208391736084 647 48 65.8909 10.0 0.0195701905997 647 49 52.107719 10.0 0.0141793819491 647 50 56.781849 10.0 0.0172421852478 647 51 54.26368 10.0 0.0216741969032 647 52 21.056057 10.0 0.0534600989881 647 53 -6.334326 10.0 6.334326 647 54 -8.823603 10.0 8.823603 647 55 -10.814898 10.0 10.814898 647 56 -10.667473 10.0 10.667473 647 57 -10.115807 10.0 10.115807 647 58 -7.842207 10.0 7.842207 647 59 -6.422228 10.0 6.422228 647 60 -8.647538 10.0 8.647538 647 61 -12.128635 10.0 12.128635 ik= 648 648 42 238.931396 10.0 0.00826836081376 648 43 189.944061 10.0 0.00985059639681 648 44 143.6763 10.0 0.0119377802745 648 45 105.114594 10.0 0.0146410728064 648 46 99.51297 10.0 0.0170301846829 648 47 92.064316 10.0 0.0175520040481 648 48 76.662285 10.0 0.0153225254566 648 49 63.820309 10.0 0.01320916308 648 50 61.747734 10.0 0.0164516822926 648 51 53.716358 10.0 0.0212828247635 648 52 20.258858 10.0 0.0570079356035 648 53 -7.00284 10.0 7.00284 648 54 -7.742972 10.0 7.742972 648 55 -8.173913 10.0 8.173913 648 56 -7.275481 10.0 7.275481 648 57 -6.497054 10.0 6.497054 648 58 -6.222478 10.0 6.222478 648 59 -6.801522 10.0 6.801522 648 60 -11.025865 10.0 11.025865 648 61 -16.316822 10.0 16.316822 ik= 649 649 42 250.535461 10.0 0.00755560442518 649 43 204.114883 10.0 0.00892315326646 649 44 152.381622 10.0 0.0106691588877 649 45 109.000916 10.0 0.0128884926518 649 46 101.345551 10.0 0.0147088851675 649 47 92.547272 10.0 0.0146869063768 649 48 78.819862 10.0 0.0122064799235 649 49 65.348541 10.0 0.0143957747198 649 50 52.859779 10.0 0.0179323950582 649 51 38.185032 10.0 0.0265751815102 649 52 14.182706 10.0 0.0713919896359 649 53 -5.287195 10.0 5.287195 649 54 -5.355732 10.0 5.355732 649 55 -5.141011 10.0 5.141011 649 56 -3.707293 10.0 3.707293 649 57 -2.917671 10.0 2.917671 649 58 -4.858704 10.0 4.858704 649 59 -7.7352 10.0 7.7352 649 60 -14.606503 10.0 14.606503 649 61 -21.906176 10.0 21.906176 ik= 650 650 42 261.483612 10.0 0.00697963122305 650 43 218.066711 10.0 0.00812824732786 650 44 160.836166 10.0 0.00950474423138 650 45 112.526398 10.0 0.0111915909441 650 46 102.372276 10.0 0.0124665720507 650 47 91.830894 10.0 0.012149531224 650 48 79.605484 10.0 0.010521579597 650 49 65.255226 10.0 0.0131333801676 650 50 41.771919 10.0 0.0168387558655 650 51 20.277512 10.0 0.0358227946331 650 52 7.269732 10.0 0.0707513870686 650 53 -3.193058 10.0 3.193058 650 54 -2.761844 10.0 2.761844 650 55 -2.04737 10.0 2.04737 650 56 -0.112985 10.0 0.112985 650 57 0.653521 10.0 0.00171415652199 650 58 -3.536397 10.0 3.536397 650 59 -8.756599 10.0 8.756599 650 60 -18.376549 10.0 18.376549 650 61 -27.715504 10.0 27.715504 ik= 651 651 42 272.018677 10.0 0.00649928743642 651 43 224.748581 10.0 0.0074311463303 651 44 169.13501 10.0 0.00843524419521 651 45 121.457741 10.0 0.00954551135532 651 46 107.725403 10.0 0.010314214117 651 47 94.198746 10.0 0.00997591970722 651 48 81.53154 10.0 0.0107008198447 651 49 65.79776 10.0 0.0110173999556 651 50 36.921974 10.0 0.0122610224932 651 51 12.246523 10.0 0.0210993197377 651 52 5.49387 10.0 0.0183522906651 651 53 -0.007869 10.0 0.0144291011617 651 54 -0.154973 10.0 0.154973 651 55 -0.059555 10.0 0.059555 651 56 1.079396 10.0 0.00344189631039 651 57 0.61086 10.0 0.0022094947837 651 58 -6.691632 10.0 6.691632 651 59 -14.587324 10.0 14.587324 651 60 -25.016243 10.0 25.016243 651 61 -34.4953 10.0 34.4953 ik= 652 652 42 282.482422 10.0 0.00606240664693 652 43 230.269562 10.0 0.00677276839285 652 44 177.404648 10.0 0.0074165652862 652 45 131.244919 10.0 0.00803398472983 652 46 113.764404 10.0 0.00861602147943 652 47 97.056328 10.0 0.0108081412309 652 48 83.638115 10.0 0.0125184852977 652 49 66.441246 10.0 0.0128662525154 652 50 33.067646 10.0 0.0136951911246 652 51 5.792085 10.0 0.0177719902118 652 52 4.536746 10.0 0.0132229820298 652 53 3.349316 10.0 0.00937853738273 652 54 2.452578 10.0 0.0063793244084 652 55 1.751164 10.0 0.00462706429155 652 56 1.888772 10.0 0.00515529302889 652 57 -0.007079 10.0 0.00707899999999 652 58 -10.557985 10.0 10.557985 652 59 -21.180561 10.0 21.180561 652 60 -32.109238 10.0 32.109238 652 61 -41.425976 10.0 41.425976 ik= 653 653 42 284.055359 10.0 0.00560874994705 653 43 226.89975 10.0 0.0061020058665 653 44 173.118652 10.0 0.00643917001693 653 45 126.731705 10.0 0.00809897422156 653 46 111.970901 10.0 0.0104905474777 653 47 95.981674 10.0 0.012867679804 653 48 74.68251 10.0 0.0148275649196 653 49 52.599781 10.0 0.014173320141 653 50 27.018559 10.0 0.0130028980311 653 51 5.994606 10.0 0.0226427465359 653 52 4.416462 10.0 0.00964215713893 653 53 3.029527 10.0 0.0084972511617 653 54 2.461078 10.0 0.00618353376915 653 55 2.0 10.0 0.00525441293774 653 56 2.0 10.0 0.0057350872104 653 57 -0.297116 10.0 0.297116 653 58 -12.372696 10.0 12.372696 653 59 -23.711754 10.0 23.711754 653 60 -31.905605 10.0 31.905605 653 61 -39.131191 10.0 39.131191 ik= 654 654 42 284.211792 10.0 0.00507979120497 654 43 222.116013 10.0 0.00611305507277 654 44 166.835648 10.0 0.0074456591012 654 45 119.94381 10.0 0.00930462352086 654 46 108.931168 10.0 0.0116369821125 654 47 94.281433 10.0 0.0131584235196 654 48 63.970196 10.0 0.0132251443309 654 49 36.459187 10.0 0.0141578347452 654 50 20.623203 10.0 0.0226405281449 654 51 7.257028 10.0 0.0234206517998 654 52 4.429494 10.0 0.00751663676118 654 53 2.124412 10.0 0.00727490876676 654 54 2.055718 10.0 0.00570754769399 654 55 2.0 10.0 0.00552126607146 654 56 2.0 10.0 0.00646500873264 654 57 -0.534785 10.0 0.534785 654 58 -13.859756 10.0 13.859756 654 59 -25.59479 10.0 25.59479 654 60 -30.540218 10.0 30.540218 654 61 -35.368622 10.0 35.368622 ik= 655 655 42 262.152679 10.0 0.00511259880644 655 43 196.239685 10.0 0.00652616413939 655 44 164.689896 10.0 0.0080654934541 655 45 136.107834 10.0 0.00968968749278 655 46 120.219261 10.0 0.0114651460893 655 47 101.666779 10.0 0.0121578316325 655 48 71.629074 10.0 0.0113342999803 655 49 44.635159 10.0 0.0116288406282 655 50 30.354343 10.0 0.0142617566141 655 51 17.887922 10.0 0.018252532013 655 52 13.16349 10.0 0.0195134572738 655 53 8.639502 10.0 0.0161165657899 655 54 4.973527 10.0 0.00766536506216 655 55 2.570251 10.0 0.00838858854364 655 56 5.594819 10.0 0.00979926312866 655 57 5.390053 10.0 0.0157019949731 655 58 -8.537941 10.0 8.537941 655 59 -20.635946 10.0 20.635946 655 60 -24.919218 10.0 24.919218 655 61 -28.467857 10.0 28.467857 ik= 656 656 42 236.56694 10.0 0.00520230887181 656 43 167.017593 10.0 0.00655610889423 656 44 163.204254 10.0 0.00800844346237 656 45 155.918945 10.0 0.00920716454093 656 46 133.783417 10.0 0.0105314211943 656 47 110.495308 10.0 0.0113854597403 656 48 82.209953 10.0 0.0113599808544 656 49 56.679794 10.0 0.0100101052096 656 50 42.648857 10.0 0.0099844652665 656 51 30.005333 10.0 0.0131269833501 656 52 23.281876 10.0 0.0121403246037 656 53 16.332983 10.0 0.0137722503612 656 54 8.419083 10.0 0.0159680059444 656 55 3.231026 10.0 0.0084350165534 656 56 9.760292 10.0 0.00860055443709 656 57 12.293277 10.0 0.00943210463897 656 58 -2.134474 10.0 2.134474 656 59 -14.589999 10.0 14.589999 656 60 -18.623392 10.0 18.623392 656 61 -21.070921 10.0 21.070921 ik= 657 657 42 301.681183 10.0 0.00524684755322 657 43 250.792313 10.0 0.00624014217333 657 44 220.171722 10.0 0.00743398362051 657 45 189.116592 10.0 0.00849237302207 657 46 156.202866 10.0 0.00949720151529 657 47 123.852333 10.0 0.0106039293379 657 48 93.863602 10.0 0.0111981824813 657 49 67.455933 10.0 0.00981916862643 657 50 56.047005 10.0 0.00769342931291 657 51 46.048668 10.0 0.0100660205542 657 52 42.069313 10.0 0.00883064650821 657 53 37.887634 10.0 0.00894426491267 657 54 32.839912 10.0 0.00792015217614 657 55 28.967777 10.0 0.00876010556582 657 56 30.145996 10.0 0.00779315758646 657 57 29.284178 10.0 0.00922494454832 657 58 19.747391 10.0 0.0122078664162 657 59 11.506826 10.0 0.0184612444716 657 60 8.801622 10.0 0.0168475477962 657 61 6.085262 10.0 0.0172921474115 2 reading 125.276199 24.879471 LO:Karimata - Japan -1 5 43168 660 86 dilat= 10 0.004168 22.132763 22.128595 ik= 650 650 76 9.227202 10.0 0.0068179707111 650 77 8.800449 10.0 0.00686269573784 650 78 8.834844 10.0 0.00620500346378 650 79 8.964326 10.0 0.00544595319321 650 80 9.498534 10.0 0.00525989034378 650 81 9.93132 10.0 0.00545571033032 650 82 9.93132 10.0 0.00514318081683 650 83 9.817154 10.0 0.00467379808698 650 84 9.214282 10.0 0.0051367160608 650 85 6.957285 10.0 0.007517006729 650 86 -2.420213 10.0 2.420213 650 87 -9.970218 10.0 9.970218 650 88 -9.813655 10.0 9.813655 650 89 -9.856946 10.0 9.856946 650 90 -10.753708 10.0 10.753708 650 91 -12.671584 10.0 12.671584 650 92 -18.964008 10.0 18.964008 650 93 -23.299171 10.0 23.299171 650 94 -19.261675 10.0 19.261675 650 95 -14.549585 10.0 14.549585 ik= 651 651 76 8.460918 10.0 0.00652872465016 651 77 7.664958 10.0 0.00671867837132 651 78 7.448903 10.0 0.00642130248969 651 79 7.533643 10.0 0.00553693992751 651 80 8.896164 10.0 0.00513746576702 651 81 10.0 10.0 0.00541584786817 651 82 10.0 10.0 0.00544989171679 651 83 9.905338 10.0 0.00511945010161 651 84 9.40546 10.0 0.00432624970476 651 85 7.81708 10.0 0.00584804147923 651 86 1.542842 10.0 0.010073518507 651 87 -3.597602 10.0 3.597602 651 88 -3.960367 10.0 3.960367 651 89 -4.689505 10.0 4.689505 651 90 -6.983225 10.0 6.983225 651 91 -10.113487 10.0 10.113487 651 92 -16.82756 10.0 16.82756 651 93 -20.951645 10.0 20.951645 651 94 -14.011918 10.0 14.011918 651 95 -6.707012 10.0 6.707012 ik= 652 652 76 7.366586 10.0 0.00724182071375 652 77 6.118097 10.0 0.00754120130415 652 78 5.651705 10.0 0.00688586693721 652 79 5.724385 10.0 0.00587555384746 652 80 8.086418 10.0 0.00502396816353 652 81 10.0 10.0 0.00539354113492 652 82 10.0 10.0 0.00559738483841 652 83 9.905338 10.0 0.0055939317427 652 84 9.40546 10.0 0.00486836015372 652 85 8.525039 10.0 0.0033783754767 652 86 6.005835 10.0 0.00452139850361 652 87 3.710436 10.0 0.00535804288279 652 88 2.348158 10.0 0.00987364272606 652 89 0.524688 10.0 0.0174166388698 652 90 -3.268301 10.0 3.268301 652 91 -7.661386 10.0 7.661386 652 92 -14.625338 10.0 14.625338 652 93 -18.523514 10.0 18.523514 652 94 -9.334885 10.0 9.334885 652 95 -0.018589 10.0 0.032874670141 ik= 653 653 76 10.772409 10.0 0.0100082808136 653 77 7.899543 10.0 0.00731126795871 653 78 6.534557 10.0 0.0081615842548 653 79 5.825064 10.0 0.00716696405202 653 80 7.893147 10.0 0.00621622511149 653 81 9.609531 10.0 0.00550901446272 653 82 9.825185 10.0 0.00544018004738 653 83 9.946177 10.0 0.00557481516879 653 84 9.661951 10.0 0.00540008300104 653 85 9.013008 10.0 0.00402979837093 653 86 6.793787 10.0 0.00354329199195 653 87 4.714733 10.0 0.00515272574345 653 88 3.215099 10.0 0.00815504125617 653 89 0.750235 10.0 0.014322208637 653 90 -5.836627 10.0 5.836627 653 91 -11.889173 10.0 11.889173 653 92 -15.652666 10.0 15.652666 653 93 -16.690088 10.0 16.690088 653 94 -6.114141 10.0 6.114141 653 95 3.982887 10.0 0.0373900259663 ik= 654 654 66 -24.327019 10.0 24.327019 654 67 -13.273789 10.0 13.273789 654 68 0.138897 10.0 0.0152039092942 654 69 11.173599 10.0 0.0143562585105 654 70 12.013247 10.0 0.0151424548005 654 71 14.273839 10.0 0.0139359977878 654 72 22.565683 10.0 0.0112564991687 654 73 28.505842 10.0 0.0104021070654 654 74 24.419102 10.0 0.00988574161163 654 75 20.116882 10.0 0.00973276383222 654 76 14.893001 10.0 0.0096890417942 654 77 10.210022 10.0 0.0085419089015 654 78 7.843694 10.0 0.00802920053128 654 79 6.229815 10.0 0.00765711299291 654 80 7.798143 10.0 0.00621590454003 654 81 9.157095 10.0 0.00628090756322 654 82 9.622626 10.0 0.00613184242147 654 83 9.993496 10.0 0.00618293336685 654 84 9.959149 10.0 0.00584105633622 654 85 9.46569 10.0 0.00448466931174 ik= 655 655 60 -24.919218 10.0 24.919218 655 61 -28.467857 10.0 28.467857 655 62 -28.869492 10.0 28.869492 655 63 -28.281773 10.0 28.281773 655 64 -23.488752 10.0 23.488752 655 65 -17.503197 10.0 17.503197 655 66 -6.437295 10.0 6.437295 655 67 3.712249 10.0 0.0173330345374 655 68 9.94559 10.0 0.012865560731 655 69 14.823893 10.0 0.014667739779 655 70 13.892723 10.0 0.0134982544609 655 71 14.180763 10.0 0.01515654405 655 72 19.659649 10.0 0.0119198602621 655 73 24.144258 10.0 0.00972648666342 655 74 24.389561 10.0 0.00917473365646 655 75 23.505566 10.0 0.00897303164882 655 76 17.791264 10.0 0.0085266826465 655 77 13.092167 10.0 0.00912225696745 655 78 12.748606 10.0 0.00907969318235 655 79 12.428019 10.0 0.00845155515565 ik= 656 656 61 -21.070921 10.0 21.070921 656 62 -16.724876 10.0 16.724876 656 63 -11.999919 10.0 11.999919 656 64 -5.707633 10.0 5.707633 656 65 1.397156 10.0 0.015228518477 656 66 11.963302 10.0 0.0174871064173 656 67 20.002094 10.0 0.0151905739729 656 68 17.23983 10.0 0.0143316335545 656 69 14.729376 10.0 0.0125789908923 656 70 13.29845 10.0 0.0129003253964 656 71 12.514692 10.0 0.0131152190052 656 72 14.495288 10.0 0.0126845693016 656 73 17.190592 10.0 0.010668992001 656 74 22.933208 10.0 0.00847294698268 656 75 26.457483 10.0 0.00772786006095 656 76 20.493303 10.0 0.00791290758083 656 77 16.063833 10.0 0.00608656687795 656 78 18.223629 10.0 0.00633192358701 656 79 19.545679 10.0 0.0061683294033 656 80 17.321125 10.0 0.00486533815001 ik= 657 657 56 30.145996 10.0 0.00779315758646 657 57 29.284178 10.0 0.00922494454832 657 58 19.747391 10.0 0.0122078664162 657 59 11.506826 10.0 0.0184612444716 657 60 8.801622 10.0 0.0168475477962 657 61 6.085262 10.0 0.0172921474115 657 62 3.321074 10.0 0.0210320577209 657 63 2.276161 10.0 0.0134216990263 657 64 8.558936 10.0 0.0156395285733 657 65 14.618087 10.0 0.0151862839848 657 66 19.724575 10.0 0.0120072172872 657 67 23.30891 10.0 0.0114634449786 657 68 20.388077 10.0 0.0115484791051 657 69 17.654484 10.0 0.013538749648 657 70 15.723576 10.0 0.0132945676962 657 71 15.222912 10.0 0.0103945756315 657 72 20.819668 10.0 0.0101883392969 657 73 26.137083 10.0 0.00956857670956 657 74 30.263479 10.0 0.00855469183438 657 75 33.411102 10.0 0.00808748700019 ik= 658 658 49 78.029099 10.0 0.00950178631921 658 50 69.620087 10.0 0.00844517007662 658 51 62.716583 10.0 0.00880121959157 658 52 62.237118 10.0 0.00730934199529 658 53 61.650013 10.0 0.00657847647346 658 54 60.602177 10.0 0.00682464061381 658 55 58.699463 10.0 0.00802078202707 658 56 53.115524 10.0 0.00648781815116 658 57 47.881695 10.0 0.00652302485925 658 58 44.09473 10.0 0.00761010760016 658 59 40.797623 10.0 0.00984557778989 658 60 39.592381 10.0 0.00961039335697 658 61 36.388855 10.0 0.0100016618183 658 62 24.624941 10.0 0.0103853679056 658 63 16.231503 10.0 0.0105588743881 658 64 22.264286 10.0 0.0102575644256 658 65 26.932819 10.0 0.0104364730242 658 66 25.789499 10.0 0.0106717854449 658 67 24.546143 10.0 0.0114584465618 658 68 22.875271 10.0 0.011685457744 ik= 659 659 49 93.712646 10.0 0.00855097697512 659 50 85.7146 10.0 0.00808639590807 659 51 79.480713 10.0 0.00806801832923 659 52 80.774498 10.0 0.00777216203951 659 53 81.442764 10.0 0.00744949609166 659 54 79.433472 10.0 0.00708868196031 659 55 76.739174 10.0 0.00732685639319 659 56 71.092957 10.0 0.00685111183181 659 57 66.081688 10.0 0.00612795887743 659 58 63.729309 10.0 0.006370035551 659 59 61.919975 10.0 0.00652485325743 659 60 62.429634 10.0 0.00617063075034 659 61 58.791561 10.0 0.00829145180492 659 62 37.385155 10.0 0.00832671439228 659 63 21.450565 10.0 0.00804977512717 659 64 28.958511 10.0 0.00928949485114 659 65 34.945953 10.0 0.010190229631 659 66 34.455849 10.0 0.0099501276838 659 67 33.815212 10.0 0.0095097159247 659 68 32.531208 10.0 0.0098913740965 ik= 660 660 49 110.21624 10.0 0.00718038051964 660 50 102.218185 10.0 0.00698841348955 660 51 96.269089 10.0 0.0071107614897 660 52 99.062828 10.0 0.00737776336447 660 53 100.615616 10.0 0.00747836890362 660 54 96.856369 10.0 0.00730714170759 660 55 92.931526 10.0 0.00710882922471 660 56 88.287125 10.0 0.00664065206714 660 57 84.228271 10.0 0.00572881124951 660 58 82.62587 10.0 0.00618897722177 660 59 81.756256 10.0 0.00647893602543 660 60 84.015869 10.0 0.00631850813461 660 61 79.951378 10.0 0.00791430304405 660 62 48.795227 10.0 0.00873402121405 660 63 25.284863 10.0 0.00838743610561 660 64 34.542763 10.0 0.00817728318488 660 65 42.280155 10.0 0.00908774162851 660 66 43.540012 10.0 0.0100812515269 660 67 44.364895 10.0 0.0104946318937 660 68 43.330891 10.0 0.00974347258224 ik= 661 661 49 140.700577 10.0 0.00601997664663 661 50 131.408783 10.0 0.00593473797979 661 51 124.164024 10.0 0.00616845570717 661 52 125.653931 10.0 0.00658706718996 661 53 125.696045 10.0 0.00687701906769 661 54 119.540787 10.0 0.0069614132935 661 55 113.331833 10.0 0.00682939269846 661 56 106.880524 10.0 0.00635682544076 661 57 100.970535 10.0 0.00551092537206 661 58 97.314667 10.0 0.00573129634256 661 59 94.540314 10.0 0.00584651895454 661 60 95.530334 10.0 0.00575225681008 661 61 91.489555 10.0 0.00643166956435 661 62 65.897446 10.0 0.00755060034301 661 63 46.28896 10.0 0.00789920861673 661 64 52.336662 10.0 0.00787373251047 661 65 57.232788 10.0 0.00897559723048 661 66 57.223053 10.0 0.00975511661913 661 67 57.148254 10.0 0.0103851146197 661 68 56.795368 10.0 0.0104547247986 ik= 662 662 49 173.422119 10.0 0.00511601384813 662 50 162.630371 10.0 0.00515555936055 662 51 153.838196 10.0 0.00541856546722 662 52 153.57814 10.0 0.00579742118785 662 53 151.728287 10.0 0.00611951506653 662 54 143.073105 10.0 0.00631927637949 662 55 134.411438 10.0 0.00629985094545 662 56 125.706085 10.0 0.00594648561537 662 57 117.498611 10.0 0.00536614629236 662 58 111.342819 10.0 0.00533945192813 662 59 106.210831 10.0 0.00538053987838 662 60 105.450912 10.0 0.00502986012142 662 61 101.505363 10.0 0.00537761041555 662 62 83.91301 10.0 0.00605958372599 662 63 70.031822 10.0 0.0068076337134 662 64 72.079651 10.0 0.00767102955748 662 65 73.403625 10.0 0.00859508220512 662 66 71.643951 10.0 0.00953783122282 662 67 70.293236 10.0 0.0105164046999 662 68 70.690338 10.0 0.010918665214 ik= 663 663 49 215.700958 10.0 0.00430744772677 663 50 199.313232 10.0 0.00440286931362 663 51 186.064819 10.0 0.00464017020228 663 52 186.211807 10.0 0.00495654973788 663 53 183.973694 10.0 0.00526442766009 663 54 171.526031 10.0 0.00549611506721 663 55 159.404175 10.0 0.00554511537028 663 56 148.661804 10.0 0.00531702477706 663 57 138.947754 10.0 0.00508129222183 663 58 133.527405 10.0 0.00503336497178 663 59 128.577637 10.0 0.00495492210305 663 60 125.637329 10.0 0.00517781735244 663 61 120.417191 10.0 0.0056819567554 663 62 105.430527 10.0 0.00623589587534 663 63 92.202515 10.0 0.00691453258594 663 64 86.586823 10.0 0.00751364780284 663 65 81.576614 10.0 0.00831468293758 663 66 79.145874 10.0 0.00917734354737 663 67 77.189064 10.0 0.00977802494351 663 68 77.257713 10.0 0.0103190448918 ik= 664 664 49 259.520935 10.0 0.00380041711258 664 50 236.883392 10.0 0.00398200369627 664 51 218.714172 10.0 0.00414200732819 664 52 219.611115 10.0 0.00425352171878 664 53 217.22348 10.0 0.00436972869781 664 54 200.77594 10.0 0.0045780227854 664 55 185.031967 10.0 0.00465139021959 664 56 172.286011 10.0 0.00452541056221 664 57 161.190216 10.0 0.0045617678839 664 58 157.019852 10.0 0.00456747106635 664 59 152.65596 10.0 0.00470488768044 664 60 147.465714 10.0 0.00521176428882 664 61 140.75264 10.0 0.00578602401712 664 62 127.515938 10.0 0.006455691184 664 63 114.135147 10.0 0.00727043282893 664 64 100.269699 10.0 0.00832992231299 664 65 88.483055 10.0 0.00935762843203 664 66 85.55233 10.0 0.0099870435893 664 67 83.095543 10.0 0.0100846163434 664 68 82.6642 10.0 0.0100444673864 ik= 665 665 49 294.754761 10.0 0.00374543353206 665 50 272.985352 10.0 0.00391961490383 665 51 254.965881 10.0 0.00407493865175 665 52 252.947113 10.0 0.00416465479681 665 53 248.704529 10.0 0.00415338019862 665 54 234.94281 10.0 0.00404443667883 665 55 221.81427 10.0 0.0039152062261 665 56 211.385681 10.0 0.00389924531062 665 57 201.211273 10.0 0.0039572263645 665 58 192.037643 10.0 0.00417651755237 665 59 182.824921 10.0 0.00451914797804 665 60 173.445282 10.0 0.00499623542356 665 61 161.748901 10.0 0.00564801673249 665 62 140.127747 10.0 0.00650046840271 665 63 119.894043 10.0 0.00762865259099 665 64 105.760132 10.0 0.00901613267162 665 65 93.497101 10.0 0.0102562174109 665 66 89.204178 10.0 0.0106896010886 665 67 85.548737 10.0 0.0103294604032 665 68 84.617638 10.0 0.00973092185705 ik= 666 666 49 328.642578 10.0 0.00359473215712 666 50 308.873138 10.0 0.00373014098871 666 51 291.809418 10.0 0.00385489390477 666 52 286.290741 10.0 0.00392232978903 666 53 279.921173 10.0 0.00390045924777 666 54 269.909332 10.0 0.00378931331481 666 55 260.389038 10.0 0.00363115866843 666 56 252.965851 10.0 0.00350286337193 666 57 244.07933 10.0 0.00375020133044 666 58 228.905899 10.0 0.00428859707195 666 59 213.977966 10.0 0.00479770166735 666 60 200.09845 10.0 0.00531157461921 666 61 182.861313 10.0 0.0058788330783 666 62 151.240463 10.0 0.00641542540121 666 63 123.085266 10.0 0.00749576024336 666 64 109.951332 10.0 0.00893130495709 666 65 98.213005 10.0 0.010114065313 666 66 92.420135 10.0 0.0104304093438 666 67 87.454353 10.0 0.00983301065308 666 68 86.02327 10.0 0.00886961024277 ik= 667 667 49 355.264832 10.0 0.00337388521589 667 50 337.925598 10.0 0.00345402289688 667 51 322.61673 10.0 0.00354057338676 667 52 315.971375 10.0 0.00358955750725 667 53 308.990021 10.0 0.00357285107584 667 54 300.570374 10.0 0.00348784096056 667 55 291.930481 10.0 0.00335241979944 667 56 282.327423 10.0 0.00369746439428 667 57 271.399414 10.0 0.00424604630535 667 58 254.7565 10.0 0.00478961270324 667 59 238.602692 10.0 0.00530672715256 667 60 224.537369 10.0 0.00586781166452 667 61 208.277466 10.0 0.00651149974119 667 62 182.615936 10.0 0.00711137899799 667 63 156.773529 10.0 0.00782159482378 667 64 130.409439 10.0 0.00882065715445 667 65 107.097305 10.0 0.00964849780401 667 66 96.786758 10.0 0.00977404762692 667 67 87.492821 10.0 0.0092700526792 667 68 82.543579 10.0 0.00836465244272 ik= 668 668 49 380.746002 10.0 0.00311057145726 668 50 365.906708 10.0 0.00313160323458 668 51 352.480743 10.0 0.00317973246246 668 52 345.085419 10.0 0.00321566473617 668 53 337.732819 10.0 0.00321372217772 668 54 330.56311 10.0 0.00316624177905 668 55 322.370453 10.0 0.00346385439444 668 56 309.761993 10.0 0.0040232304347 668 57 296.262054 10.0 0.00457014811346 668 58 278.869202 10.0 0.00509472467571 668 59 262.202576 10.0 0.00560502444781 668 60 248.637238 10.0 0.00618469854664 668 61 234.391312 10.0 0.00686011972141 668 62 217.229538 10.0 0.00751891135613 668 63 195.328201 10.0 0.00825632987798 668 64 153.464615 10.0 0.00913590773453 668 65 116.649025 10.0 0.00980576028151 668 66 101.338631 10.0 0.00984953030747 668 67 87.234467 10.0 0.00926633006519 668 68 78.285339 10.0 0.00800545216617 ik= 669 669 49 400.321503 10.0 0.00281813473819 669 50 386.471832 10.0 0.00279000447347 669 51 373.991791 10.0 0.0028057173407 669 52 367.355988 10.0 0.00296369977522 669 53 359.998291 10.0 0.0030575581302 669 54 349.550537 10.0 0.00308399230771 669 55 338.254761 10.0 0.00356774765638 669 56 323.290253 10.0 0.00414316275134 669 57 307.374207 10.0 0.00469056418274 669 58 287.291382 10.0 0.00520730934679 669 59 265.676514 10.0 0.00571645224036 669 60 237.519379 10.0 0.00629035234763 669 61 212.847137 10.0 0.00694556366095 669 62 203.103241 10.0 0.00757118815571 669 63 188.293701 10.0 0.00825066640249 669 64 152.065796 10.0 0.00901411723929 669 65 119.684151 10.0 0.00947648173044 669 66 103.688057 10.0 0.00937871508562 669 67 88.678909 10.0 0.00885364597841 669 68 77.88768 10.0 0.00818941741414 3 reading 125.279297 24.732580 LO:Sugama - Japan -1 5 43169 625 86 dilat= 10 0.004168 22.132763 22.128595 ik= 615 615 76 16.349472 10.0 0.0388660369814 615 77 12.173969 10.0 0.0468383557723 615 78 12.369682 10.0 0.0528320939703 615 79 12.067076 10.0 0.0564208401092 615 80 9.646358 10.0 0.0608118683725 615 81 8.066788 10.0 0.0547891621113 615 82 10.076465 10.0 0.058588229717 615 83 12.757897 10.0 0.0574019835904 615 84 18.314896 10.0 0.0555173443954 615 85 23.223909 10.0 0.0555975123591 615 86 25.354164 10.0 0.057059083371 615 87 27.45446 10.0 0.0585456986916 615 88 29.443806 10.0 0.0593760656462 615 89 31.877522 10.0 0.058787905583 615 90 36.208916 10.0 0.057388773062 615 91 41.419563 10.0 0.0566016298293 615 92 50.397038 10.0 0.0553171820886 615 93 59.718384 10.0 0.0529014042338 615 94 70.413826 10.0 0.0493314428612 615 95 81.423759 10.0 0.0453494216119 ik= 616 616 78 7.501602 10.0 0.031647300892 616 79 4.806724 10.0 0.0270871679177 616 80 3.635396 10.0 0.0281301040761 616 81 3.400098 10.0 0.0318020319742 616 82 7.15892 10.0 0.0369582790732 616 83 10.832389 10.0 0.0507026708297 616 84 14.140486 10.0 0.0502712001746 616 85 16.706205 10.0 0.0531614556823 616 86 16.082767 10.0 0.0574820448108 616 87 15.624538 10.0 0.0619358019467 616 88 15.864738 10.0 0.0666184438293 616 89 16.075201 10.0 0.070222545155 616 90 16.158667 10.0 0.0723416065494 616 91 17.263258 10.0 0.071580624971 616 92 22.742439 10.0 0.0659364181214 616 93 31.035553 10.0 0.0599976827023 616 94 51.22636 10.0 0.0532605162244 616 95 69.78405 10.0 0.0477883277963 616 96 81.384193 10.0 0.0434984136244 616 97 92.221489 10.0 0.0405405525446 ik= 617 617 80 4.093602 10.0 0.0233594278004 617 81 4.957501 10.0 0.0301422380563 617 82 9.172203 10.0 0.0283686425267 617 83 13.360952 10.0 0.0442831886781 617 84 17.43861 10.0 0.0424349035614 617 85 20.760927 10.0 0.0446354331533 617 86 20.839706 10.0 0.0480363503706 617 87 20.370028 10.0 0.0514969221378 617 88 17.566214 10.0 0.0572194593023 617 89 14.831242 10.0 0.0647893469306 617 90 12.390263 10.0 0.0743509958993 617 91 11.030706 10.0 0.0837688886724 617 92 14.304062 10.0 0.0756735073797 617 93 20.19301 10.0 0.0640199643494 617 94 37.158524 10.0 0.0553672333018 617 95 52.838486 10.0 0.0493709083353 617 96 63.041611 10.0 0.0453645866709 617 97 72.774658 10.0 0.0426476979041 617 98 80.498611 10.0 0.0407728535663 617 99 89.829315 10.0 0.0392503040136 ik= 618 618 81 7.504333 10.0 0.0283947599181 618 82 11.968912 10.0 0.0353658369878 618 83 16.596817 10.0 0.040940658414 618 84 21.923862 10.0 0.0403542567699 618 85 26.495569 10.0 0.0411511795522 618 86 27.826027 10.0 0.0431643452404 618 87 27.750147 10.0 0.0453863162726 618 88 21.69792 10.0 0.0498383476853 618 89 15.904179 10.0 0.0556463266112 618 90 11.214297 10.0 0.0591444476454 618 91 7.653129 10.0 0.051548571488 618 92 8.927461 10.0 0.0641431652725 618 93 12.194606 10.0 0.0725393526811 618 94 23.912682 10.0 0.0531867703468 618 95 35.057747 10.0 0.0525227519048 618 96 43.761604 10.0 0.0495187088096 618 97 52.658703 10.0 0.0459153621979 618 98 62.381687 10.0 0.0438702777598 618 99 71.301247 10.0 0.0421891962312 618 100 76.776108 10.0 0.0410961189195 ik= 619 619 81 3.086267 10.0 0.037921514265 619 82 9.741873 10.0 0.0395324036083 619 83 15.892496 10.0 0.0391634366793 619 84 19.881462 10.0 0.0398207465296 619 85 23.563183 10.0 0.0401559847679 619 86 25.929825 10.0 0.0410393605052 619 87 27.098923 10.0 0.0423217196625 619 88 23.188553 10.0 0.0455410350815 619 89 18.948914 10.0 0.0485353678227 619 90 13.303123 10.0 0.046899874359 619 91 8.261944 10.0 0.0336722445461 619 92 5.810974 10.0 0.0423232308397 619 93 4.808804 10.0 0.0736003478557 619 94 9.983019 10.0 0.0977802542365 619 95 15.379083 10.0 0.0910067947212 619 96 21.720304 10.0 0.0759078551594 619 97 28.182301 10.0 0.0539102433539 619 98 35.160473 10.0 0.0474676843206 619 99 41.45285 10.0 0.0451198539133 619 100 44.804859 10.0 0.044714166138 ik= 620 620 85 19.253071 10.0 0.0392955408122 620 86 22.621056 10.0 0.0401830136576 620 87 25.169928 10.0 0.0414505900381 620 88 24.258093 10.0 0.0440109159228 620 89 22.305826 10.0 0.0460007632825 620 90 15.910401 10.0 0.043587341228 620 91 9.504835 10.0 0.0297203047536 620 92 3.055818 10.0 0.0271038349128 620 93 -2.47559 10.0 2.47559 620 94 -4.04808 10.0 4.04808 620 95 -4.591179 10.0 4.591179 620 96 -0.748738 10.0 0.748738 620 97 3.024958 10.0 0.0963800488091 620 98 6.50484 10.0 0.0872988991441 620 99 9.818764 10.0 0.0868746781396 620 100 12.421143 10.0 0.08031625334 620 101 17.228348 10.0 0.0615784370481 620 102 31.381512 10.0 0.0472787067722 620 103 44.282604 10.0 0.0455260602085 620 104 51.845238 10.0 0.0450293072727 ik= 621 621 85 15.933483 10.0 0.0376640761941 621 86 16.41423 10.0 0.0408844350942 621 87 16.420555 10.0 0.0452539853374 621 88 14.411038 10.0 0.0531785230682 621 89 11.79533 10.0 0.0653800310742 621 90 6.590894 10.0 0.0590875618328 621 91 1.291856 10.0 0.0450869744524 621 92 -4.412458 10.0 4.412458 621 93 -9.516392 10.0 9.516392 621 94 -12.015781 10.0 12.015781 621 95 -13.579826 10.0 13.579826 621 96 -11.158994 10.0 11.158994 621 97 -8.832946 10.0 8.832946 621 98 -6.911992 10.0 6.911992 621 99 -5.004004 10.0 5.004004 621 100 -3.151602 10.0 3.151602 621 101 0.208795 10.0 0.0753788660836 621 102 9.960674 10.0 0.0936571803376 621 103 18.766687 10.0 0.0869584264846 621 104 23.539799 10.0 0.0834533209784 ik= 622 622 85 12.773333 10.0 0.0370539235348 622 86 9.74938 10.0 0.0418224938805 622 87 6.590145 10.0 0.0536705819346 622 88 2.831482 10.0 0.0475355912189 622 89 -0.917031 10.0 0.917031 622 90 -4.6222 10.0 4.6222 622 91 -8.42197 10.0 8.42197 622 92 -12.627016 10.0 12.627016 622 93 -16.514683 10.0 16.514683 622 94 -19.014072 10.0 19.014072 622 95 -20.81563 10.0 20.81563 622 96 -19.644186 10.0 19.644186 622 97 -18.56753 10.0 18.56753 622 98 -17.895964 10.0 17.895964 622 99 -17.142849 10.0 17.142849 622 100 -16.040081 10.0 16.040081 622 101 -14.334975 10.0 14.334975 622 102 -10.08041 10.0 10.08041 622 103 -6.107107 10.0 6.107107 622 104 -3.333019 10.0 3.333019 ik= 623 623 85 5.436428 10.0 0.0309099460776 623 86 1.930874 10.0 0.0304344267748 623 87 -1.417223 10.0 1.417223 623 88 -4.122316 10.0 4.122316 623 89 -6.568894 10.0 6.568894 623 90 -7.911488 10.0 7.911488 623 91 -9.83843 10.0 9.83843 623 92 -14.268764 10.0 14.268764 623 93 -18.996822 10.0 18.996822 623 94 -24.946693 10.0 24.946693 623 95 -30.313362 10.0 30.313362 623 96 -33.195396 10.0 33.195396 623 97 -35.558853 10.0 35.558853 623 98 -35.705936 10.0 35.705936 623 99 -35.636127 10.0 35.636127 623 100 -34.636372 10.0 34.636372 623 101 -33.651634 10.0 33.651634 623 102 -32.740353 10.0 32.740353 623 103 -30.994747 10.0 30.994747 623 104 -25.691841 10.0 25.691841 ik= 624 624 85 -2.561619 10.0 2.561619 624 86 -6.067173 10.0 6.067173 624 87 -9.130074 10.0 9.130074 624 88 -10.335897 10.0 10.335897 624 89 -11.093565 10.0 11.093565 624 90 -9.93738 10.0 9.93738 624 91 -9.933007 10.0 9.933007 624 92 -14.863097 10.0 14.863097 624 93 -20.758566 10.0 20.758566 624 94 -30.706486 10.0 30.706486 624 95 -40.166206 10.0 40.166206 624 96 -47.546043 10.0 47.546043 624 97 -53.696598 10.0 53.696598 624 98 -54.593319 10.0 54.593319 624 99 -55.131371 10.0 55.131371 624 100 -54.131611 10.0 54.131611 624 101 -53.718002 10.0 53.718002 624 102 -55.805252 10.0 55.805252 624 103 -55.871387 10.0 55.871387 624 104 -47.320068 10.0 47.320068 ik= 625 625 85 -5.964202 10.0 5.964202 625 86 -7.957459 10.0 7.957459 625 87 -9.676735 10.0 9.676735 625 88 -10.245195 10.0 10.245195 625 89 -10.503098 10.0 10.503098 625 90 -9.434757 10.0 9.434757 625 91 -9.514606 10.0 9.514606 625 92 -14.513386 10.0 14.513386 625 93 -20.733715 10.0 20.733715 625 94 -32.093742 10.0 32.093742 625 95 -42.568676 10.0 42.568676 625 96 -49.272839 10.0 49.272839 625 97 -54.690918 10.0 54.690918 625 98 -54.612438 10.0 54.612438 625 99 -54.767563 10.0 54.767563 625 100 -55.924278 10.0 55.924278 625 101 -57.092407 10.0 57.092407 625 102 -58.297916 10.0 58.297916 625 103 -58.138557 10.0 58.138557 625 104 -52.159821 10.0 52.159821 ik= 626 626 85 -8.633089 10.0 8.633089 626 86 -8.873997 10.0 8.873997 626 87 -9.081791 10.0 9.081791 626 88 -9.150496 10.0 9.150496 626 89 -9.098285 10.0 9.098285 626 90 -8.529701 10.0 8.529701 626 91 -9.014729 10.0 9.014729 626 92 -14.013508 10.0 14.013508 626 93 -20.424335 10.0 20.424335 626 94 -32.783875 10.0 32.783875 626 95 -43.783298 10.0 43.783298 626 96 -48.988194 10.0 48.988194 626 97 -52.954384 10.0 52.954384 626 98 -51.626511 10.0 51.626511 626 99 -51.241123 10.0 51.241123 626 100 -54.896622 10.0 54.896622 626 101 -57.806602 10.0 57.806602 626 102 -57.512844 10.0 57.512844 626 103 -56.80365 10.0 56.80365 626 104 -54.323208 10.0 54.323208 ik= 627 627 85 -8.218691 10.0 8.218691 627 86 -8.650761 10.0 8.650761 627 87 -9.041019 10.0 9.041019 627 88 -9.25666 10.0 9.25666 627 89 -9.582027 10.0 9.582027 627 90 -10.37599 10.0 10.37599 627 91 -12.210558 10.0 12.210558 627 92 -18.503176 10.0 18.503176 627 93 -25.661015 10.0 25.661015 627 94 -36.432846 10.0 36.432846 627 95 -45.61528 10.0 45.61528 627 96 -48.026382 10.0 48.026382 627 97 -49.98217 10.0 49.98217 627 98 -49.99202 10.0 49.99202 627 99 -50.7971 10.0 50.7971 627 100 -55.011765 10.0 55.011765 627 101 -57.884377 10.0 57.884377 627 102 -55.012459 10.0 55.012459 627 103 -53.166595 10.0 53.166595 627 104 -55.695518 10.0 55.695518 ik= 628 628 85 -7.312915 10.0 7.312915 628 86 -8.245885 10.0 8.245885 628 87 -9.088574 10.0 9.088574 628 88 -9.554207 10.0 9.554207 628 89 -10.366731 10.0 10.366731 628 90 -12.660645 10.0 12.660645 628 91 -15.995168 10.0 15.995168 628 92 -23.787741 10.0 23.787741 628 93 -31.781235 10.0 31.781235 628 94 -40.553123 10.0 40.553123 628 95 -47.545525 10.0 47.545525 628 96 -46.956718 10.0 46.956718 628 97 -46.813236 10.0 46.813236 628 98 -48.573029 10.0 48.573029 628 99 -50.844379 10.0 50.844379 628 100 -55.309036 10.0 55.309036 628 101 -57.86071 10.0 57.86071 628 102 -52.238876 10.0 52.238876 628 103 -49.162891 10.0 49.162891 628 104 -56.941658 10.0 56.941658 ik= 629 629 85 -4.787613 10.0 4.787613 629 86 -4.493037 10.0 4.493037 629 87 -4.842243 10.0 4.842243 629 88 -7.929708 10.0 7.929708 629 89 -11.355639 10.0 11.355639 629 90 -16.226982 10.0 16.226982 629 91 -21.771664 10.0 21.771664 629 92 -30.200974 10.0 30.200974 629 93 -38.371117 10.0 38.371117 629 94 -45.359619 10.0 45.359619 629 95 -50.952507 10.0 50.952507 629 96 -50.599648 10.0 50.599648 629 97 -50.406624 10.0 50.406624 629 98 -50.896709 10.0 50.896709 629 99 -51.492462 10.0 51.492462 629 100 -52.541245 10.0 52.541245 629 101 -53.112156 10.0 53.112156 629 102 -51.641899 10.0 51.641899 629 103 -52.188293 10.0 52.188293 629 104 -61.333115 10.0 61.333115 ik= 630 630 85 -2.003766 10.0 2.003766 630 86 -0.206488 10.0 0.206488 630 87 0.088276 10.0 0.0 630 88 -5.999097 10.0 5.999097 630 89 -12.377503 10.0 12.377503 630 90 -19.998764 10.0 19.998764 630 91 -27.867567 10.0 27.867567 630 92 -36.796864 10.0 36.796864 630 93 -45.039089 10.0 45.039089 630 94 -50.277645 10.0 50.277645 630 95 -54.595829 10.0 54.595829 630 96 -54.992947 10.0 54.992947 630 97 -55.075878 10.0 55.075878 630 98 -53.816021 10.0 53.816021 630 99 -52.236305 10.0 52.236305 630 100 -49.285213 10.0 49.285213 630 101 -47.610699 10.0 47.610699 630 102 -51.390278 10.0 51.390278 630 103 -56.331627 10.0 56.331627 630 104 -66.226425 10.0 66.226425 ik= 631 631 85 -0.182004 10.0 0.182004 631 86 0.309033 10.0 0.00239997602425 631 87 -0.776322 10.0 0.776322 631 88 -8.568483 10.0 8.568483 631 89 -16.481531 10.0 16.481531 631 90 -24.910828 10.0 24.910828 631 91 -33.121262 10.0 33.121262 631 92 -40.394066 10.0 40.394066 631 93 -47.205688 10.0 47.205688 631 94 -51.988842 10.0 51.988842 631 95 -56.203682 10.0 56.203682 631 96 -57.997307 10.0 57.997307 631 97 -59.084713 10.0 59.084713 631 98 -57.153831 10.0 57.153831 631 99 -54.967133 10.0 54.967133 631 100 -51.683609 10.0 51.683609 631 101 -50.08173 10.0 50.08173 631 102 -55.658752 10.0 55.658752 631 103 -60.764732 10.0 60.764732 631 104 -63.862305 10.0 63.862305 ik= 632 632 85 1.487891 10.0 0.00455826083619 632 86 0.225777 10.0 0.00461493016163 632 87 -2.56197 10.0 2.56197 632 88 -11.854085 10.0 11.854085 632 89 -21.077356 10.0 21.077356 632 90 -30.006638 10.0 30.006638 632 91 -38.24395 10.0 38.24395 632 92 -43.516819 10.0 43.516819 632 93 -48.658363 10.0 48.658363 632 94 -53.191525 10.0 53.191525 632 95 -57.489037 10.0 57.489037 632 96 -60.782619 10.0 60.782619 632 97 -62.990765 10.0 62.990765 632 98 -60.559895 10.0 60.559895 632 99 -58.015053 10.0 58.015053 632 100 -54.981522 10.0 54.981522 632 101 -53.820557 10.0 53.820557 632 102 -60.647545 10.0 60.647545 632 103 -65.246216 10.0 65.246216 632 104 -60.344032 10.0 60.344032 ik= 633 633 85 1.390939 10.0 0.00438195813303 633 86 -1.839536 10.0 1.839536 633 87 -6.462482 10.0 6.462482 633 88 -17.038248 10.0 17.038248 633 89 -27.110065 10.0 27.110065 633 90 -35.029785 10.0 35.029785 633 91 -41.98867 10.0 41.98867 633 92 -44.83128 10.0 44.83128 633 93 -48.200241 10.0 48.200241 633 94 -53.777229 10.0 53.777229 633 95 -59.287125 10.0 59.287125 633 96 -64.511208 10.0 64.511208 633 97 -67.698441 10.0 67.698441 633 98 -62.180412 10.0 62.180412 633 99 -57.261078 10.0 57.261078 633 100 -54.908665 10.0 54.908665 633 101 -53.757999 10.0 53.757999 633 102 -57.737652 10.0 57.737652 633 103 -60.27224 10.0 60.27224 633 104 -56.645493 10.0 56.645493 ik= 634 634 85 1.013188 10.0 0.00382576298616 634 86 -4.220889 10.0 4.220889 634 87 -10.70111 10.0 10.70111 634 88 -22.526838 10.0 22.526838 634 89 -33.37429 10.0 33.37429 634 90 -40.044048 10.0 40.044048 634 91 -45.516422 10.0 45.516422 634 92 -45.859108 10.0 45.859108 634 93 -47.438259 10.0 47.438259 634 94 -54.265209 10.0 54.265209 634 95 -61.167641 10.0 61.167641 634 96 -68.391655 10.0 68.391655 634 97 -72.535988 10.0 72.535988 634 98 -63.518066 10.0 63.518066 634 99 -55.902599 10.0 55.902599 634 100 -54.300159 10.0 54.300159 634 101 -53.091377 10.0 53.091377 634 102 -53.57114 10.0 53.57114 634 103 -53.793175 10.0 53.793175 634 104 -52.916344 10.0 52.916344 4 reading 125.286102 24.794680 LO:Hirara - Japan 33821 4 43173 640 88 dilat= 10 0.004168 22.132763 22.128595 ik= 630 630 78 7.462668 10.0 0.00530472495029 630 79 8.047407 10.0 0.00558182843417 630 80 2.322898 10.0 0.0067847710037 630 81 -2.595623 10.0 2.595623 630 82 -4.074926 10.0 4.074926 630 83 -4.996595 10.0 4.996595 630 84 -3.531214 10.0 3.531214 630 85 -2.003766 10.0 2.003766 630 86 -0.206488 10.0 0.206488 630 87 0.088276 10.0 0.0 630 88 -5.999097 10.0 5.999097 630 89 -12.377503 10.0 12.377503 630 90 -19.998764 10.0 19.998764 630 91 -27.867567 10.0 27.867567 630 92 -36.796864 10.0 36.796864 630 93 -45.039089 10.0 45.039089 630 94 -50.277645 10.0 50.277645 630 95 -54.595829 10.0 54.595829 630 96 -54.992947 10.0 54.992947 630 97 -55.075878 10.0 55.075878 ik= 631 631 78 6.785349 10.0 0.00527351430021 631 79 6.892483 10.0 0.00570028901002 631 80 2.618945 10.0 0.00704689508356 631 81 -1.155853 10.0 1.155853 631 82 -2.802483 10.0 2.802483 631 83 -3.77164 10.0 3.77164 631 84 -1.840757 10.0 1.840757 631 85 -0.182004 10.0 0.182004 631 86 0.309033 10.0 0.00239997602425 631 87 -0.776322 10.0 0.776322 631 88 -8.568483 10.0 8.568483 631 89 -16.481531 10.0 16.481531 631 90 -24.910828 10.0 24.910828 631 91 -33.121262 10.0 33.121262 631 92 -40.394066 10.0 40.394066 631 93 -47.205688 10.0 47.205688 631 94 -51.988842 10.0 51.988842 631 95 -56.203682 10.0 56.203682 631 96 -57.997307 10.0 57.997307 631 97 -59.084713 10.0 59.084713 ik= 632 632 78 6.094658 10.0 0.00518341969519 632 79 5.772844 10.0 0.00539660920766 632 80 3.499245 10.0 0.00561959039926 632 81 1.202292 10.0 0.0065788830282 632 82 -1.194315 10.0 1.194315 632 83 -2.676745 10.0 2.676745 632 84 -0.245877 10.0 0.245877 632 85 1.487891 10.0 0.00455826083619 632 86 0.225777 10.0 0.00461493016163 632 87 -2.56197 10.0 2.56197 632 88 -11.854085 10.0 11.854085 632 89 -21.077356 10.0 21.077356 632 90 -30.006638 10.0 30.006638 632 91 -38.24395 10.0 38.24395 632 92 -43.516819 10.0 43.516819 632 93 -48.658363 10.0 48.658363 632 94 -53.191525 10.0 53.191525 632 95 -57.489037 10.0 57.489037 632 96 -60.782619 10.0 60.782619 632 97 -62.990765 10.0 62.990765 ik= 633 633 78 5.137321 10.0 0.00520231424511 633 79 4.838805 10.0 0.00532232271232 633 80 3.270528 10.0 0.00556844259857 633 81 1.730154 10.0 0.00580104748811 633 82 0.308849 10.0 0.00722876861033 633 83 -0.574152 10.0 0.574152 633 84 0.847153 10.0 0.00386280008713 633 85 1.390939 10.0 0.00438195813303 633 86 -1.839536 10.0 1.839536 633 87 -6.462482 10.0 6.462482 633 88 -17.038248 10.0 17.038248 633 89 -27.110065 10.0 27.110065 633 90 -35.029785 10.0 35.029785 633 91 -41.98867 10.0 41.98867 633 92 -44.83128 10.0 44.83128 633 93 -48.200241 10.0 48.200241 633 94 -53.777229 10.0 53.777229 633 95 -59.287125 10.0 59.287125 633 96 -64.511208 10.0 64.511208 633 97 -67.698441 10.0 67.698441 ik= 634 634 78 4.137108 10.0 0.00523408977153 634 79 3.933762 10.0 0.00523891817393 634 80 2.865469 10.0 0.00526777515249 634 81 1.967469 10.0 0.00500243018449 634 82 1.796126 10.0 0.00485708134206 634 83 1.689677 10.0 0.0047027246705 634 84 1.861021 10.0 0.00275620470415 634 85 1.013188 10.0 0.00382576298616 634 86 -4.220889 10.0 4.220889 634 87 -10.70111 10.0 10.70111 634 88 -22.526838 10.0 22.526838 634 89 -33.37429 10.0 33.37429 634 90 -40.044048 10.0 40.044048 634 91 -45.516422 10.0 45.516422 634 92 -45.859108 10.0 45.859108 634 93 -47.438259 10.0 47.438259 634 94 -54.265209 10.0 54.265209 634 95 -61.167641 10.0 61.167641 634 96 -68.391655 10.0 68.391655 634 97 -72.535988 10.0 72.535988 ik= 635 635 78 4.174569 10.0 0.00525553457527 635 79 3.8097 10.0 0.00523328903568 635 80 2.809944 10.0 0.00534906729786 635 81 1.877194 10.0 0.00537118054288 635 82 1.230366 10.0 0.00541649642447 635 83 0.542709 10.0 0.00600608817451 635 84 -0.319729 10.0 0.319729 635 85 -2.302209 10.0 2.302209 635 86 -9.106962 10.0 9.106962 635 87 -16.602249 10.0 16.602249 635 88 -27.090054 10.0 27.090054 635 89 -36.493656 10.0 36.493656 635 90 -41.267197 10.0 41.267197 635 91 -45.463779 10.0 45.463779 635 92 -47.188656 10.0 47.188656 635 93 -49.839569 10.0 49.839569 635 94 -56.406639 10.0 56.406639 635 95 -62.003052 10.0 62.003052 635 96 -63.464157 10.0 63.464157 635 97 -63.542339 10.0 63.542339 ik= 636 636 78 4.376976 10.0 0.0052268549588 636 79 3.8097 10.0 0.00520361945358 636 80 2.809944 10.0 0.00572880847287 636 81 1.734805 10.0 0.00623922528253 636 82 0.338 10.0 0.00759930923942 636 83 -1.146976 10.0 1.146976 636 84 -3.009383 10.0 3.009383 636 85 -6.08627 10.0 6.08627 636 86 -14.393724 10.0 14.393724 636 87 -22.770754 10.0 22.770754 636 88 -31.508612 10.0 31.508612 636 89 -39.114838 10.0 39.114838 636 90 -41.888435 10.0 41.888435 636 91 -44.842049 10.0 44.842049 636 92 -48.566864 10.0 48.566864 636 93 -52.744915 10.0 52.744915 636 94 -58.812004 10.0 58.812004 636 95 -62.67281 10.0 62.67281 636 96 -57.134129 10.0 57.134129 636 97 -52.345604 10.0 52.345604 ik= 637 637 78 5.092783 10.0 0.00521644367864 637 79 4.467122 10.0 0.00555066692548 637 80 2.389358 10.0 0.00733008218856 637 81 -0.028915 10.0 0.028915 637 82 -3.900168 10.0 3.900168 637 83 -7.212827 10.0 7.212827 637 84 -8.134331 10.0 8.134331 637 85 -10.568323 10.0 10.568323 637 86 -19.513805 10.0 19.513805 637 87 -27.909769 10.0 27.909769 637 88 -34.036072 10.0 34.036072 637 89 -39.474224 10.0 39.474224 637 90 -41.973614 10.0 41.973614 637 91 -44.634399 10.0 44.634399 637 92 -47.986618 10.0 47.986618 637 93 -51.068596 10.0 51.068596 637 94 -52.970695 10.0 52.970695 637 95 -54.013596 10.0 54.013596 637 96 -51.396019 10.0 51.396019 637 97 -48.553741 10.0 48.553741 ik= 638 638 78 5.890589 10.0 0.00515475670221 638 79 5.22941 10.0 0.00561228117305 638 80 1.901684 10.0 0.00755917777868 638 81 -2.051329 10.0 2.051329 638 82 -8.672497 10.0 8.672497 638 83 -13.977618 10.0 13.977618 638 84 -13.649159 10.0 13.649159 638 85 -15.163722 10.0 15.163722 638 86 -24.610106 10.0 24.610106 638 87 -32.887844 10.0 32.887844 638 88 -36.264233 10.0 36.264233 638 89 -39.474224 10.0 39.474224 638 90 -41.973614 10.0 41.973614 638 91 -44.49247 10.0 44.49247 638 92 -47.094707 10.0 47.094707 638 93 -48.662998 10.0 48.662998 638 94 -45.815243 10.0 45.815243 638 95 -43.86668 10.0 43.86668 638 96 -45.748962 10.0 45.748962 638 97 -45.937092 10.0 45.937092 ik= 639 639 78 6.256737 10.0 0.00497531219183 639 79 5.724206 10.0 0.00548168474769 639 80 2.009466 10.0 0.00725046178167 639 81 -2.205885 10.0 2.205885 639 82 -8.557394 10.0 8.557394 639 83 -14.019728 10.0 14.019728 639 84 -15.675791 10.0 15.675791 639 85 -18.405771 10.0 18.405771 639 86 -25.760958 10.0 25.760958 639 87 -31.989574 10.0 31.989574 639 88 -33.479683 10.0 33.479683 639 89 -35.243103 10.0 35.243103 639 90 -38.173679 10.0 38.173679 639 91 -40.818653 10.0 40.818653 639 92 -42.240074 10.0 42.240074 639 93 -42.6441 10.0 42.6441 639 94 -38.713768 10.0 38.713768 639 95 -35.964752 10.0 35.964752 639 96 -38.248547 10.0 38.248547 639 97 -39.086342 10.0 39.086342 ik= 640 640 78 6.554437 10.0 0.00455168078431 640 79 6.176727 10.0 0.00507005861797 640 80 2.211996 10.0 0.00648860102333 640 81 -2.063496 10.0 2.063496 640 82 -7.665028 10.0 7.665028 640 83 -12.992817 10.0 12.992817 640 84 -17.148804 10.0 17.148804 640 85 -21.434332 10.0 21.434332 640 86 -26.285015 10.0 26.285015 640 87 -30.156372 10.0 30.156372 640 88 -29.896534 10.0 29.896534 640 89 -30.336899 10.0 30.336899 640 90 -33.76746 10.0 33.76746 640 91 -36.581245 10.0 36.581245 640 92 -36.752705 10.0 36.752705 640 93 -36.047417 10.0 36.047417 640 94 -31.6171 10.0 31.6171 640 95 -28.415627 10.0 28.415627 640 96 -30.449429 10.0 30.449429 640 97 -31.558655 10.0 31.558655 ik= 641 641 78 7.889107 10.0 0.00409496380974 641 79 7.737815 10.0 0.00432557992747 641 80 4.816724 10.0 0.00455960486215 641 81 1.529054 10.0 0.00563173900413 641 82 -3.322844 10.0 3.322844 641 83 -7.903767 10.0 7.903767 641 84 -11.324737 10.0 11.324737 641 85 -15.112188 10.0 15.112188 641 86 -20.483253 10.0 20.483253 641 87 -24.934622 10.0 24.934622 641 88 -25.512676 10.0 25.512676 641 89 -27.054012 10.0 27.054012 641 90 -32.709023 10.0 32.709023 641 91 -36.967442 10.0 36.967442 641 92 -35.242748 10.0 35.242748 641 93 -33.191605 10.0 33.191605 641 94 -29.770636 10.0 29.770636 641 95 -27.380112 10.0 27.380112 641 96 -29.379623 10.0 29.379623 641 97 -30.199057 10.0 30.199057 ik= 642 642 78 9.389427 10.0 0.00356850483876 642 79 9.476062 10.0 0.00368518295907 642 80 7.804932 10.0 0.00396708718184 642 81 5.672298 10.0 0.00475582247225 642 82 1.570377 10.0 0.00652375222347 642 83 -2.165887 10.0 2.165887 642 84 -4.336895 10.0 4.336895 642 85 -7.299354 10.0 7.299354 642 86 -13.672221 10.0 13.672221 642 87 -19.171112 10.0 19.171112 642 88 -20.99913 10.0 20.99913 642 89 -24.02759 10.0 24.02759 642 90 -32.182522 10.0 32.182522 642 91 -38.089279 10.0 38.089279 642 92 -34.364647 10.0 34.364647 642 93 -30.9293 10.0 30.9293 642 94 -28.758295 10.0 28.758295 642 95 -27.380112 10.0 27.380112 642 96 -29.379623 10.0 29.379623 642 97 -29.819839 10.0 29.819839 ik= 643 643 78 8.999344 10.0 0.00337811155962 643 79 8.625357 10.0 0.00387707717382 643 80 8.204189 10.0 0.00422253813598 643 81 7.390395 10.0 0.00453239190061 643 82 4.901224 10.0 0.00523095538231 643 83 2.423088 10.0 0.00820292550224 643 84 -0.00781 10.0 0.00967651355162 643 85 -2.962543 10.0 2.962543 643 86 -8.176328 10.0 8.176328 643 87 -13.263323 10.0 13.263323 643 88 -17.851154 10.0 17.851154 643 89 -23.303646 10.0 23.303646 643 90 -32.448647 10.0 32.448647 643 91 -39.187817 10.0 39.187817 643 92 -35.620178 10.0 35.620178 643 93 -32.262661 10.0 32.262661 643 94 -29.831764 10.0 29.831764 643 95 -28.079081 10.0 28.079081 643 96 -29.215818 10.0 29.215818 643 97 -28.986624 10.0 28.986624 ik= 644 644 78 8.308969 10.0 0.00360810946803 644 79 7.36354 10.0 0.00434746523074 644 80 8.191762 10.0 0.00483656347322 644 81 8.72224 10.0 0.00510125488934 644 82 7.982215 10.0 0.00548384392669 644 83 6.827351 10.0 0.00614267559 644 84 3.896697 10.0 0.00964730815391 644 85 0.819786 10.0 0.0160224631098 644 86 -2.891986 10.0 2.891986 644 87 -7.335305 10.0 7.335305 644 88 -14.921671 10.0 14.921671 644 89 -22.945999 10.0 22.945999 644 90 -32.840637 10.0 32.840637 644 91 -40.28215 10.0 40.28215 644 92 -37.214272 10.0 37.214272 644 93 -34.166924 10.0 34.166924 644 94 -31.236269 10.0 31.236269 644 95 -28.888826 10.0 28.888826 644 96 -29.026054 10.0 29.026054 644 97 -28.081629 10.0 28.081629 ik= 645 645 78 9.508614 10.0 0.0040141739566 645 79 8.443675 10.0 0.00462993512465 645 80 9.227745 10.0 0.0051169212963 645 81 9.808997 10.0 0.00541798589625 645 82 9.524805 10.0 0.00568235412042 645 83 8.767303 10.0 0.00608139599867 645 84 5.983722 10.0 0.00768476712402 645 85 2.942767 10.0 0.0121844608038 645 86 -1.21103 10.0 1.21103 645 87 -6.418176 10.0 6.418176 645 88 -16.141708 10.0 16.141708 645 89 -24.853226 10.0 24.853226 645 90 -29.242958 10.0 29.242958 645 91 -32.520065 10.0 32.520065 645 92 -31.0306 10.0 31.0306 645 93 -29.908371 10.0 29.908371 645 94 -30.360073 10.0 30.360073 645 95 -31.381943 10.0 31.381943 645 96 -34.832916 10.0 34.832916 645 97 -36.954983 10.0 36.954983 ik= 646 646 78 11.008247 10.0 0.00383687043851 646 79 9.895745 10.0 0.00461739022713 646 80 10.429937 10.0 0.00503780524233 646 81 10.856194 10.0 0.00528587271949 646 82 10.821879 10.0 0.0055600445073 646 83 10.314257 10.0 0.0059935045381 646 84 7.780553 10.0 0.00662274827391 646 85 4.800687 10.0 0.00835417855052 646 86 -0.104117 10.0 0.104117 646 87 -6.298561 10.0 6.298561 646 88 -18.021116 10.0 18.021116 646 89 -27.11969 10.0 27.11969 646 90 -25.012594 10.0 25.012594 646 91 -23.353407 10.0 23.353407 646 92 -23.613085 10.0 23.613085 646 93 -24.671827 10.0 24.671827 646 94 -29.121576 10.0 29.121576 646 95 -34.141495 10.0 34.141495 646 96 -41.590511 10.0 41.590511 646 97 -47.378963 10.0 47.378963 ik= 647 647 73 -10.915087 10.0 10.915087 647 74 -0.153674 10.0 0.153674 647 75 8.702214 10.0 0.00630884836449 647 76 9.407658 10.0 0.00599390238047 647 77 9.85939 10.0 0.00544082412202 647 78 9.221302 10.0 0.00499558841967 647 79 8.84182 10.0 0.00432640849912 647 80 9.557375 10.0 0.00467956360443 647 81 10.137077 10.0 0.00493824827133 647 82 10.137077 10.0 0.00516517364692 647 83 9.704612 10.0 0.00549242639776 647 84 7.4209 10.0 0.00609308819485 647 85 4.420675 10.0 0.0073142202911 647 86 -1.667624 10.0 1.667624 647 87 -8.255495 10.0 8.255495 647 88 -17.017395 10.0 17.017395 647 89 -23.752388 10.0 23.752388 647 90 -21.831511 10.0 21.831511 647 91 -20.613655 10.0 20.613655 647 92 -22.4076 10.0 22.4076 ik= 648 648 73 -4.628873 10.0 4.628873 648 74 2.38437 10.0 0.0130581564135 648 75 7.918238 10.0 0.00837138992311 648 76 7.124413 10.0 0.00794490499439 648 77 6.549156 10.0 0.00736550452181 648 78 6.91241 10.0 0.00628744296069 648 79 7.389749 10.0 0.00522705751534 648 80 8.355183 10.0 0.00480598225795 648 81 9.137321 10.0 0.00452368741292 648 82 9.137321 10.0 0.00433883973451 648 83 8.752175 10.0 0.00451802557873 648 84 6.718341 10.0 0.00500349810829 648 85 3.684811 10.0 0.00769469661721 648 86 -3.655167 10.0 3.655167 648 87 -10.54177 10.0 10.54177 648 88 -15.555501 10.0 15.555501 648 89 -19.490541 10.0 19.490541 648 90 -18.819054 10.0 18.819054 648 91 -18.897875 10.0 18.897875 648 92 -22.19109 10.0 22.19109 ik= 649 649 73 0.611718 10.0 0.0152203364964 649 74 5.169098 10.0 0.0104074114867 649 75 8.714314 10.0 0.00837607983661 649 76 7.930229 10.0 0.00756260805669 649 77 7.348054 10.0 0.00742427773878 649 78 7.632782 10.0 0.0064785060233 649 79 8.01214 10.0 0.0054805889993 649 80 8.796226 10.0 0.00525612025012 649 81 9.431446 10.0 0.00529322894305 649 82 9.431446 10.0 0.004866451951 649 83 9.175323 10.0 0.00425710238891 649 84 7.822823 10.0 0.00509326685713 649 85 5.146576 10.0 0.00807614750936 649 86 -3.229587 10.0 3.229587 649 87 -10.445543 10.0 10.445543 649 88 -12.787741 10.0 12.787741 649 89 -14.713455 10.0 14.713455 649 90 -14.860589 10.0 14.860589 649 91 -15.886972 10.0 15.886972 649 92 -20.680141 10.0 20.680141 5 reading 125.338303 24.719681 LO:Arasato - Japan -1 5 43189 622 101 dilat= 10 0.004168 22.132763 22.128595 ik= 612 612 91 110.674767 10.0 0.043396489475 612 92 113.105553 10.0 0.0422114012982 612 93 117.502281 10.0 0.0411780680835 612 94 130.224716 10.0 0.040240778809 612 95 143.242493 10.0 0.0392847673685 612 96 157.518555 10.0 0.0380365545186 612 97 176.094208 10.0 0.0364412877617 612 98 213.045792 10.0 0.0346977960447 612 99 249.796295 10.0 0.0331875633774 612 100 285.684601 10.0 0.0318341932572 612 101 322.685974 10.0 0.0306126528226 612 102 364.072937 10.0 0.0295460497331 612 103 405.882629 10.0 0.0286469989437 612 104 449.494568 10.0 0.0279078278074 612 105 487.942322 10.0 0.0273282598899 612 106 504.301056 10.0 0.026906061443 612 107 517.841187 10.0 0.0266290582474 612 108 519.28949 10.0 0.0264901936409 612 109 521.539246 10.0 0.0264643009078 612 110 527.209412 10.0 0.0265240926813 ik= 613 613 81 24.436255 10.0 0.0499674067942 613 82 30.051456 10.0 0.0482986942376 613 83 35.754158 10.0 0.0477630540833 613 84 41.831398 10.0 0.0476356122079 613 85 47.986267 10.0 0.0475456695618 613 86 54.486343 10.0 0.0476758256434 613 87 60.081596 10.0 0.0480385539365 613 88 61.875633 10.0 0.0486044745301 613 89 65.439911 10.0 0.0485749633273 613 90 76.563995 10.0 0.0476823590432 613 91 86.831444 10.0 0.0466885057042 613 92 93.429001 10.0 0.0455193907498 613 93 100.394997 10.0 0.0440873831933 613 94 108.862259 10.0 0.0426082395465 613 95 118.4067 10.0 0.0411103926826 613 96 132.540268 10.0 0.0394588773027 613 97 150.245773 10.0 0.0376748206995 613 98 183.217285 10.0 0.0358052112172 613 99 216.923065 10.0 0.0341714432908 613 100 253.777039 10.0 0.0327162488352 ik= 614 614 71 17.933355 10.0 0.0423143569255 614 72 16.708176 10.0 0.0419339938272 614 73 17.029459 10.0 0.0403667310585 614 74 23.944414 10.0 0.037146459168 614 75 28.182997 10.0 0.0358431864372 614 76 20.974007 10.0 0.0386981051443 614 77 15.603632 10.0 0.0448253500505 614 78 18.127218 10.0 0.0491417636555 614 79 19.520254 10.0 0.052900494464 614 80 16.124029 10.0 0.0585135297697 614 81 13.584751 10.0 0.0622549804997 614 82 14.70215 10.0 0.0571680489215 614 83 16.99539 10.0 0.0553555478624 614 84 24.322025 10.0 0.0524680062763 614 85 31.159914 10.0 0.0509264676608 614 86 35.907642 10.0 0.0507314661712 614 87 40.371677 10.0 0.0514364505681 614 88 43.664982 10.0 0.052663027742 614 89 47.922546 10.0 0.0531210240358 614 90 56.297966 10.0 0.0522795493287 ik= 615 615 71 11.659892 10.0 0.0484871711203 615 72 10.807315 10.0 0.0474532697537 615 73 11.295358 10.0 0.044936842519 615 74 17.499413 10.0 0.0363382180924 615 75 21.543606 10.0 0.0351766752241 615 76 16.349472 10.0 0.0388660369814 615 77 12.173969 10.0 0.0468383557723 615 78 12.369682 10.0 0.0528320939703 615 79 12.067076 10.0 0.0564208401092 615 80 9.646358 10.0 0.0608118683725 615 81 8.066788 10.0 0.0547891621113 615 82 10.076465 10.0 0.058588229717 615 83 12.757897 10.0 0.0574019835904 615 84 18.314896 10.0 0.0555173443954 615 85 23.223909 10.0 0.0555975123591 615 86 25.354164 10.0 0.057059083371 615 87 27.45446 10.0 0.0585456986916 615 88 29.443806 10.0 0.0593760656462 615 89 31.877522 10.0 0.058787905583 615 90 36.208916 10.0 0.057388773062 ik= 616 616 71 5.804138 10.0 0.0303012618279 616 72 5.701195 10.0 0.0282950888795 616 73 6.511625 10.0 0.0273359181252 616 74 11.216413 10.0 0.0382494839232 616 75 14.660984 10.0 0.0325822359726 616 76 12.715263 10.0 0.0370724779326 616 77 10.560252 10.0 0.0403749910046 616 78 7.501602 10.0 0.031647300892 616 79 4.806724 10.0 0.0270871679177 616 80 3.635396 10.0 0.0281301040761 616 81 3.400098 10.0 0.0318020319742 616 82 7.15892 10.0 0.0369582790732 616 83 10.832389 10.0 0.0507026708297 616 84 14.140486 10.0 0.0502712001746 616 85 16.706205 10.0 0.0531614556823 616 86 16.082767 10.0 0.0574820448108 616 87 15.624538 10.0 0.0619358019467 616 88 15.864738 10.0 0.0666184438293 616 89 16.075201 10.0 0.070222545155 616 90 16.158667 10.0 0.0723416065494 ik= 617 617 80 4.093602 10.0 0.0233594278004 617 81 4.957501 10.0 0.0301422380563 617 82 9.172203 10.0 0.0283686425267 617 83 13.360952 10.0 0.0442831886781 617 84 17.43861 10.0 0.0424349035614 617 85 20.760927 10.0 0.0446354331533 617 86 20.839706 10.0 0.0480363503706 617 87 20.370028 10.0 0.0514969221378 617 88 17.566214 10.0 0.0572194593023 617 89 14.831242 10.0 0.0647893469306 617 90 12.390263 10.0 0.0743509958993 617 91 11.030706 10.0 0.0837688886724 617 92 14.304062 10.0 0.0756735073797 617 93 20.19301 10.0 0.0640199643494 617 94 37.158524 10.0 0.0553672333018 617 95 52.838486 10.0 0.0493709083353 617 96 63.041611 10.0 0.0453645866709 617 97 72.774658 10.0 0.0426476979041 617 98 80.498611 10.0 0.0407728535663 617 99 89.829315 10.0 0.0392503040136 ik= 618 618 81 7.504333 10.0 0.0283947599181 618 82 11.968912 10.0 0.0353658369878 618 83 16.596817 10.0 0.040940658414 618 84 21.923862 10.0 0.0403542567699 618 85 26.495569 10.0 0.0411511795522 618 86 27.826027 10.0 0.0431643452404 618 87 27.750147 10.0 0.0453863162726 618 88 21.69792 10.0 0.0498383476853 618 89 15.904179 10.0 0.0556463266112 618 90 11.214297 10.0 0.0591444476454 618 91 7.653129 10.0 0.051548571488 618 92 8.927461 10.0 0.0641431652725 618 93 12.194606 10.0 0.0725393526811 618 94 23.912682 10.0 0.0531867703468 618 95 35.057747 10.0 0.0525227519048 618 96 43.761604 10.0 0.0495187088096 618 97 52.658703 10.0 0.0459153621979 618 98 62.381687 10.0 0.0438702777598 618 99 71.301247 10.0 0.0421891962312 618 100 76.776108 10.0 0.0410961189195 ik= 619 619 81 3.086267 10.0 0.037921514265 619 82 9.741873 10.0 0.0395324036083 619 83 15.892496 10.0 0.0391634366793 619 84 19.881462 10.0 0.0398207465296 619 85 23.563183 10.0 0.0401559847679 619 86 25.929825 10.0 0.0410393605052 619 87 27.098923 10.0 0.0423217196625 619 88 23.188553 10.0 0.0455410350815 619 89 18.948914 10.0 0.0485353678227 619 90 13.303123 10.0 0.046899874359 619 91 8.261944 10.0 0.0336722445461 619 92 5.810974 10.0 0.0423232308397 619 93 4.808804 10.0 0.0736003478557 619 94 9.983019 10.0 0.0977802542365 619 95 15.379083 10.0 0.0910067947212 619 96 21.720304 10.0 0.0759078551594 619 97 28.182301 10.0 0.0539102433539 619 98 35.160473 10.0 0.0474676843206 619 99 41.45285 10.0 0.0451198539133 619 100 44.804859 10.0 0.044714166138 ik= 620 620 85 19.253071 10.0 0.0392955408122 620 86 22.621056 10.0 0.0401830136576 620 87 25.169928 10.0 0.0414505900381 620 88 24.258093 10.0 0.0440109159228 620 89 22.305826 10.0 0.0460007632825 620 90 15.910401 10.0 0.043587341228 620 91 9.504835 10.0 0.0297203047536 620 92 3.055818 10.0 0.0271038349128 620 93 -2.47559 10.0 2.47559 620 94 -4.04808 10.0 4.04808 620 95 -4.591179 10.0 4.591179 620 96 -0.748738 10.0 0.748738 620 97 3.024958 10.0 0.0963800488091 620 98 6.50484 10.0 0.0872988991441 620 99 9.818764 10.0 0.0868746781396 620 100 12.421143 10.0 0.08031625334 620 101 17.228348 10.0 0.0615784370481 620 102 31.381512 10.0 0.0472787067722 620 103 44.282604 10.0 0.0455260602085 620 104 51.845238 10.0 0.0450293072727 ik= 621 621 85 15.933483 10.0 0.0376640761941 621 86 16.41423 10.0 0.0408844350942 621 87 16.420555 10.0 0.0452539853374 621 88 14.411038 10.0 0.0531785230682 621 89 11.79533 10.0 0.0653800310742 621 90 6.590894 10.0 0.0590875618328 621 91 1.291856 10.0 0.0450869744524 621 92 -4.412458 10.0 4.412458 621 93 -9.516392 10.0 9.516392 621 94 -12.015781 10.0 12.015781 621 95 -13.579826 10.0 13.579826 621 96 -11.158994 10.0 11.158994 621 97 -8.832946 10.0 8.832946 621 98 -6.911992 10.0 6.911992 621 99 -5.004004 10.0 5.004004 621 100 -3.151602 10.0 3.151602 621 101 0.208795 10.0 0.0753788660836 621 102 9.960674 10.0 0.0936571803376 621 103 18.766687 10.0 0.0869584264846 621 104 23.539799 10.0 0.0834533209784 ik= 622 622 85 12.773333 10.0 0.0370539235348 622 86 9.74938 10.0 0.0418224938805 622 87 6.590145 10.0 0.0536705819346 622 88 2.831482 10.0 0.0475355912189 622 89 -0.917031 10.0 0.917031 622 90 -4.6222 10.0 4.6222 622 91 -8.42197 10.0 8.42197 622 92 -12.627016 10.0 12.627016 622 93 -16.514683 10.0 16.514683 622 94 -19.014072 10.0 19.014072 622 95 -20.81563 10.0 20.81563 622 96 -19.644186 10.0 19.644186 622 97 -18.56753 10.0 18.56753 622 98 -17.895964 10.0 17.895964 622 99 -17.142849 10.0 17.142849 622 100 -16.040081 10.0 16.040081 622 101 -14.334975 10.0 14.334975 622 102 -10.08041 10.0 10.08041 622 103 -6.107107 10.0 6.107107 622 104 -3.333019 10.0 3.333019 ik= 623 623 85 5.436428 10.0 0.0309099460776 623 86 1.930874 10.0 0.0304344267748 623 87 -1.417223 10.0 1.417223 623 88 -4.122316 10.0 4.122316 623 89 -6.568894 10.0 6.568894 623 90 -7.911488 10.0 7.911488 623 91 -9.83843 10.0 9.83843 623 92 -14.268764 10.0 14.268764 623 93 -18.996822 10.0 18.996822 623 94 -24.946693 10.0 24.946693 623 95 -30.313362 10.0 30.313362 623 96 -33.195396 10.0 33.195396 623 97 -35.558853 10.0 35.558853 623 98 -35.705936 10.0 35.705936 623 99 -35.636127 10.0 35.636127 623 100 -34.636372 10.0 34.636372 623 101 -33.651634 10.0 33.651634 623 102 -32.740353 10.0 32.740353 623 103 -30.994747 10.0 30.994747 623 104 -25.691841 10.0 25.691841 ik= 624 624 85 -2.561619 10.0 2.561619 624 86 -6.067173 10.0 6.067173 624 87 -9.130074 10.0 9.130074 624 88 -10.335897 10.0 10.335897 624 89 -11.093565 10.0 11.093565 624 90 -9.93738 10.0 9.93738 624 91 -9.933007 10.0 9.933007 624 92 -14.863097 10.0 14.863097 624 93 -20.758566 10.0 20.758566 624 94 -30.706486 10.0 30.706486 624 95 -40.166206 10.0 40.166206 624 96 -47.546043 10.0 47.546043 624 97 -53.696598 10.0 53.696598 624 98 -54.593319 10.0 54.593319 624 99 -55.131371 10.0 55.131371 624 100 -54.131611 10.0 54.131611 624 101 -53.718002 10.0 53.718002 624 102 -55.805252 10.0 55.805252 624 103 -55.871387 10.0 55.871387 624 104 -47.320068 10.0 47.320068 ik= 625 625 85 -5.964202 10.0 5.964202 625 86 -7.957459 10.0 7.957459 625 87 -9.676735 10.0 9.676735 625 88 -10.245195 10.0 10.245195 625 89 -10.503098 10.0 10.503098 625 90 -9.434757 10.0 9.434757 625 91 -9.514606 10.0 9.514606 625 92 -14.513386 10.0 14.513386 625 93 -20.733715 10.0 20.733715 625 94 -32.093742 10.0 32.093742 625 95 -42.568676 10.0 42.568676 625 96 -49.272839 10.0 49.272839 625 97 -54.690918 10.0 54.690918 625 98 -54.612438 10.0 54.612438 625 99 -54.767563 10.0 54.767563 625 100 -55.924278 10.0 55.924278 625 101 -57.092407 10.0 57.092407 625 102 -58.297916 10.0 58.297916 625 103 -58.138557 10.0 58.138557 625 104 -52.159821 10.0 52.159821 ik= 626 626 85 -8.633089 10.0 8.633089 626 86 -8.873997 10.0 8.873997 626 87 -9.081791 10.0 9.081791 626 88 -9.150496 10.0 9.150496 626 89 -9.098285 10.0 9.098285 626 90 -8.529701 10.0 8.529701 626 91 -9.014729 10.0 9.014729 626 92 -14.013508 10.0 14.013508 626 93 -20.424335 10.0 20.424335 626 94 -32.783875 10.0 32.783875 626 95 -43.783298 10.0 43.783298 626 96 -48.988194 10.0 48.988194 626 97 -52.954384 10.0 52.954384 626 98 -51.626511 10.0 51.626511 626 99 -51.241123 10.0 51.241123 626 100 -54.896622 10.0 54.896622 626 101 -57.806602 10.0 57.806602 626 102 -57.512844 10.0 57.512844 626 103 -56.80365 10.0 56.80365 626 104 -54.323208 10.0 54.323208 ik= 627 627 85 -8.218691 10.0 8.218691 627 86 -8.650761 10.0 8.650761 627 87 -9.041019 10.0 9.041019 627 88 -9.25666 10.0 9.25666 627 89 -9.582027 10.0 9.582027 627 90 -10.37599 10.0 10.37599 627 91 -12.210558 10.0 12.210558 627 92 -18.503176 10.0 18.503176 627 93 -25.661015 10.0 25.661015 627 94 -36.432846 10.0 36.432846 627 95 -45.61528 10.0 45.61528 627 96 -48.026382 10.0 48.026382 627 97 -49.98217 10.0 49.98217 627 98 -49.99202 10.0 49.99202 627 99 -50.7971 10.0 50.7971 627 100 -55.011765 10.0 55.011765 627 101 -57.884377 10.0 57.884377 627 102 -55.012459 10.0 55.012459 627 103 -53.166595 10.0 53.166595 627 104 -55.695518 10.0 55.695518 ik= 628 628 85 -7.312915 10.0 7.312915 628 86 -8.245885 10.0 8.245885 628 87 -9.088574 10.0 9.088574 628 88 -9.554207 10.0 9.554207 628 89 -10.366731 10.0 10.366731 628 90 -12.660645 10.0 12.660645 628 91 -15.995168 10.0 15.995168 628 92 -23.787741 10.0 23.787741 628 93 -31.781235 10.0 31.781235 628 94 -40.553123 10.0 40.553123 628 95 -47.545525 10.0 47.545525 628 96 -46.956718 10.0 46.956718 628 97 -46.813236 10.0 46.813236 628 98 -48.573029 10.0 48.573029 628 99 -50.844379 10.0 50.844379 628 100 -55.309036 10.0 55.309036 628 101 -57.86071 10.0 57.86071 628 102 -52.238876 10.0 52.238876 628 103 -49.162891 10.0 49.162891 628 104 -56.941658 10.0 56.941658 ik= 629 629 85 -4.787613 10.0 4.787613 629 86 -4.493037 10.0 4.493037 629 87 -4.842243 10.0 4.842243 629 88 -7.929708 10.0 7.929708 629 89 -11.355639 10.0 11.355639 629 90 -16.226982 10.0 16.226982 629 91 -21.771664 10.0 21.771664 629 92 -30.200974 10.0 30.200974 629 93 -38.371117 10.0 38.371117 629 94 -45.359619 10.0 45.359619 629 95 -50.952507 10.0 50.952507 629 96 -50.599648 10.0 50.599648 629 97 -50.406624 10.0 50.406624 629 98 -50.896709 10.0 50.896709 629 99 -51.492462 10.0 51.492462 629 100 -52.541245 10.0 52.541245 629 101 -53.112156 10.0 53.112156 629 102 -51.641899 10.0 51.641899 629 103 -52.188293 10.0 52.188293 629 104 -61.333115 10.0 61.333115 ik= 630 630 85 -2.003766 10.0 2.003766 630 86 -0.206488 10.0 0.206488 630 87 0.088276 10.0 0.0 630 88 -5.999097 10.0 5.999097 630 89 -12.377503 10.0 12.377503 630 90 -19.998764 10.0 19.998764 630 91 -27.867567 10.0 27.867567 630 92 -36.796864 10.0 36.796864 630 93 -45.039089 10.0 45.039089 630 94 -50.277645 10.0 50.277645 630 95 -54.595829 10.0 54.595829 630 96 -54.992947 10.0 54.992947 630 97 -55.075878 10.0 55.075878 630 98 -53.816021 10.0 53.816021 630 99 -52.236305 10.0 52.236305 630 100 -49.285213 10.0 49.285213 630 101 -47.610699 10.0 47.610699 630 102 -51.390278 10.0 51.390278 630 103 -56.331627 10.0 56.331627 630 104 -66.226425 10.0 66.226425 ik= 631 631 85 -0.182004 10.0 0.182004 631 86 0.309033 10.0 0.00239997602425 631 87 -0.776322 10.0 0.776322 631 88 -8.568483 10.0 8.568483 631 89 -16.481531 10.0 16.481531 631 90 -24.910828 10.0 24.910828 631 91 -33.121262 10.0 33.121262 631 92 -40.394066 10.0 40.394066 631 93 -47.205688 10.0 47.205688 631 94 -51.988842 10.0 51.988842 631 95 -56.203682 10.0 56.203682 631 96 -57.997307 10.0 57.997307 631 97 -59.084713 10.0 59.084713 631 98 -57.153831 10.0 57.153831 631 99 -54.967133 10.0 54.967133 631 100 -51.683609 10.0 51.683609 631 101 -50.08173 10.0 50.08173 631 102 -55.658752 10.0 55.658752 631 103 -60.764732 10.0 60.764732 631 104 -63.862305 10.0 63.862305 6 reading 125.425301 24.727579 LO:Bora - Japan -1 5 43223 624 122 dilat= 10 0.004168 22.132763 22.128595 ik= 614 614 112 463.071075 10.0 0.027802500793 614 113 465.276855 10.0 0.0279423493541 614 114 469.016174 10.0 0.0281206315862 614 115 471.14389 10.0 0.0283484730125 614 116 466.342163 10.0 0.0286608696949 614 117 459.089966 10.0 0.0290817814006 614 118 441.368835 10.0 0.0296518952697 614 119 421.341675 10.0 0.0303852598645 614 120 391.466614 10.0 0.0313140777825 614 121 360.961823 10.0 0.0324225521585 614 122 327.759186 10.0 0.0337118352736 614 123 295.577362 10.0 0.0351863581837 614 124 268.04953 10.0 0.0368486853671 614 125 240.903 10.0 0.0387485075394 614 126 215.379776 10.0 0.0409092314171 614 127 191.73558 10.0 0.0433034116035 614 128 176.121735 10.0 0.0457188533448 614 129 161.961243 10.0 0.0480438310408 614 130 154.031815 10.0 0.0499949946829 614 131 147.175354 10.0 0.05149071036 ik= 615 615 121 316.189026 10.0 0.0333922577429 615 122 280.040466 10.0 0.0348699299212 615 123 245.475327 10.0 0.0365572520521 615 124 217.981842 10.0 0.0384457612347 615 125 192.001831 10.0 0.0406139673007 615 126 172.468582 10.0 0.0430688580756 615 127 154.695389 10.0 0.0458159272066 615 128 144.444153 10.0 0.04853339702 615 129 134.455872 10.0 0.051059107038 615 130 125.595085 10.0 0.0530939820583 615 131 118.85968 10.0 0.0543919538834 615 132 121.242386 10.0 0.0547416746388 615 133 124.881889 10.0 0.0544358889716 615 134 133.879684 10.0 0.0535904427526 615 135 141.874451 10.0 0.0527661756208 615 136 145.579102 10.0 0.0522609283363 615 137 148.162933 10.0 0.0519604420699 615 138 145.933502 10.0 0.0516768091271 615 139 147.288727 10.0 0.050928039001 615 140 163.873535 10.0 0.0496472467893 ik= 616 616 122 233.079559 10.0 0.0361353249578 616 123 196.487305 10.0 0.0379391500752 616 124 168.99379 10.0 0.0399702969562 616 125 144.1064 10.0 0.0423700675388 616 126 130.320328 10.0 0.045030014349 616 127 118.246964 10.0 0.0479711973314 616 128 113.493019 10.0 0.050870822899 616 129 107.7733 10.0 0.0537683544831 616 130 97.913002 10.0 0.0565080110654 616 131 91.223366 10.0 0.0582137783012 616 132 98.103882 10.0 0.0577577196353 616 133 105.38665 10.0 0.0562882482965 616 134 114.384453 10.0 0.0546536402734 616 135 122.095093 10.0 0.0534570203004 616 136 124.300491 10.0 0.0528382815496 616 137 125.290588 10.0 0.0525840889373 616 138 121.058464 10.0 0.052480757021 616 139 121.365982 10.0 0.0520952729548 616 140 140.949326 10.0 0.0510953500455 616 141 157.917114 10.0 0.0502647567113 ik= 617 617 121 213.810944 10.0 0.0356985900307 617 122 186.035706 10.0 0.0373495858069 617 123 159.702072 10.0 0.0392154027087 617 124 139.75737 10.0 0.041345705771 617 125 121.78968 10.0 0.0438459507107 617 126 112.243698 10.0 0.0465465785957 617 127 104.035828 10.0 0.0495500605641 617 128 101.546555 10.0 0.0526010894718 617 129 98.249084 10.0 0.0559206588324 617 130 91.486702 10.0 0.0593155573589 617 131 87.304977 10.0 0.0611638248778 617 132 94.156113 10.0 0.0600274958233 617 133 100.841423 10.0 0.0578354127878 617 134 106.819733 10.0 0.0557883984856 617 135 111.962318 10.0 0.0543975484501 617 136 113.530472 10.0 0.0537217001287 617 137 114.56337 10.0 0.0534862127069 617 138 113.297333 10.0 0.0534061461011 617 139 114.848656 10.0 0.0530330590575 617 140 128.373428 10.0 0.0521389157646 ik= 618 618 121 153.785217 10.0 0.0367620615362 618 122 139.003632 10.0 0.038445038801 618 123 124.877838 10.0 0.0402965423297 618 124 113.678932 10.0 0.0424519414342 618 125 103.55439 10.0 0.0450666580607 618 126 98.006462 10.0 0.0479596172201 618 127 93.370193 10.0 0.0511788004613 618 128 92.630058 10.0 0.0545594975762 618 129 91.459824 10.0 0.0584719243228 618 130 88.445602 10.0 0.0622878210211 618 131 87.162186 10.0 0.0638678453035 618 132 93.263695 10.0 0.0622756571479 618 133 98.677155 10.0 0.0597694444332 618 134 101.157181 10.0 0.0575883964579 618 135 103.36969 10.0 0.0561027903813 618 136 104.438095 10.0 0.0553320983958 618 137 105.774139 10.0 0.0549941299523 618 138 108.26313 10.0 0.0548083254611 618 139 111.42218 10.0 0.0543218166659 618 140 117.450623 10.0 0.0534547696604 ik= 619 619 121 126.81916 10.0 0.037729554586 619 122 117.488724 10.0 0.0394046357841 619 123 108.096283 10.0 0.0411922163999 619 124 98.529984 10.0 0.0434409860399 619 125 89.791084 10.0 0.0463564430051 619 126 84.576637 10.0 0.0497763438147 619 127 80.583336 10.0 0.0535980496495 619 128 81.808823 10.0 0.0576320441742 619 129 82.656128 10.0 0.0622021918792 619 130 81.882103 10.0 0.0661549933967 619 131 81.533989 10.0 0.0674595123474 619 132 83.003448 10.0 0.0658998712961 619 133 84.819458 10.0 0.063394033412 619 134 88.112991 10.0 0.061023286256 619 135 90.849243 10.0 0.0593294414516 619 136 91.201996 10.0 0.0584055672641 619 137 91.891907 10.0 0.0578039047636 619 138 94.032402 10.0 0.0571865589207 619 139 96.426437 10.0 0.056418349193 619 140 99.915527 10.0 0.0556094526028 ik= 620 620 121 105.128563 10.0 0.0387726287641 620 122 100.046059 10.0 0.0405320662647 620 123 94.194946 10.0 0.0423289318278 620 124 85.12841 10.0 0.0447749286559 620 125 76.746758 10.0 0.04832700015 620 126 71.282425 10.0 0.0529554687473 620 127 67.465691 10.0 0.0582018300228 620 128 70.690193 10.0 0.0637382401219 620 129 73.53653 10.0 0.0699241558975 620 130 74.761528 10.0 0.0752121290046 620 131 75.03582 10.0 0.0776416716798 620 132 71.257843 10.0 0.0767140461052 620 133 69.1082 10.0 0.0732510501062 620 134 73.901009 10.0 0.0689247881256 620 135 77.710365 10.0 0.0660677968849 620 136 77.313477 10.0 0.0647069314729 620 137 77.206528 10.0 0.0636255933791 620 138 78.34568 10.0 0.0621205200528 620 139 79.597511 10.0 0.0606585000529 620 140 81.337456 10.0 0.0597841043411 ik= 621 621 121 79.096207 10.0 0.0395821420127 621 122 75.891281 10.0 0.0416044252407 621 123 72.151871 10.0 0.0437491991659 621 124 66.173302 10.0 0.0467670626956 621 125 59.589012 10.0 0.0515237197401 621 126 50.424084 10.0 0.0588864154038 621 127 43.660542 10.0 0.0677068622814 621 128 47.159687 10.0 0.0728496806418 621 129 49.179356 10.0 0.0777573659834 621 130 44.856094 10.0 0.0829717626665 621 131 40.943329 10.0 0.0866352813958 621 132 38.816715 10.0 0.0870384663714 621 133 38.412601 10.0 0.0843712382486 621 134 45.352345 10.0 0.0800587532058 621 135 50.923153 10.0 0.0760469096253 621 136 50.638939 10.0 0.0749983056055 621 137 51.779526 10.0 0.0732807711245 621 138 59.046783 10.0 0.0696171926794 621 139 64.876984 10.0 0.067017697302 621 140 64.651314 10.0 0.0661620112841 ik= 622 622 122 50.680878 10.0 0.0450158870414 622 123 48.824471 10.0 0.0466479784405 622 124 46.344219 10.0 0.0497163804478 622 125 41.785587 10.0 0.0559585908988 622 126 28.372738 10.0 0.072054434644 622 127 18.166767 10.0 0.109003389502 622 128 21.665913 10.0 0.0996951842141 622 129 22.409557 10.0 0.0948520646221 622 130 11.339592 10.0 0.110644928753 622 131 2.476403 10.0 0.137780762615 622 132 3.098449 10.0 0.140683225224 622 133 5.348044 10.0 0.116171433396 622 134 14.53669 10.0 0.106286355233 622 135 21.977585 10.0 0.0892032770459 622 136 21.943249 10.0 0.0880683153298 622 137 24.656143 10.0 0.085302838638 622 138 39.183136 10.0 0.0770553835085 622 139 50.499874 10.0 0.0724373847114 622 140 48.275185 10.0 0.0716041524542 622 141 51.34663 10.0 0.0693711234996 ik= 623 623 120 23.275593 10.0 0.0830278733053 623 121 17.222862 10.0 0.0898182204898 623 122 15.723228 10.0 0.0907951615537 623 123 14.577697 10.0 0.0911105675546 623 124 14.950394 10.0 0.0937265736409 623 125 13.534306 10.0 0.104999681911 623 126 4.49779 10.0 0.122486446685 623 127 -1.711872 10.0 1.711872 623 128 4.15948 10.0 0.116596877692 623 129 7.874948 10.0 0.113621368504 623 130 2.34753 10.0 0.0733987226586 623 131 -1.864585 10.0 1.864585 623 132 -0.433519 10.0 0.433519 623 133 1.710669 10.0 0.051017789049 623 134 6.895247 10.0 0.075843526046 623 135 11.506016 10.0 0.102731024241 623 136 13.662567 10.0 0.0986708204286 623 137 18.62579 10.0 0.093940613136 623 138 35.662739 10.0 0.0811409694485 623 139 49.776665 10.0 0.0756346490256 ik= 624 624 120 -16.862103 10.0 16.862103 624 121 -19.268227 10.0 19.268227 624 122 -20.76786 10.0 20.76786 624 123 -21.389523 10.0 21.389523 624 124 -18.268147 10.0 18.268147 624 125 -16.365528 10.0 16.365528 624 126 -19.65485 10.0 19.65485 624 127 -20.685907 10.0 20.685907 624 128 -12.065897 10.0 12.065897 624 129 -4.703829 10.0 4.703829 624 130 -2.734908 10.0 2.734908 624 131 -0.769637 10.0 0.769637 624 132 1.161185 10.0 0.0207496036698 624 133 2.760705 10.0 0.0198159562114 624 134 2.947725 10.0 0.0350064435782 624 135 3.981487 10.0 0.0645638940607 624 136 8.636817 10.0 0.0912597878955 624 137 15.95713 10.0 0.0944562522712 624 138 34.746426 10.0 0.0809530607164 624 139 51.227848 10.0 0.0761559385786 ik= 625 625 120 -31.345186 10.0 31.345186 625 121 -34.060284 10.0 34.060284 625 122 -37.06945 10.0 37.06945 625 123 -39.131409 10.0 39.131409 625 124 -37.141777 10.0 37.141777 625 125 -35.390617 10.0 35.390617 625 126 -34.655296 10.0 34.655296 625 127 -31.617184 10.0 31.617184 625 128 -18.737726 10.0 18.737726 625 129 -7.115149 10.0 7.115149 625 130 -0.881169 10.0 0.881169 625 131 4.270133 10.0 0.0310682763215 625 132 4.760112 10.0 0.0233467423886 625 133 5.635616 10.0 0.0399714331936 625 134 8.154803 10.0 0.0498710821783 625 135 11.920308 10.0 0.0809727222734 625 136 21.016388 10.0 0.0861287619171 625 137 31.331388 10.0 0.0807338103851 625 138 46.904861 10.0 0.075332726356 625 139 61.000214 10.0 0.0720748307848 ik= 626 626 120 -41.734734 10.0 41.734734 626 121 -45.388622 10.0 45.388622 626 122 -50.146935 10.0 50.146935 626 123 -53.961239 10.0 53.961239 626 124 -53.720768 10.0 53.720768 626 125 -52.67366 10.0 52.67366 626 126 -48.19017 10.0 48.19017 626 127 -41.261742 10.0 41.261742 626 128 -23.884481 10.0 23.884481 626 129 -7.90588 10.0 7.90588 626 130 2.076269 10.0 0.0381833779736 626 131 9.935498 10.0 0.0255863465099 626 132 8.676332 10.0 0.039636606082 626 133 8.799638 10.0 0.0554392445074 626 134 14.817117 10.0 0.0806991136838 626 135 22.317671 10.0 0.0792496010476 626 136 36.161434 10.0 0.0761382149954 626 137 49.571075 10.0 0.071470690532 626 138 61.139175 10.0 0.0685658366265 626 139 72.092651 10.0 0.0664315725904 ik= 627 627 120 -47.978638 10.0 47.978638 627 121 -52.862968 10.0 52.862968 627 122 -57.214828 10.0 57.214828 627 123 -60.704132 10.0 60.704132 627 124 -60.488495 10.0 60.488495 627 125 -57.723724 10.0 57.723724 627 126 -44.09935 10.0 44.09935 627 127 -29.850544 10.0 29.850544 627 128 -12.933139 10.0 12.933139 627 129 1.750423 10.0 0.0554694746748 627 130 6.856863 10.0 0.0383013478781 627 131 10.919727 10.0 0.04086086976 627 132 10.498293 10.0 0.0549921799134 627 133 12.006079 10.0 0.07634620717 627 134 21.73909 10.0 0.0754108924456 627 135 32.211319 10.0 0.0716041810213 627 136 45.845215 10.0 0.0684155187421 627 137 59.143806 10.0 0.0654237610706 627 138 71.025406 10.0 0.0633005650594 627 139 81.506454 10.0 0.0617845993049 ik= 628 628 120 -53.561356 10.0 53.561356 628 121 -59.72253 10.0 59.72253 628 122 -63.324409 10.0 63.324409 628 123 -66.157661 10.0 66.157661 628 124 -65.692032 10.0 65.692032 628 125 -60.82375 10.0 60.82375 628 126 -37.19968 10.0 37.19968 628 127 -15.08436 10.0 15.08436 628 128 0.583084 10.0 0.0601168558351 628 129 13.071047 10.0 0.0473847670717 628 130 11.927678 10.0 0.0482883342768 628 131 11.157814 10.0 0.0553670007215 628 132 11.986342 10.0 0.0657420948893 628 133 15.219045 10.0 0.0694986635049 628 134 28.701941 10.0 0.0679874563525 628 135 42.02396 10.0 0.0650432700128 628 136 54.65789 10.0 0.062705392214 628 137 67.334518 10.0 0.0607388024415 628 138 80.217918 10.0 0.0593144609244 628 139 90.652016 10.0 0.0585466025887 ik= 629 629 120 -57.018822 10.0 57.018822 629 121 -61.793083 10.0 61.793083 629 122 -64.429695 10.0 64.429695 629 123 -65.897995 10.0 65.897995 629 124 -62.379238 10.0 62.379238 629 125 -54.531902 10.0 54.531902 629 126 -28.244213 10.0 28.244213 629 127 -3.757488 10.0 3.757488 629 128 13.032521 10.0 0.0640390352125 629 129 26.105679 10.0 0.0366868196567 629 130 23.243637 10.0 0.0424813290178 629 131 21.111935 10.0 0.0496780099835 629 132 22.111691 10.0 0.056127373956 629 133 24.597466 10.0 0.0605196257662 629 134 33.418877 10.0 0.0618241601373 629 135 43.018517 10.0 0.0613302350758 629 136 55.946732 10.0 0.0598201727312 629 137 68.684128 10.0 0.0581318759105 629 138 80.624619 10.0 0.0570652866987 629 139 90.261459 10.0 0.056866692587 ik= 630 630 120 -60.140598 10.0 60.140598 630 121 -63.10416 10.0 63.10416 630 122 -64.740807 10.0 64.740807 630 123 -64.730843 10.0 64.730843 630 124 -57.712162 10.0 57.712162 630 125 -46.745144 10.0 46.745144 630 126 -18.957502 10.0 18.957502 630 127 7.029179 10.0 0.0789409884631 630 128 25.319143 10.0 0.0388722045256 630 129 39.419434 10.0 0.0367284078813 630 130 35.557426 10.0 0.040181735252 630 131 32.614391 10.0 0.0459685908774 630 132 33.614147 10.0 0.0512026908479 630 133 34.96003 10.0 0.0548620678697 630 134 37.78162 10.0 0.0572157835204 630 135 42.613159 10.0 0.0583958236346 630 136 56.041355 10.0 0.0578054179645 630 137 68.947975 10.0 0.0564307014893 630 138 79.636223 10.0 0.055707544254 630 139 88.356201 10.0 0.0559496197871 ik= 631 631 120 -46.052292 10.0 46.052292 631 121 -43.505592 10.0 43.505592 631 122 -43.064602 10.0 43.064602 631 123 -41.483257 10.0 41.483257 631 124 -35.06316 10.0 35.06316 631 125 -25.197729 10.0 25.197729 631 126 -0.654559 10.0 0.654559 631 127 21.433455 10.0 0.0545725297953 631 128 33.02895 10.0 0.0373431653039 631 129 41.838135 10.0 0.0371688548658 631 130 38.701607 10.0 0.0406863718903 631 131 36.716843 10.0 0.0456723064635 631 132 39.657223 10.0 0.0495318926146 631 133 42.541744 10.0 0.0518030156373 631 134 45.188129 10.0 0.0536189090598 631 135 49.522896 10.0 0.0550973049475 631 136 61.078979 10.0 0.0553539448837 631 137 72.312698 10.0 0.0548261544985 631 138 82.181305 10.0 0.0547549676926 631 139 90.005653 10.0 0.0555114452762 ik= 632 632 120 -29.22258 10.0 29.22258 632 121 -20.574989 10.0 20.574989 632 122 -17.884071 10.0 17.884071 632 123 -14.715718 10.0 14.715718 632 124 -9.545594 10.0 9.545594 632 125 -1.452911 10.0 1.452911 632 126 19.090382 10.0 0.0648455445782 632 127 36.420055 10.0 0.0419007203999 632 128 40.015793 10.0 0.0353154402679 632 129 42.52737 10.0 0.0378583115072 632 130 40.390812 10.0 0.0418124596615 632 131 39.645935 10.0 0.0460248340694 632 132 44.836246 10.0 0.0486453130452 632 133 49.685726 10.0 0.0498584991214 632 134 53.082088 10.0 0.0511411122889 632 135 57.598354 10.0 0.0526372797244 632 136 66.904503 10.0 0.0534711381675 632 137 76.171799 10.0 0.053832457855 632 138 85.289055 10.0 0.0545055098563 632 139 92.220673 10.0 0.0558211299081 ik= 633 633 120 -11.365124 10.0 11.365124 633 121 -4.1192 10.0 4.1192 633 122 -3.707336 10.0 3.707336 633 123 -2.050643 10.0 2.050643 633 124 4.888742 10.0 0.0492977895574 633 125 12.957408 10.0 0.0475925658749 633 126 25.837166 10.0 0.0438888709675 633 127 36.585037 10.0 0.0373974705831 633 128 38.2WT_Arasato_-_Japan.txt WT_Bora_-_Japan.txt WT_Hirara_-_Japan.txt WT_Ichimasui_-_Japan.txt WT_Karimata_-_Japan.txt WT_Kuninaka_-_Japan.txt WT_Sugama_-_Japan.txt 21962 10.0 0.0367726874646 633 129 39.334232 10.0 0.0400544974787 633 130 38.197189 10.0 0.04383168514 633 131 38.814842 10.0 0.0473040872208 633 132 46.900909 10.0 0.0489481695174 633 133 54.156471 10.0 0.0493743052395 633 134 57.871239 10.0 0.0501755152366 633 135 62.382835 10.0 0.0515618526709 633 136 70.302551 10.0 0.0527494337646 633 137 78.263031 10.0 0.0538070542629 633 138 86.413261 10.0 0.0551172943066 633 139 92.524231 10.0 0.0569043354773 len(locations)= 7 len(maxi) 7 len(arrivalTimes) 7 ii= 6 infos= ['Bora - Japan', '-1', '5', '43223'] 4 LO ['Bora - Japan', '-1', '5', '43223'] LO Bora Japan ii= 3 infos= ['Sugama - Japan', '-1', '5', '43169'] 4 LO ['Sugama - Japan', '-1', '5', '43169'] LO Sugama Japan ii= 5 infos= ['Arasato - Japan', '-1', '5', '43189'] 4 LO ['Arasato - Japan', '-1', '5', '43189'] LO Arasato Japan ii= 0 infos= ['Kuninaka - Japan', '-1', '5', '43135'] 4 LO ['Kuninaka - Japan', '-1', '5', '43135'] LO Kuninaka Japan ii= 1 infos= ['Ichimasui - Japan', '-1', '5', '43153'] 4 LO ['Ichimasui - Japan', '-1', '5', '43153'] LO Ichimasui Japan ii= 2 infos= ['Karimata - Japan', '-1', '5', '43168'] 4 LO ['Karimata - Japan', '-1', '5', '43168'] LO Karimata Japan 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: 0.156029681262 minval: -7.1054273576e-15 end ./P1_MAXHEIGHT_END.jpg creating png end ./P1_MAXHEIGHT_END.png /home/critechuser/operational/bin -i -i iDeck1295194.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 iDeck1295194.txt -o . -opt rel -code SWAN **** Start of file : ./iDeck1295194.txt Line 1: ********************************************* Line 2: * Tsunami input deck: Line 3: ********************************************* Line 4: * General data Line 5: Title ="M6.5 MinCase 74" Line 6: outPath =(null) Line 7: * Line 8: DateTsunami =10 Nov 2021 15:45 Line 9: * Line 10: * Calculation parameters * Line 11: InTime =0.000000 * initial time (h) Line 12: FinTime =1.412102 * 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: FaultInput file size is 43200, 21600 0...10...20...30...40...50...60...70...80...90...100 - done. Number 1 Line 20: *------------------------------------------- Line 21: * EPICENTER * Line 22: Lat =23.626511 * degree Line 23: Lon =126.415375 * degree Line 24: Mag =6.464841 * Richter scale Line 25: faultform =8 * Okada parameters Line 26: flenght =27.000000 * km Line 27: fwidth =7.000000 * km Line 28: strike =240.240005 * degree (geog North=0) Line 29: slip =0.739000 * m Line 30: dip =24.250000 * degree Line 31: rake =90.360001 * degree Line 32: depth =12.367394 * km (top of the fault) 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 =124.915375 Line 48: lonmax =127.915375 Line 49: latmin =22.126511 Line 50: latmax =25.126511 Line 51: bathymetry =GEBCO30 **** End of file : ./iDeck1295194.txt ---| batmode = 3 gdal_translate -srcwin 36588 7783 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=0.739000 and depth=12.367394 ! calling gdal factor 1 End of programme Reading inline arguments -i iDeck1295194.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 iDeck1295194.txt -o . -opt rel -code HYSEA Reading file: ./iDeck1295194.txt Line 1: ********************************************* Line 2: * Tsunami input deck: Line 3: ********************************************* Line 4: * General data Line 5: Title ="M6.5 MinCase 74" Line 6: outPath =(null) Line 7: * Line 8: DateTsunami =10 Nov 2021 15:45 Line 9: * Line 10: * Calculation parameters * Line 11: InTime =0.000000 * initial time (h) Line 12: FinTime =1.412102 * 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 124.915375 127.915375 22.126511 25.126511 =West East North South DPC=2.01600000000000000000 E=127.915375 W=124.915375 S=22.126511 N=25.126511 DPC=2.01600000000000000000 BATHY=5 LAB= ImageName=Image TTTBase= RUNTTT= BATHY=5 -Rg124.915375/127.915375/22.126511/25.126511 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 -Rg124.915375/127.915375/22.126511/25.126511 -Jx -Cttt.cpt -P -K -V -X0.75i > Image.ps on ------------------------------------ Line 21: * EPICENTER * Line 22: Lat =23.626511 * degree Line 23: Lon =126.415375 * degree Line 24: Mag =6.464841 * Richter scale Line 25: faultform =8 * Okada parameters Line 26: flenght =27.000000 * km Line 27: fwidth =7.000000 * km Line 28: strike =240.240005 * degree (geog North=0) Line 29: slip =0.739000 * m Line 30: dip =24.250000 * degree Line 31: rake =90.360001 * degree Line 32: depth =12.367394 * km (top of the fault) 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 =124.915375 Line 48: lonmax =127.915375 Line 49: latmin =22.126511 Line 50: latmax =25.126511 Line 51: bathymetry =GEBCO30 End of Reading file: ./iDeck1295194.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 124.915375 127.915375 22.126511 25.126511 720 End of Reading file: ./iDeck1295194.txt