/home/critechuser/operational/bin -title -title "M_6.6,_184_km_SE_of_Hirara,_Japan" -dateEvent 10_Nov_2021_15:45 -Mag 6.6 -Lat 23.5414 -Lon 126.4798 -eqDepth 10 -i iDeck1408112.txt -o . -opt rel -code HYSEA -addparams -depthtype_middleofthefault Parsing addparams string: -depthtype_middleofthefault -depthtype=middleofthefault 10.000000 eqDepth=0.000000 searching faults Exiting from search fault Dist calculated from NOAA faults: 74.527901 km searching faults Exiting from search fault Dist calculated from MedEU faults: 9611.016602 km /home/critechuser/operational/bin -title -title "M 6.6, 184 km SE of Hirara, Japan" -dateEvent 10 Nov 2021 15:45 -Mag 6.6 -Lat 23.5414 -Lon 126.4798 -eqDepth 10 -i iDeck1408112.txt -o . -opt rel -code HYSEA -addparams -depthtype_middleofthefault Parsing addparams string: -depthtype_middleofthefault -depthtype=middleofthefault 10.000000 eqDepth=10.000000 lonmin= 124.979797 lonmax=127.979797 fl=31.000000 fw=8.000000 slip original: 0.898000 slip reaclulated: 0.898000 ** End of creation ** /home/critechuser/operational/bin -i -i iDeck1408112.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 iDeck1408112.txt -o . -opt rel -code HYSEA **** Start of file : ./iDeck1408112.txt Line 1: ********************************************* Line 2: * Tsunami input deck: Line 3: ********************************************* Line 4: * General data Line 5: Title ="M 6.6, 184 km SE of Hirara, Japan" 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 =1.750000 * 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: *--------------------------------------Input file size is 43200, 21600 0...10...20...30...40...50...60...70...80...90...100 - done. ----- Line 19: FaultNumber 1 Line 20: *------------------------------------------- Line 21: * EPICENTER * Line 22: Lat =23.541401 * degree Line 23: Lon =126.479797 * degree Line 24: Mag =6.600000 * Richter scale Line 25: faultform =8 * Okada parameters Line 26: flenght =31.000000 * km Line 27: fwidth =8.000000 * km Line 28: strike =233.000000 * degree (geog North=0) Line 29: slip =0.898000 * m Line 30: dip =16.000000 * degree Line 31: rake =90.000000 * degree Line 32: ipodepth =10.000000 * km (hypocenter, center of the fault, tof: 8.9 km) Line 33: ------end of fault 1 ------------ Line 34: * Line 35: FaultMode =0 Line 36: * Line 37: * Code parameters * Line 38: code =HYSEA Line 39: * Line 40: * Grid parameters * Line 41: constbat =False * for back compatibility Line 42: automscale =False * for back compatibility Line 43: width = 3.000000 * degree Line 44: batgrid =0.250000 * min Line 45: * Line 46: * calculation window Line 47: lonmin =124.979797 Line 48: lonmax =127.979797 Line 49: latmin =22.041401 Line 50: latmax =25.041401 Line 51: bathymetry =GEBCO30 **** End of file : ./iDeck1408112.txt ---| batmode = 3 gdal_translate -srcwin 36596 7794 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=0.898000 and depth=8.897451 ! 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 48 669 Kuninaka Japan 24.825520 125.209801 Ichimasui Japan 1 24.825520 125.209801 57 670 Ichimasui Japan 24.879471 125.276199 Karimata Japan 1 24.879471 125.276199 73 683 Karimata Japan 24.732580 125.279297 Sugama Japan 1 24.732580 125.279297 73 647 Sugama Japan 24.794680 125.286102 Hirara Japan 1 24.794680 125.286102 75 662 Hirara Japan 24.719681 125.338303 Arasato Japan 1 24.719681 125.338303 88 644 Arasato Japan 24.727579 125.425301 Bora Japan 1 24.727579 125.425301 108 646 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: 6300 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: [124.982, 127.977] Latitude: [22.0435, 25.04] Load balancing data Process 0: rows 0-719 Writing '"M_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: 6300 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: [124.982, 127.977] Latitude: [22.0435, 25.04] Reading time: 8.103720e-02 sec. Initial deltaT = 3.968593e-01 sec Iteration 1, deltaT = 3.968593e-01 sec, Time = 0.396859 sec Iteration 2, deltaT = 3.968593e-01 sec, Time = 0.793719 sec Iteration 3, deltaT = 3.968593e-01 sec, Time = 1.19058 sec Iteration 4, deltaT = 3.968593e-01 sec, Time = 1.58744 sec Iteration 5, deltaT = 3.968593e-01 sec, Time = 1.9843 sec Iteration 6, deltaT = 3.968593e-01 sec, Time = 2.38116 sec Iteration 7, deltaT = 3.968593e-01 sec, Time = 2.77801 sec Iteration 8, deltaT = 3.968593e-01 sec, Time = 3.17487 sec Iteration 9, deltaT = 3.968593e-01 sec, Time = 3.57173 sec Iteration 10, deltaT = 3.968593e-01 sec, Time = 3.96859 sec Iteration 11, deltaT = 3.968593e-01 sec, Time = 4.36545 sec Iteration 12, deltaT = 3.968593e-01 sec, Time = 4.76231 sec Iteration 13, deltaT = 3.968593e-01 sec, Time = 5.15917 sec Iteration 14, deltaT = 3.968593e-01 sec, Time = 5.55603 sec Iteration 15, deltaT = 3.968593e-01 sec, Time = 5.95289 sec Iteration 16, deltaT = 3.968593e-01 sec, Time = 6.34975 sec Iteration 17, deltaT = 3.968593e-01 sec, Time = 6.74661 sec Iteration 18, deltaT = 3.968593e-01 sec, Time = 7.14347 sec Iteration 19, deltaT = 3.968593e-01 sec, Time = 7.54033 sec Iteration 20, deltaT = 3.968593e-01 sec, Time = 7.93719 sec Iteration 21, deltaT = 3.968593e-01 sec, Time = 8.33404 sec Iteration 22, deltaT = 3.968593e-01 sec, Time = 8.7309 sec Iteration 23, deltaT = 3.968593e-01 sec, Time = 9.12776 sec Iteration 24, deltaT = 3.968593e-01 sec, Time = 9.52462 sec Iteration 25, deltaT = 3.968593e-01 sec, Time = 9.92148 sec Iteration 26, deltaT = 3.968593e-01 sec, Time = 10.3183 sec Iteration 27, deltaT = 3.968593e-01 sec, Time = 10.7152 sec Iteration 28, deltaT = 3.968593e-01 sec, Time = 11.1121 sec Iteration 29, deltaT = 3.968593e-01 sec, Time = 11.5089 sec Iteration 30, deltaT = 3.968593e-01 sec, Time = 11.9058 sec Iteration 31, deltaT = 3.968593e-01 sec, Time = 12.3026 sec Iteration 32, deltaT = 3.968593e-01 sec, Time = 12.6995 sec Iteration 33, deltaT = 3.968593e-01 sec, Time = 13.0964 sec Iteration 34, deltaT = 3.968593e-01 sec, Time = 13.4932 sec Iteration 35, deltaT = 3.968593e-01 sec, Time = 13.8901 sec Iteration 36, deltaT = 3.968593e-01 sec, Time = 14.2869 sec Iteration 37, deltaT = 3.968593e-01 sec, Time = 14.6838 sec Iteration 38, deltaT = 3.968593e-01 sec, Time = 15.0807 sec Iteration 39, deltaT = 3.968593e-01 sec, Time = 15.4775 sec Iteration 40, deltaT = 3.968593e-01 sec, Time = 15.8744 sec Iteration 41, deltaT = 3.968593e-01 sec, Time = 16.2712 sec Iteration 42, deltaT = 3.968593e-01 sec, Time = 16.6681 sec Iteration 43, deltaT = 3.968593e-01 sec, Time = 17.0649 sec Iteration 44, deltaT = 3.968593e-01 sec, Time = 17.4618 sec Iteration 45, deltaT = 3.968593e-01 sec, Time = 17.8587 sec Iteration 46, deltaT = 3.968593e-01 sec, Time = 18.2555 sec Iteration 47, deltaT = 3.968593e-01 sec, Time = 18.6524 sec Iteration 48, deltaT = 3.968593e-01 sec, Time = 19.0492 sec Iteration 49, deltaT = 3.968593e-01 sec, Time = 19.4461 sec Iteration 50, deltaT = 3.968593e-01 sec, Time = 19.843 sec Iteration 51, deltaT = 3.968593e-01 sec, Time = 20.2398 sec Iteration 52, deltaT = 3.968593e-01 sec, Time = 20.6367 sec Iteration 53, deltaT = 3.968593e-01 sec, Time = 21.0335 sec Iteration 54, deltaT = 3.968593e-01 sec, Time = 21.4304 sec Iteration 55, deltaT = 3.968593e-01 sec, Time = 21.8273 sec Iteration 56, deltaT = 3.968593e-01 sec, Time = 22.2241 sec Iteration 57, deltaT = 3.968593e-01 sec, Time = 22.621 sec Iteration 58, deltaT = 3.968593e-01 sec, Time = 23.0178 sec Iteration 59, deltaT = 3.968593e-01 sec, Time = 23.4147 sec Iteration 60, deltaT = 3.968593e-01 sec, Time = 23.8116 sec Iteration 61, deltaT = 3.968593e-01 sec, Time = 24.2084 sec Iteration 62, deltaT = 3.968593e-01 sec, Time = 24.6053 sec Iteration 63, deltaT = 3.968593e-01 sec, Time = 25.0021 sec Iteration 64, deltaT = 3.968593e-01 sec, Time = 25.399 sec Iteration 65, deltaT = 3.968593e-01 sec, Time = 25.7959 sec Iteration 66, deltaT = 3.968593e-01 sec, Time = 26.1927 sec Iteration 67, deltaT = 3.968593e-01 sec, Time = 26.5896 sec Iteration 68, deltaT = 3.968593e-01 sec, Time = 26.9864 sec Iteration 69, deltaT = 3.968593e-01 sec, Time = 27.3833 sec Iteration 70, deltaT = 3.968593e-01 sec, Time = 27.7801 sec Iteration 71, deltaT = 3.968593e-01 sec, Time = 28.177 sec Iteration 72, deltaT = 3.968593e-01 sec, Time = 28.5739 sec Iteration 73, deltaT = 3.968593e-01 sec, Time = 28.9707 sec Iteration 74, deltaT = 3.968593e-01 sec, Time = 29.3676 sec Iteration 75, deltaT = 3.968593e-01 sec, Time = 29.7644 sec Iteration 76, deltaT = 3.968593e-01 sec, Time = 30.1613 sec Iteration 77, deltaT = 3.968593e-01 sec, Time = 30.5582 sec Iteration 78, deltaT = 3.968593e-01 sec, Time = 30.955 sec Iteration 79, deltaT = 3.968593e-01 sec, Time = 31.3519 sec Iteration 80, deltaT = 3.968593e-01 sec, Time = 31.7487 sec Iteration 81, deltaT = 3.968593e-01 sec, Time = 32.1456 sec Iteration 82, deltaT = 3.968593e-01 sec, Time = 32.5425 sec Iteration 83, deltaT = 3.968593e-01 sec, Time = 32.9393 sec Iteration 84, deltaT = 3.968593e-01 sec, Time = 33.3362 sec Iteration 85, deltaT = 3.968593e-01 sec, Time = 33.733 sec Iteration 86, deltaT = 3.968593e-01 sec, Time = 34.1299 sec Iteration 87, deltaT = 3.968593e-01 sec, Time = 34.5268 sec Iteration 88, deltaT = 3.968593e-01 sec, Time = 34.9236 sec Iteration 89, deltaT = 3.968593e-01 sec, Time = 35.3205 sec Iteration 90, deltaT = 3.968593e-01 sec, Time = 35.7173 sec Iteration 91, deltaT = 3.968593e-01 sec, Time = 36.1142 sec Iteration 92, deltaT = 3.968593e-01 sec, Time = 36.5111 sec Iteration 93, deltaT = 3.968593e-01 sec, Time = 36.9079 sec Iteration 94, deltaT = 3.968593e-01 sec, Time = 37.3048 sec Iteration 95, deltaT = 3.968593e-01 sec, Time = 37.7016 sec Iteration 96, deltaT = 3.968593e-01 sec, Time = 38.0985 sec Iteration 97, deltaT = 3.968593e-01 sec, Time = 38.4954 sec Iteration 98, deltaT = 3.968593e-01 sec, Time = 38.8922 sec Iteration 99, deltaT = 3.968593e-01 sec, Time = 39.2891 sec Iteration 100, deltaT = 3.968593e-01 sec, Time = 39.6859 sec Iteration 101, deltaT = 3.968593e-01 sec, Time = 40.0828 sec Iteration 102, deltaT = 3.968593e-01 sec, Time = 40.4796 sec Iteration 103, deltaT = 3.968593e-01 sec, Time = 40.8765 sec Iteration 104, deltaT = 3.968593e-01 sec, Time = 41.2734 sec Iteration 105, deltaT = 3.968593e-01 sec, Time = 41.6702 sec Iteration 106, deltaT = 3.968593e-01 sec, Time = 42.0671 sec Iteration 107, deltaT = 3.968593e-01 sec, Time = 42.4639 sec Iteration 108, deltaT = 3.968593e-01 sec, Time = 42.8608 sec Iteration 109, deltaT = 3.968593e-01 sec, Time = 43.2577 sec Iteration 110, deltaT = 3.968593e-01 sec, Time = 43.6545 sec Iteration 111, deltaT = 3.968593e-01 sec, Time = 44.0514 sec Iteration 112, deltaT = 3.968593e-01 sec, Time = 44.4482 sec Iteration 113, deltaT = 3.968593e-01 sec, Time = 44.8451 sec Iteration 114, deltaT = 3.968593e-01 sec, Time = 45.242 sec Iteration 115, deltaT = 3.968593e-01 sec, Time = 45.6388 sec Iteration 116, deltaT = 3.968593e-01 sec, Time = 46.0357 sec Iteration 117, deltaT = 3.968593e-01 sec, Time = 46.4325 sec Iteration 118, deltaT = 3.968593e-01 sec, Time = 46.8294 sec Iteration 119, deltaT = 3.968593e-01 sec, Time = 47.2263 sec Iteration 120, deltaT = 3.968593e-01 sec, Time = 47.6231 sec Iteration 121, deltaT = 3.968593e-01 sec, Time = 48.02 sec Iteration 122, deltaT = 3.968593e-01 sec, Time = 48.4168 sec Iteration 123, deltaT = 3.968593e-01 sec, Time = 48.8137 sec Iteration 124, deltaT = 3.968593e-01 sec, Time = 49.2106 sec Iteration 125, deltaT = 3.968593e-01 sec, Time = 49.6074 sec Iteration 126, deltaT = 3.968593e-01 sec, Time = 50.0043 sec Iteration 127, deltaT = 3.968593e-01 sec, Time = 50.4011 sec Iteration 128, deltaT = 3.968593e-01 sec, Time = 50.798 sec Iteration 129, deltaT = 3.968593e-01 sec, Time = 51.1948 sec Iteration 130, deltaT = 3.968593e-01 sec, Time = 51.5917 sec Iteration 131, deltaT = 3.968593e-01 sec, Time = 51.9886 sec Iteration 132, deltaT = 3.968593e-01 sec, Time = 52.3854 sec Iteration 133, deltaT = 3.968593e-01 sec, Time = 52.7823 sec Iteration 134, deltaT = 3.968593e-01 sec, Time = 53.1791 sec Iteration 135, deltaT = 3.968593e-01 sec, Time = 53.576 sec Iteration 136, deltaT = 3.968593e-01 sec, Time = 53.9729 sec Iteration 137, deltaT = 3.968593e-01 sec, Time = 54.3697 sec Iteration 138, deltaT = 3.968593e-01 sec, Time = 54.7666 sec Iteration 139, deltaT = 3.968593e-01 sec, Time = 55.1634 sec Iteration 140, deltaT = 3.968593e-01 sec, Time = 55.5603 sec Iteration 141, deltaT = 3.968593e-01 sec, Time = 55.9572 sec Iteration 142, deltaT = 3.968593e-01 sec, Time = 56.354 sec Iteration 143, deltaT = 3.968593e-01 sec, Time = 56.7509 sec Iteration 144, deltaT = 3.968593e-01 sec, Time = 57.1477 sec Iteration 145, deltaT = 3.968593e-01 sec, Time = 57.5446 sec Iteration 146, deltaT = 3.968593e-01 sec, Time = 57.9415 sec Iteration 147, deltaT = 3.968593e-01 sec, Time = 58.3383 sec Iteration 148, deltaT = 3.968593e-01 sec, Time = 58.7352 sec Iteration 149, deltaT = 3.968593e-01 sec, Time = 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sec Iteration 6613, deltaT = 3.968593e-01 sec, Time = 2624.43 sec Iteration 6614, deltaT = 3.968593e-01 sec, Time = 2624.83 sec Iteration 6615, deltaT = 3.968593e-01 sec, Time = 2625.22 sec Iteration 6616, deltaT = 3.968593e-01 sec, Time = 2625.62 sec Iteration 6617, deltaT = 3.968593e-01 sec, Time = 2626.02 sec Iteration 6618, deltaT = 3.968593e-01 sec, Time = 2626.41 sec Iteration 6619, deltaT = 3.968593e-01 sec, Time = 2626.81 sec Iteration 6620, deltaT = 3.968593e-01 sec, Time = 2627.21 sec Iteration 6621, deltaT = 3.968593e-01 sec, Time = 2627.61 sec Iteration 6622, deltaT = 3.968593e-01 sec, Time = 2628 sec Iteration 6623, deltaT = 3.968593e-01 sec, Time = 2628.4 sec Iteration 6624, deltaT = 3.968593e-01 sec, Time = 2628.8 sec Iteration 6625, deltaT = 3.968593e-01 sec, Time = 2629.19 sec Iteration 6626, deltaT = 3.968593e-01 sec, Time = 2629.59 sec Iteration 6627, deltaT = 3.968593e-01 sec, Time = 2629.99 sec Iteration 6628, deltaT = 3.968593e-01 sec, Time = 2630.38 sec Iteration 6629, deltaT = 3.968593e-01 sec, Time = 2630.78 sec Iteration 6630, deltaT = 3.968593e-01 sec, Time = 2631.18 sec Iteration 6631, deltaT = 3.968593e-01 sec, Time = 2631.57 sec Iteration 6632, deltaT = 3.968593e-01 sec, Time = 2631.97 sec Iteration 6633, deltaT = 3.968593e-01 sec, Time = 2632.37 sec Iteration 6634, deltaT = 3.968593e-01 sec, Time = 2632.76 sec Iteration 6635, deltaT = 3.968593e-01 sec, Time = 2633.16 sec Iteration 6636, deltaT = 3.968593e-01 sec, Time = 2633.56 sec Iteration 6637, deltaT = 3.968593e-01 sec, Time = 2633.95 sec Iteration 6638, deltaT = 3.968593e-01 sec, Time = 2634.35 sec Iteration 6639, deltaT = 3.968593e-01 sec, Time = 2634.75 sec Iteration 6640, deltaT = 3.968593e-01 sec, Time = 2635.15 sec Iteration 6641, deltaT = 3.968593e-01 sec, Time = 2635.54 sec Iteration 6642, deltaT = 3.968593e-01 sec, Time = 2635.94 sec Iteration 6643, deltaT = 3.968593e-01 sec, Time = 2636.34 sec Iteration 6644, deltaT = 3.968593e-01 sec, Time = 2636.73 sec Iteration 6645, 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Time = 2662.53 sec Iteration 6710, deltaT = 3.968593e-01 sec, Time = 2662.93 sec Iteration 6711, deltaT = 3.968593e-01 sec, Time = 2663.32 sec Iteration 6712, deltaT = 3.968593e-01 sec, Time = 2663.72 sec Iteration 6713, deltaT = 3.968593e-01 sec, Time = 2664.12 sec Iteration 6714, deltaT = 3.968593e-01 sec, Time = 2664.51 sec Iteration 6715, deltaT = 3.968593e-01 sec, Time = 2664.91 sec Iteration 6716, deltaT = 3.968593e-01 sec, Time = 2665.31 sec Iteration 6717, deltaT = 3.968593e-01 sec, Time = 2665.7 sec Iteration 6718, deltaT = 3.968593e-01 sec, Time = 2666.1 sec Iteration 6719, deltaT = 3.968593e-01 sec, Time = 2666.5 sec Iteration 6720, deltaT = 3.968593e-01 sec, Time = 2666.89 sec Iteration 6721, deltaT = 3.968593e-01 sec, Time = 2667.29 sec Iteration 6722, deltaT = 3.968593e-01 sec, Time = 2667.69 sec Iteration 6723, deltaT = 3.968593e-01 sec, Time = 2668.08 sec Iteration 6724, deltaT = 3.968593e-01 sec, Time = 2668.48 sec Iteration 6725, deltaT = 3.968593e-01 sec, Time = 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sec Iteration 6742, deltaT = 3.968593e-01 sec, Time = 2675.63 sec Iteration 6743, deltaT = 3.968593e-01 sec, Time = 2676.02 sec Iteration 6744, deltaT = 3.968593e-01 sec, Time = 2676.42 sec Iteration 6745, deltaT = 3.968593e-01 sec, Time = 2676.82 sec Iteration 6746, deltaT = 3.968593e-01 sec, Time = 2677.21 sec Iteration 6747, deltaT = 3.968593e-01 sec, Time = 2677.61 sec Iteration 6748, deltaT = 3.968593e-01 sec, Time = 2678.01 sec Iteration 6749, deltaT = 3.968593e-01 sec, Time = 2678.4 sec Iteration 6750, deltaT = 3.968593e-01 sec, Time = 2678.8 sec Iteration 6751, deltaT = 3.968593e-01 sec, Time = 2679.2 sec Iteration 6752, deltaT = 3.968593e-01 sec, Time = 2679.59 sec Iteration 6753, deltaT = 3.968593e-01 sec, Time = 2679.99 sec Iteration 6754, deltaT = 3.968593e-01 sec, Time = 2680.39 sec Iteration 6755, deltaT = 3.968593e-01 sec, Time = 2680.78 sec Iteration 6756, deltaT = 3.968593e-01 sec, Time = 2681.18 sec Iteration 6757, deltaT = 3.968593e-01 sec, Time = 2681.58 sec Iteration 6758, deltaT = 3.968593e-01 sec, Time = 2681.97 sec Iteration 6759, deltaT = 3.968593e-01 sec, Time = 2682.37 sec Iteration 6760, deltaT = 3.968593e-01 sec, Time = 2682.77 sec Iteration 6761, deltaT = 3.968593e-01 sec, Time = 2683.17 sec Iteration 6762, deltaT = 3.968593e-01 sec, Time = 2683.56 sec Iteration 6763, deltaT = 3.968593e-01 sec, Time = 2683.96 sec Iteration 6764, deltaT = 3.968593e-01 sec, Time = 2684.36 sec Iteration 6765, deltaT = 3.968593e-01 sec, Time = 2684.75 sec Iteration 6766, deltaT = 3.968593e-01 sec, Time = 2685.15 sec Iteration 6767, deltaT = 3.968593e-01 sec, Time = 2685.55 sec Iteration 6768, deltaT = 3.968593e-01 sec, Time = 2685.94 sec Iteration 6769, deltaT = 3.968593e-01 sec, Time = 2686.34 sec Iteration 6770, deltaT = 3.968593e-01 sec, Time = 2686.74 sec Iteration 6771, deltaT = 3.968593e-01 sec, Time = 2687.13 sec Iteration 6772, deltaT = 3.968593e-01 sec, Time = 2687.53 sec Iteration 6773, deltaT = 3.968593e-01 sec, Time = 2687.93 sec Iteration 6774, deltaT = 3.968593e-01 sec, Time = 2688.32 sec Iteration 6775, deltaT = 3.968593e-01 sec, Time = 2688.72 sec Iteration 6776, deltaT = 3.968593e-01 sec, Time = 2689.12 sec Iteration 6777, deltaT = 3.968593e-01 sec, Time = 2689.52 sec Iteration 6778, deltaT = 3.968593e-01 sec, Time = 2689.91 sec Iteration 6779, deltaT = 3.968593e-01 sec, Time = 2690.31 sec Iteration 6780, deltaT = 3.968593e-01 sec, Time = 2690.71 sec Iteration 6781, deltaT = 3.968593e-01 sec, Time = 2691.1 sec Iteration 6782, deltaT = 3.968593e-01 sec, Time = 2691.5 sec Iteration 6783, deltaT = 3.968593e-01 sec, Time = 2691.9 sec Iteration 6784, deltaT = 3.968593e-01 sec, Time = 2692.29 sec Iteration 6785, deltaT = 3.968593e-01 sec, Time = 2692.69 sec Iteration 6786, deltaT = 3.968593e-01 sec, Time = 2693.09 sec Iteration 6787, deltaT = 3.968593e-01 sec, Time = 2693.48 sec Iteration 6788, deltaT = 3.968593e-01 sec, Time = 2693.88 sec Iteration 6789, deltaT = 3.968593e-01 sec, Time = 2694.28 sec Iteration 6790, deltaT = 3.968593e-01 sec, Time = 2694.67 sec Iteration 6791, deltaT = 3.968593e-01 sec, Time = 2695.07 sec Iteration 6792, deltaT = 3.968593e-01 sec, Time = 2695.47 sec Iteration 6793, deltaT = 3.968593e-01 sec, Time = 2695.86 sec Iteration 6794, deltaT = 3.968593e-01 sec, Time = 2696.26 sec Iteration 6795, deltaT = 3.968593e-01 sec, Time = 2696.66 sec Iteration 6796, deltaT = 3.968593e-01 sec, Time = 2697.06 sec Iteration 6797, deltaT = 3.968593e-01 sec, Time = 2697.45 sec Iteration 6798, deltaT = 3.968593e-01 sec, Time = 2697.85 sec Iteration 6799, deltaT = 3.968593e-01 sec, Time = 2698.25 sec Iteration 6800, deltaT = 3.968593e-01 sec, Time = 2698.64 sec Iteration 6801, deltaT = 3.968593e-01 sec, Time = 2699.04 sec Iteration 6802, deltaT = 3.968593e-01 sec, Time = 2699.44 sec Iteration 6803, deltaT = 3.968593e-01 sec, Time = 2699.83 sec Iteration 6804, deltaT = 3.968593e-01 sec, Time = 2700.23 sec Iteration 6805, deltaT = 3.968593e-01 sec, Time = 2700.63 sec Iteration 6806, deltaT = 3.968593e-01 sec, Time = 2701.02 sec Iteration 6807, deltaT = 3.968593e-01 sec, Time = 2701.42 sec Iteration 6808, deltaT = 3.968593e-01 sec, Time = 2701.82 sec Iteration 6809, deltaT = 3.968593e-01 sec, Time = 2702.21 sec Iteration 6810, deltaT = 3.968593e-01 sec, Time = 2702.61 sec Iteration 6811, deltaT = 3.968593e-01 sec, Time = 2703.01 sec Iteration 6812, deltaT = 3.968593e-01 sec, Time = 2703.41 sec Iteration 6813, deltaT = 3.968593e-01 sec, Time = 2703.8 sec Iteration 6814, deltaT = 3.968593e-01 sec, Time = 2704.2 sec Iteration 6815, deltaT = 3.968593e-01 sec, Time = 2704.6 sec Iteration 6816, deltaT = 3.968593e-01 sec, Time = 2704.99 sec Iteration 6817, deltaT = 3.968593e-01 sec, Time = 2705.39 sec Iteration 6818, deltaT = 3.968593e-01 sec, Time = 2705.79 sec Iteration 6819, deltaT = 3.968593e-01 sec, Time = 2706.18 sec Iteration 6820, deltaT = 3.968593e-01 sec, Time = 2706.58 sec Iteration 6821, deltaT = 3.968593e-01 sec, Time = 2706.98 sec Iteration 6822, deltaT = 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Iteration 6919, deltaT = 3.968593e-01 sec, Time = 2745.87 sec Iteration 6920, deltaT = 3.968593e-01 sec, Time = 2746.27 sec Iteration 6921, deltaT = 3.968593e-01 sec, Time = 2746.66 sec Iteration 6922, deltaT = 3.968593e-01 sec, Time = 2747.06 sec Iteration 6923, deltaT = 3.968593e-01 sec, Time = 2747.46 sec Iteration 6924, deltaT = 3.968593e-01 sec, Time = 2747.85 sec Iteration 6925, deltaT = 3.968593e-01 sec, Time = 2748.25 sec Iteration 6926, deltaT = 3.968593e-01 sec, Time = 2748.65 sec Iteration 6927, deltaT = 3.968593e-01 sec, Time = 2749.04 sec Iteration 6928, deltaT = 3.968593e-01 sec, Time = 2749.44 sec Iteration 6929, deltaT = 3.968593e-01 sec, Time = 2749.84 sec Iteration 6930, deltaT = 3.968593e-01 sec, Time = 2750.23 sec Iteration 6931, deltaT = 3.968593e-01 sec, Time = 2750.63 sec Iteration 6932, deltaT = 3.968593e-01 sec, Time = 2751.03 sec Iteration 6933, deltaT = 3.968593e-01 sec, Time = 2751.43 sec Iteration 6934, deltaT = 3.968593e-01 sec, Time = 2751.82 sec Iteration 6935, deltaT = 3.968593e-01 sec, Time = 2752.22 sec Iteration 6936, deltaT = 3.968593e-01 sec, Time = 2752.62 sec Iteration 6937, deltaT = 3.968593e-01 sec, Time = 2753.01 sec Iteration 6938, deltaT = 3.968593e-01 sec, Time = 2753.41 sec Iteration 6939, deltaT = 3.968593e-01 sec, Time = 2753.81 sec Iteration 6940, deltaT = 3.968593e-01 sec, Time = 2754.2 sec Iteration 6941, deltaT = 3.968593e-01 sec, Time = 2754.6 sec Iteration 6942, deltaT = 3.968593e-01 sec, Time = 2755 sec Iteration 6943, deltaT = 3.968593e-01 sec, Time = 2755.39 sec Iteration 6944, deltaT = 3.968593e-01 sec, Time = 2755.79 sec Iteration 6945, deltaT = 3.968593e-01 sec, Time = 2756.19 sec Iteration 6946, deltaT = 3.968593e-01 sec, Time = 2756.58 sec Iteration 6947, deltaT = 3.968593e-01 sec, Time = 2756.98 sec Iteration 6948, deltaT = 3.968593e-01 sec, Time = 2757.38 sec Iteration 6949, deltaT = 3.968593e-01 sec, Time = 2757.78 sec Iteration 6950, deltaT = 3.968593e-01 sec, Time = 2758.17 sec Iteration 6951, deltaT = 3.968593e-01 sec, Time = 2758.57 sec Iteration 6952, deltaT = 3.968593e-01 sec, Time = 2758.97 sec Iteration 6953, deltaT = 3.968593e-01 sec, Time = 2759.36 sec Iteration 6954, deltaT = 3.968593e-01 sec, Time = 2759.76 sec Iteration 6955, deltaT = 3.968593e-01 sec, Time = 2760.16 sec Iteration 6956, deltaT = 3.968593e-01 sec, Time = 2760.55 sec Iteration 6957, deltaT = 3.968593e-01 sec, Time = 2760.95 sec Iteration 6958, deltaT = 3.968593e-01 sec, Time = 2761.35 sec Iteration 6959, deltaT = 3.968593e-01 sec, Time = 2761.74 sec Iteration 6960, deltaT = 3.968593e-01 sec, Time = 2762.14 sec Iteration 6961, deltaT = 3.968593e-01 sec, Time = 2762.54 sec Iteration 6962, deltaT = 3.968593e-01 sec, Time = 2762.93 sec Iteration 6963, deltaT = 3.968593e-01 sec, Time = 2763.33 sec Iteration 6964, deltaT = 3.968593e-01 sec, Time = 2763.73 sec Iteration 6965, deltaT = 3.968593e-01 sec, Time = 2764.12 sec Iteration 6966, deltaT = 3.968593e-01 sec, Time = 2764.52 sec Iteration 6967, deltaT = 3.968593e-01 sec, Time = 2764.92 sec Iteration 6968, deltaT = 3.968593e-01 sec, Time = 2765.32 sec Iteration 6969, deltaT = 3.968593e-01 sec, Time = 2765.71 sec Iteration 6970, deltaT = 3.968593e-01 sec, Time = 2766.11 sec Iteration 6971, deltaT = 3.968593e-01 sec, Time = 2766.51 sec Iteration 6972, deltaT = 3.968593e-01 sec, Time = 2766.9 sec Iteration 6973, deltaT = 3.968593e-01 sec, Time = 2767.3 sec Iteration 6974, deltaT = 3.968593e-01 sec, Time = 2767.7 sec Iteration 6975, deltaT = 3.968593e-01 sec, Time = 2768.09 sec Iteration 6976, deltaT = 3.968593e-01 sec, Time = 2768.49 sec Iteration 6977, deltaT = 3.968593e-01 sec, Time = 2768.89 sec Iteration 6978, deltaT = 3.968593e-01 sec, Time = 2769.28 sec Iteration 6979, deltaT = 3.968593e-01 sec, Time = 2769.68 sec Iteration 6980, deltaT = 3.968593e-01 sec, Time = 2770.08 sec Iteration 6981, deltaT = 3.968593e-01 sec, Time = 2770.47 sec Iteration 6982, deltaT = 3.968593e-01 sec, Time = 2770.87 sec Iteration 6983, deltaT = 3.968593e-01 sec, Time = 2771.27 sec Iteration 6984, deltaT = 3.968593e-01 sec, Time = 2771.67 sec Iteration 6985, deltaT = 3.968593e-01 sec, Time = 2772.06 sec Iteration 6986, deltaT = 3.968593e-01 sec, Time = 2772.46 sec Iteration 6987, deltaT = 3.968593e-01 sec, Time = 2772.86 sec Iteration 6988, deltaT = 3.968593e-01 sec, Time = 2773.25 sec Iteration 6989, deltaT = 3.968593e-01 sec, Time = 2773.65 sec Iteration 6990, deltaT = 3.968593e-01 sec, Time = 2774.05 sec Iteration 6991, deltaT = 3.968593e-01 sec, Time = 2774.44 sec Iteration 6992, deltaT = 3.968593e-01 sec, Time = 2774.84 sec Iteration 6993, deltaT = 3.968593e-01 sec, Time = 2775.24 sec Iteration 6994, deltaT = 3.968593e-01 sec, Time = 2775.63 sec Iteration 6995, deltaT = 3.968593e-01 sec, Time = 2776.03 sec Iteration 6996, deltaT = 3.968593e-01 sec, Time = 2776.43 sec Iteration 6997, deltaT = 3.968593e-01 sec, Time = 2776.82 sec Iteration 6998, deltaT = 3.968593e-01 sec, Time = 2777.22 sec Iteration 6999, deltaT = 3.968593e-01 sec, Time = 2777.62 sec Iteration 7000, deltaT = 3.968593e-01 sec, Time = 2778.01 sec Iteration 7001, deltaT = 3.968593e-01 sec, Time = 2778.41 sec Iteration 7002, deltaT = 3.968593e-01 sec, Time = 2778.81 sec Iteration 7003, deltaT = 3.968593e-01 sec, Time = 2779.21 sec Iteration 7004, deltaT = 3.968593e-01 sec, Time = 2779.6 sec Iteration 7005, deltaT = 3.968593e-01 sec, Time = 2780 sec Iteration 7006, deltaT = 3.968593e-01 sec, Time = 2780.4 sec Iteration 7007, deltaT = 3.968593e-01 sec, Time = 2780.79 sec Iteration 7008, deltaT = 3.968593e-01 sec, Time = 2781.19 sec Iteration 7009, deltaT = 3.968593e-01 sec, Time = 2781.59 sec Iteration 7010, deltaT = 3.968593e-01 sec, Time = 2781.98 sec Iteration 7011, deltaT = 3.968593e-01 sec, Time = 2782.38 sec Iteration 7012, deltaT = 3.968593e-01 sec, Time = 2782.78 sec Iteration 7013, deltaT = 3.968593e-01 sec, Time = 2783.17 sec Iteration 7014, deltaT = 3.968593e-01 sec, Time = 2783.57 sec Iteration 7015, deltaT = 3.968593e-01 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Time = 2790.32 sec Iteration 7032, deltaT = 3.968593e-01 sec, Time = 2790.71 sec Iteration 7033, deltaT = 3.968593e-01 sec, Time = 2791.11 sec Iteration 7034, deltaT = 3.968593e-01 sec, Time = 2791.51 sec Iteration 7035, deltaT = 3.968593e-01 sec, Time = 2791.9 sec Iteration 7036, deltaT = 3.968593e-01 sec, Time = 2792.3 sec Iteration 7037, deltaT = 3.968593e-01 sec, Time = 2792.7 sec Iteration 7038, deltaT = 3.968593e-01 sec, Time = 2793.1 sec Iteration 7039, deltaT = 3.968593e-01 sec, Time = 2793.49 sec Iteration 7040, deltaT = 3.968593e-01 sec, Time = 2793.89 sec Iteration 7041, deltaT = 3.968593e-01 sec, Time = 2794.29 sec Iteration 7042, deltaT = 3.968593e-01 sec, Time = 2794.68 sec Iteration 7043, deltaT = 3.968593e-01 sec, Time = 2795.08 sec Iteration 7044, deltaT = 3.968593e-01 sec, Time = 2795.48 sec Iteration 7045, deltaT = 3.968593e-01 sec, Time = 2795.87 sec Iteration 7046, deltaT = 3.968593e-01 sec, Time = 2796.27 sec Iteration 7047, deltaT = 3.968593e-01 sec, Time = 2796.67 sec Iteration 7048, deltaT = 3.968593e-01 sec, Time = 2797.06 sec Iteration 7049, deltaT = 3.968593e-01 sec, Time = 2797.46 sec Iteration 7050, deltaT = 3.968593e-01 sec, Time = 2797.86 sec Iteration 7051, deltaT = 3.968593e-01 sec, Time = 2798.25 sec Iteration 7052, deltaT = 3.968593e-01 sec, Time = 2798.65 sec Iteration 7053, deltaT = 3.968593e-01 sec, Time = 2799.05 sec Iteration 7054, deltaT = 3.968593e-01 sec, Time = 2799.45 sec Iteration 7055, deltaT = 3.968593e-01 sec, Time = 2799.84 sec Iteration 7056, deltaT = 3.968593e-01 sec, Time = 2800.24 sec Iteration 7057, deltaT = 3.968593e-01 sec, Time = 2800.64 sec Iteration 7058, deltaT = 3.968593e-01 sec, Time = 2801.03 sec Iteration 7059, deltaT = 3.968593e-01 sec, Time = 2801.43 sec Iteration 7060, deltaT = 3.968593e-01 sec, Time = 2801.83 sec Iteration 7061, deltaT = 3.968593e-01 sec, Time = 2802.22 sec Iteration 7062, deltaT = 3.968593e-01 sec, Time = 2802.62 sec Iteration 7063, deltaT = 3.968593e-01 sec, Time = 2803.02 sec Iteration 7064, deltaT = 3.968593e-01 sec, Time = 2803.41 sec Iteration 7065, deltaT = 3.968593e-01 sec, Time = 2803.81 sec Iteration 7066, deltaT = 3.968593e-01 sec, Time = 2804.21 sec Iteration 7067, deltaT = 3.968593e-01 sec, Time = 2804.6 sec Iteration 7068, deltaT = 3.968593e-01 sec, Time = 2805 sec Iteration 7069, deltaT = 3.968593e-01 sec, Time = 2805.4 sec Iteration 7070, deltaT = 3.968593e-01 sec, Time = 2805.8 sec Iteration 7071, deltaT = 3.968593e-01 sec, Time = 2806.19 sec Iteration 7072, deltaT = 3.968593e-01 sec, Time = 2806.59 sec Iteration 7073, deltaT = 3.968593e-01 sec, Time = 2806.99 sec Iteration 7074, deltaT = 3.968593e-01 sec, Time = 2807.38 sec Iteration 7075, deltaT = 3.968593e-01 sec, Time = 2807.78 sec Iteration 7076, deltaT = 3.968593e-01 sec, Time = 2808.18 sec Iteration 7077, deltaT = 3.968593e-01 sec, Time = 2808.57 sec Iteration 7078, deltaT = 3.968593e-01 sec, Time = 2808.97 sec Iteration 7079, deltaT = 3.968593e-01 sec, Time = 2809.37 sec Iteration 7080, deltaT = 3.968593e-01 sec, Time = 2809.76 sec Iteration 7081, deltaT = 3.968593e-01 sec, Time = 2810.16 sec Iteration 7082, deltaT = 3.968593e-01 sec, Time = 2810.56 sec Iteration 7083, deltaT = 3.968593e-01 sec, Time = 2810.95 sec Iteration 7084, deltaT = 3.968593e-01 sec, Time = 2811.35 sec Iteration 7085, deltaT = 3.968593e-01 sec, Time = 2811.75 sec Iteration 7086, deltaT = 3.968593e-01 sec, Time = 2812.14 sec Iteration 7087, deltaT = 3.968593e-01 sec, Time = 2812.54 sec Iteration 7088, deltaT = 3.968593e-01 sec, Time = 2812.94 sec Iteration 7089, deltaT = 3.968593e-01 sec, Time = 2813.34 sec Iteration 7090, deltaT = 3.968593e-01 sec, Time = 2813.73 sec Iteration 7091, deltaT = 3.968593e-01 sec, Time = 2814.13 sec Iteration 7092, deltaT = 3.968593e-01 sec, Time = 2814.53 sec Iteration 7093, deltaT = 3.968593e-01 sec, Time = 2814.92 sec Iteration 7094, deltaT = 3.968593e-01 sec, Time = 2815.32 sec Iteration 7095, deltaT = 3.968593e-01 sec, Time = 2815.72 sec Iteration 7096, 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Iteration 7209, deltaT = 3.968593e-01 sec, Time = 2860.96 sec Iteration 7210, deltaT = 3.968593e-01 sec, Time = 2861.36 sec Iteration 7211, deltaT = 3.968593e-01 sec, Time = 2861.75 sec Iteration 7212, deltaT = 3.968593e-01 sec, Time = 2862.15 sec Iteration 7213, deltaT = 3.968593e-01 sec, Time = 2862.55 sec Iteration 7214, deltaT = 3.968593e-01 sec, Time = 2862.94 sec Iteration 7215, deltaT = 3.968593e-01 sec, Time = 2863.34 sec Iteration 7216, deltaT = 3.968593e-01 sec, Time = 2863.74 sec Iteration 7217, deltaT = 3.968593e-01 sec, Time = 2864.13 sec Iteration 7218, deltaT = 3.968593e-01 sec, Time = 2864.53 sec Iteration 7219, deltaT = 3.968593e-01 sec, Time = 2864.93 sec Iteration 7220, deltaT = 3.968593e-01 sec, Time = 2865.32 sec Iteration 7221, deltaT = 3.968593e-01 sec, Time = 2865.72 sec Iteration 7222, deltaT = 3.968593e-01 sec, Time = 2866.12 sec Iteration 7223, deltaT = 3.968593e-01 sec, Time = 2866.51 sec Iteration 7224, deltaT = 3.968593e-01 sec, Time = 2866.91 sec Iteration 7225, deltaT = 3.968593e-01 sec, Time = 2867.31 sec Iteration 7226, deltaT = 3.968593e-01 sec, Time = 2867.71 sec Iteration 7227, deltaT = 3.968593e-01 sec, Time = 2868.1 sec Iteration 7228, deltaT = 3.968593e-01 sec, Time = 2868.5 sec Iteration 7229, deltaT = 3.968593e-01 sec, Time = 2868.9 sec Iteration 7230, deltaT = 3.968593e-01 sec, Time = 2869.29 sec Iteration 7231, deltaT = 3.968593e-01 sec, Time = 2869.69 sec Iteration 7232, deltaT = 3.968593e-01 sec, Time = 2870.09 sec Iteration 7233, deltaT = 3.968593e-01 sec, Time = 2870.48 sec Iteration 7234, deltaT = 3.968593e-01 sec, Time = 2870.88 sec Iteration 7235, deltaT = 3.968593e-01 sec, Time = 2871.28 sec Iteration 7236, deltaT = 3.968593e-01 sec, Time = 2871.67 sec Iteration 7237, deltaT = 3.968593e-01 sec, Time = 2872.07 sec Iteration 7238, deltaT = 3.968593e-01 sec, Time = 2872.47 sec Iteration 7239, deltaT = 3.968593e-01 sec, Time = 2872.86 sec Iteration 7240, deltaT = 3.968593e-01 sec, Time = 2873.26 sec Iteration 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= 2994.7 sec Iteration 7547, deltaT = 3.968593e-01 sec, Time = 2995.1 sec Iteration 7548, deltaT = 3.968593e-01 sec, Time = 2995.49 sec Iteration 7549, deltaT = 3.968593e-01 sec, Time = 2995.89 sec Iteration 7550, deltaT = 3.968593e-01 sec, Time = 2996.29 sec Iteration 7551, deltaT = 3.968593e-01 sec, Time = 2996.68 sec Iteration 7552, deltaT = 3.968593e-01 sec, Time = 2997.08 sec Iteration 7553, deltaT = 3.968593e-01 sec, Time = 2997.48 sec Iteration 7554, deltaT = 3.968593e-01 sec, Time = 2997.87 sec Iteration 7555, deltaT = 3.968593e-01 sec, Time = 2998.27 sec Iteration 7556, deltaT = 3.968593e-01 sec, Time = 2998.67 sec Iteration 7557, deltaT = 3.968593e-01 sec, Time = 2999.07 sec Iteration 7558, deltaT = 3.968593e-01 sec, Time = 2999.46 sec Iteration 7559, deltaT = 3.968593e-01 sec, Time = 2999.86 sec Iteration 7560, deltaT = 3.968593e-01 sec, Time = 3000.26 sec Iteration 7561, deltaT = 3.968593e-01 sec, Time = 3000.65 sec Iteration 7562, deltaT = 3.968593e-01 sec, Time = 3001.05 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Iteration 7579, deltaT = 3.968593e-01 sec, Time = 3007.8 sec Iteration 7580, deltaT = 3.968593e-01 sec, Time = 3008.19 sec Iteration 7581, deltaT = 3.968593e-01 sec, Time = 3008.59 sec Iteration 7582, deltaT = 3.968593e-01 sec, Time = 3008.99 sec Iteration 7583, deltaT = 3.968593e-01 sec, Time = 3009.38 sec Iteration 7584, deltaT = 3.968593e-01 sec, Time = 3009.78 sec Iteration 7585, deltaT = 3.968593e-01 sec, Time = 3010.18 sec Iteration 7586, deltaT = 3.968593e-01 sec, Time = 3010.57 sec Iteration 7587, deltaT = 3.968593e-01 sec, Time = 3010.97 sec Iteration 7588, deltaT = 3.968593e-01 sec, Time = 3011.37 sec Iteration 7589, deltaT = 3.968593e-01 sec, Time = 3011.76 sec Iteration 7590, deltaT = 3.968593e-01 sec, Time = 3012.16 sec Iteration 7591, deltaT = 3.968593e-01 sec, Time = 3012.56 sec Iteration 7592, deltaT = 3.968593e-01 sec, Time = 3012.96 sec Iteration 7593, deltaT = 3.968593e-01 sec, Time = 3013.35 sec Iteration 7594, deltaT = 3.968593e-01 sec, Time = 3013.75 sec Iteration 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Iteration 8980, deltaT = 3.968593e-01 sec, Time = 3563.8 sec Iteration 8981, deltaT = 3.968593e-01 sec, Time = 3564.19 sec Iteration 8982, deltaT = 3.968593e-01 sec, Time = 3564.59 sec Iteration 8983, deltaT = 3.968593e-01 sec, Time = 3564.99 sec Iteration 8984, deltaT = 3.968593e-01 sec, Time = 3565.38 sec Iteration 8985, deltaT = 3.968593e-01 sec, Time = 3565.78 sec Iteration 8986, deltaT = 3.968593e-01 sec, Time = 3566.18 sec Iteration 8987, deltaT = 3.968593e-01 sec, Time = 3566.57 sec Iteration 8988, deltaT = 3.968593e-01 sec, Time = 3566.97 sec Iteration 8989, deltaT = 3.968593e-01 sec, Time = 3567.37 sec Iteration 8990, deltaT = 3.968593e-01 sec, Time = 3567.76 sec Iteration 8991, deltaT = 3.968593e-01 sec, Time = 3568.16 sec Iteration 8992, deltaT = 3.968593e-01 sec, Time = 3568.56 sec Iteration 8993, deltaT = 3.968593e-01 sec, Time = 3568.96 sec Iteration 8994, deltaT = 3.968593e-01 sec, Time = 3569.35 sec Iteration 8995, deltaT = 3.968593e-01 sec, Time = 3569.75 sec Iteration 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sec Iteration 9077, deltaT = 3.968593e-01 sec, Time = 3602.29 sec Iteration 9078, deltaT = 3.968593e-01 sec, Time = 3602.69 sec Iteration 9079, deltaT = 3.968593e-01 sec, Time = 3603.09 sec Iteration 9080, deltaT = 3.968593e-01 sec, Time = 3603.48 sec Iteration 9081, deltaT = 3.968593e-01 sec, Time = 3603.88 sec Iteration 9082, deltaT = 3.968593e-01 sec, Time = 3604.28 sec Iteration 9083, deltaT = 3.968593e-01 sec, Time = 3604.67 sec Iteration 9084, deltaT = 3.968593e-01 sec, Time = 3605.07 sec Iteration 9085, deltaT = 3.968593e-01 sec, Time = 3605.47 sec Iteration 9086, deltaT = 3.968593e-01 sec, Time = 3605.86 sec Iteration 9087, deltaT = 3.968593e-01 sec, Time = 3606.26 sec Iteration 9088, deltaT = 3.968593e-01 sec, Time = 3606.66 sec Iteration 9089, deltaT = 3.968593e-01 sec, Time = 3607.05 sec Iteration 9090, deltaT = 3.968593e-01 sec, Time = 3607.45 sec Iteration 9091, deltaT = 3.968593e-01 sec, Time = 3607.85 sec Iteration 9092, deltaT = 3.968593e-01 sec, Time = 3608.24 sec Iteration 9093, deltaT = 3.968593e-01 sec, Time = 3608.64 sec Iteration 9094, deltaT = 3.968593e-01 sec, Time = 3609.04 sec Iteration 9095, deltaT = 3.968593e-01 sec, Time = 3609.44 sec Iteration 9096, deltaT = 3.968593e-01 sec, Time = 3609.83 sec Iteration 9097, deltaT = 3.968593e-01 sec, Time = 3610.23 sec Iteration 9098, deltaT = 3.968593e-01 sec, Time = 3610.63 sec Iteration 9099, deltaT = 3.968593e-01 sec, Time = 3611.02 sec Iteration 9100, deltaT = 3.968593e-01 sec, Time = 3611.42 sec Iteration 9101, deltaT = 3.968593e-01 sec, Time = 3611.82 sec Iteration 9102, deltaT = 3.968593e-01 sec, Time = 3612.21 sec Iteration 9103, deltaT = 3.968593e-01 sec, Time = 3612.61 sec Iteration 9104, deltaT = 3.968593e-01 sec, Time = 3613.01 sec Iteration 9105, deltaT = 3.968593e-01 sec, Time = 3613.4 sec Iteration 9106, deltaT = 3.968593e-01 sec, Time = 3613.8 sec Iteration 9107, deltaT = 3.968593e-01 sec, Time = 3614.2 sec Iteration 9108, deltaT = 3.968593e-01 sec, Time = 3614.59 sec Iteration 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Iteration 14404, deltaT = 3.968593e-01 sec, Time = 5716.36 sec Iteration 14405, deltaT = 3.968593e-01 sec, Time = 5716.76 sec Iteration 14406, deltaT = 3.968593e-01 sec, Time = 5717.15 sec Iteration 14407, deltaT = 3.968593e-01 sec, Time = 5717.55 sec Iteration 14408, deltaT = 3.968593e-01 sec, Time = 5717.95 sec Iteration 14409, deltaT = 3.968593e-01 sec, Time = 5718.35 sec Iteration 14410, deltaT = 3.968593e-01 sec, Time = 5718.74 sec Iteration 14411, deltaT = 3.968593e-01 sec, Time = 5719.14 sec Iteration 14412, deltaT = 3.968593e-01 sec, Time = 5719.54 sec Iteration 14413, deltaT = 3.968593e-01 sec, Time = 5719.93 sec Iteration 14414, deltaT = 3.968593e-01 sec, Time = 5720.33 sec Iteration 14415, deltaT = 3.968593e-01 sec, Time = 5720.73 sec Iteration 14416, deltaT = 3.968593e-01 sec, Time = 5721.12 sec Iteration 14417, deltaT = 3.968593e-01 sec, Time = 5721.52 sec Iteration 14418, deltaT = 3.968593e-01 sec, Time = 5721.92 sec Iteration 14419, deltaT = 3.968593e-01 sec, Time = 5722.31 sec Iteration 14420, deltaT = 3.968593e-01 sec, Time = 5722.71 sec Iteration 14421, deltaT = 3.968593e-01 sec, Time = 5723.11 sec Iteration 14422, deltaT = 3.968593e-01 sec, Time = 5723.5 sec Iteration 14423, deltaT = 3.968593e-01 sec, Time = 5723.9 sec Iteration 14424, deltaT = 3.968593e-01 sec, Time = 5724.3 sec Iteration 14425, deltaT = 3.968593e-01 sec, Time = 5724.69 sec Iteration 14426, deltaT = 3.968593e-01 sec, Time = 5725.09 sec Iteration 14427, deltaT = 3.968593e-01 sec, Time = 5725.49 sec Iteration 14428, deltaT = 3.968593e-01 sec, Time = 5725.89 sec Iteration 14429, deltaT = 3.968593e-01 sec, Time = 5726.28 sec Iteration 14430, deltaT = 3.968593e-01 sec, Time = 5726.68 sec Iteration 14431, deltaT = 3.968593e-01 sec, Time = 5727.08 sec Iteration 14432, deltaT = 3.968593e-01 sec, Time = 5727.47 sec Iteration 14433, deltaT = 3.968593e-01 sec, Time = 5727.87 sec Iteration 14434, deltaT = 3.968593e-01 sec, Time = 5728.27 sec Iteration 14435, deltaT = 3.968593e-01 sec, 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Iteration 14515, deltaT = 3.968593e-01 sec, Time = 5760.41 sec Iteration 14516, deltaT = 3.968593e-01 sec, Time = 5760.81 sec Iteration 14517, deltaT = 3.968593e-01 sec, Time = 5761.21 sec Iteration 14518, deltaT = 3.968593e-01 sec, Time = 5761.6 sec Iteration 14519, deltaT = 3.968593e-01 sec, Time = 5762 sec Iteration 14520, deltaT = 3.968593e-01 sec, Time = 5762.4 sec Iteration 14521, deltaT = 3.968593e-01 sec, Time = 5762.79 sec Iteration 14522, deltaT = 3.968593e-01 sec, Time = 5763.19 sec Iteration 14523, deltaT = 3.968593e-01 sec, Time = 5763.59 sec Iteration 14524, deltaT = 3.968593e-01 sec, Time = 5763.98 sec Iteration 14525, deltaT = 3.968593e-01 sec, Time = 5764.38 sec Iteration 14526, deltaT = 3.968593e-01 sec, Time = 5764.78 sec Iteration 14527, deltaT = 3.968593e-01 sec, Time = 5765.17 sec Iteration 14528, deltaT = 3.968593e-01 sec, Time = 5765.57 sec Iteration 14529, deltaT = 3.968593e-01 sec, Time = 5765.97 sec Iteration 14530, deltaT = 3.968593e-01 sec, Time = 5766.37 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= 6269.98 sec Iteration 15800, deltaT = 3.968593e-01 sec, Time = 6270.38 sec Iteration 15801, deltaT = 3.968593e-01 sec, Time = 6270.77 sec Iteration 15802, deltaT = 3.968593e-01 sec, Time = 6271.17 sec Iteration 15803, deltaT = 3.968593e-01 sec, Time = 6271.57 sec Iteration 15804, deltaT = 3.968593e-01 sec, Time = 6271.96 sec Iteration 15805, deltaT = 3.968593e-01 sec, Time = 6272.36 sec Iteration 15806, deltaT = 3.968593e-01 sec, Time = 6272.76 sec Iteration 15807, deltaT = 3.968593e-01 sec, Time = 6273.15 sec Iteration 15808, deltaT = 3.968593e-01 sec, Time = 6273.55 sec Iteration 15809, deltaT = 3.968593e-01 sec, Time = 6273.95 sec Iteration 15810, deltaT = 3.968593e-01 sec, Time = 6274.35 sec Iteration 15811, deltaT = 3.968593e-01 sec, Time = 6274.74 sec Iteration 15812, deltaT = 3.968593e-01 sec, Time = 6275.14 sec Iteration 15813, deltaT = 3.968593e-01 sec, Time = 6275.54 sec Iteration 15814, deltaT = 3.968593e-01 sec, Time = 6275.93 sec Iteration 15815, deltaT = 3.968593e-01 sec, Time = 6276.33 sec Iteration 15816, deltaT = 3.968593e-01 sec, Time = 6276.73 sec Iteration 15817, deltaT = 3.968593e-01 sec, Time = 6277.12 sec Iteration 15818, deltaT = 3.968593e-01 sec, Time = 6277.52 sec Iteration 15819, deltaT = 3.968593e-01 sec, Time = 6277.92 sec Iteration 15820, deltaT = 3.968593e-01 sec, Time = 6278.31 sec Iteration 15821, deltaT = 3.968593e-01 sec, Time = 6278.71 sec Iteration 15822, deltaT = 3.968593e-01 sec, Time = 6279.11 sec Iteration 15823, deltaT = 3.968593e-01 sec, Time = 6279.5 sec Iteration 15824, deltaT = 3.968593e-01 sec, Time = 6279.9 sec Iteration 15825, deltaT = 3.968593e-01 sec, Time = 6280.3 sec Iteration 15826, deltaT = 3.968593e-01 sec, Time = 6280.69 sec Iteration 15827, deltaT = 3.968593e-01 sec, Time = 6281.09 sec Iteration 15828, deltaT = 3.968593e-01 sec, Time = 6281.49 sec Iteration 15829, deltaT = 3.968593e-01 sec, Time = 6281.89 sec Iteration 15830, deltaT = 3.968593e-01 sec, Time = 6282.28 sec Iteration 15831, deltaT = 3.968593e-01 sec, Time = 6282.68 sec Iteration 15832, deltaT = 3.968593e-01 sec, Time = 6283.08 sec Iteration 15833, deltaT = 3.968593e-01 sec, Time = 6283.47 sec Iteration 15834, deltaT = 3.968593e-01 sec, Time = 6283.87 sec Iteration 15835, deltaT = 3.968593e-01 sec, Time = 6284.27 sec Iteration 15836, deltaT = 3.968593e-01 sec, Time = 6284.66 sec Iteration 15837, deltaT = 3.968593e-01 sec, Time = 6285.06 sec Iteration 15838, deltaT = 3.968593e-01 sec, Time = 6285.46 sec Iteration 15839, deltaT = 3.968593e-01 sec, Time = 6285.85 sec Iteration 15840, deltaT = 3.968593e-01 sec, Time = 6286.25 sec Iteration 15841, deltaT = 3.968593e-01 sec, Time = 6286.65 sec Iteration 15842, deltaT = 3.968593e-01 sec, Time = 6287.04 sec Iteration 15843, deltaT = 3.968593e-01 sec, Time = 6287.44 sec Iteration 15844, deltaT = 3.968593e-01 sec, Time = 6287.84 sec Iteration 15845, deltaT = 3.968593e-01 sec, Time = 6288.24 sec Iteration 15846, deltaT = 3.968593e-01 sec, Time = 6288.63 sec Iteration 15847, deltaT = 3.968593e-01 sec, Time = 6289.03 sec Iteration 15848, deltaT = 3.968593e-01 sec, Time = 6289.43 sec Iteration 15849, deltaT = 3.968593e-01 sec, Time = 6289.82 sec Iteration 15850, deltaT = 3.968593e-01 sec, Time = 6290.22 sec Iteration 15851, deltaT = 3.968593e-01 sec, Time = 6290.62 sec Iteration 15852, deltaT = 3.968593e-01 sec, Time = 6291.01 sec Iteration 15853, deltaT = 3.968593e-01 sec, Time = 6291.41 sec Iteration 15854, deltaT = 3.968593e-01 sec, Time = 6291.81 sec Iteration 15855, deltaT = 3.968593e-01 sec, Time = 6292.2 sec Iteration 15856, deltaT = 3.968593e-01 sec, Time = 6292.6 sec Iteration 15857, deltaT = 3.968593e-01 sec, Time = 6293 sec Iteration 15858, deltaT = 3.968593e-01 sec, Time = 6293.39 sec Iteration 15859, deltaT = 3.968593e-01 sec, Time = 6293.79 sec Iteration 15860, deltaT = 3.968593e-01 sec, Time = 6294.19 sec Iteration 15861, deltaT = 3.968593e-01 sec, Time = 6294.58 sec Iteration 15862, deltaT = 3.968593e-01 sec, Time = 6294.98 sec Iteration 15863, deltaT = 3.968593e-01 sec, Time = 6295.38 sec Iteration 15864, deltaT = 3.968593e-01 sec, Time = 6295.78 sec Iteration 15865, deltaT = 3.968593e-01 sec, Time = 6296.17 sec Iteration 15866, deltaT = 3.968593e-01 sec, Time = 6296.57 sec Iteration 15867, deltaT = 3.968593e-01 sec, Time = 6296.97 sec Iteration 15868, deltaT = 3.968593e-01 sec, Time = 6297.36 sec Iteration 15869, deltaT = 3.968593e-01 sec, Time = 6297.76 sec Iteration 15870, deltaT = 3.968593e-01 sec, Time = 6298.16 sec Iteration 15871, deltaT = 3.968593e-01 sec, Time = 6298.55 sec Iteration 15872, deltaT = 3.968593e-01 sec, Time = 6298.95 sec Iteration 15873, deltaT = 3.968593e-01 sec, Time = 6299.35 sec Iteration 15874, deltaT = 3.968593e-01 sec, Time = 6299.74 sec Iteration 15875, deltaT = 3.968593e-01 sec, Time = 6300.14 sec Runtime: 5.317170e+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', 'iDeck1408112.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= ', (252,)) opening TS_location.txt 0 reading 125.174698 24.823860 LO:Kuninaka - Japan -1 5 43135 668 46 dilat= 10 0.004167 22.047653 22.043486 ik= 658 658 36 86.180809 10.0 0.020979229603 658 37 78.309189 10.0 0.0216590152716 658 38 69.470421 10.0 0.0228605532509 658 39 60.113514 10.0 0.0247812129192 658 40 45.694595 10.0 0.0277789465543 658 41 28.526588 10.0 0.0332144134321 658 42 20.203115 10.0 0.0447212059704 658 43 16.583372 10.0 0.0515427077307 658 44 15.900312 10.0 0.0541896384824 658 45 16.787989 10.0 0.0590084446156 658 46 16.17194 10.0 0.0636268095155 658 47 14.749865 10.0 0.0726857909735 658 48 12.103228 10.0 0.0784988024575 658 49 8.808068 10.0 0.0615729367329 658 50 7.853874 10.0 0.0485054591962 658 51 8.149767 10.0 0.0419854780249 658 52 7.886117 10.0 0.0331434711364 658 53 7.323026 10.0 0.0272450841831 658 54 8.153071 10.0 0.0225628630019 658 55 9.730265 10.0 0.0200025466079 ik= 659 659 38 66.99324 10.0 0.0225590101622 659 39 57.713772 10.0 0.0245859122737 659 40 43.768459 10.0 0.0267541143951 659 41 27.288008 10.0 0.0315227042055 659 42 17.07165 10.0 0.0409667898565 659 43 10.182464 10.0 0.063247127071 659 44 9.309319 10.0 0.0589336398832 659 45 11.653956 10.0 0.0629493643626 659 46 12.105404 10.0 0.0609461472532 659 47 11.542068 10.0 0.0647886544969 659 48 9.092226 10.0 0.0550914040522 659 49 5.638729 10.0 0.0418288587322 659 50 4.803759 10.0 0.0378240693801 659 51 5.367094 10.0 0.03196879675 659 52 5.563473 10.0 0.0278475798877 659 53 5.563473 10.0 0.0238165218929 659 54 6.651925 10.0 0.0204557165366 659 55 8.324121 10.0 0.0183434400803 659 56 7.817984 10.0 0.01626733365 659 57 6.145787 10.0 0.0141427219253 ik= 660 660 38 62.817848 10.0 0.0252712592709 660 39 54.038361 10.0 0.0282661901922 660 40 41.08102 10.0 0.0364204215416 660 41 25.852821 10.0 0.0351605896163 660 42 16.234432 10.0 0.0399053508796 660 43 9.59524 10.0 0.049415569265 660 44 7.831959 10.0 0.0463667775952 660 45 8.676641 10.0 0.0503417370961 660 46 9.255671 10.0 0.0518528714523 660 47 9.692305 10.0 0.0503973485231 660 48 8.407352 10.0 0.0407131763854 660 49 6.203816 10.0 0.0361210175938 660 50 5.152104 10.0 0.0316114308289 660 51 4.71547 10.0 0.0279104606414 660 52 4.563259 10.0 0.0238738345201 660 53 4.563259 10.0 0.0204005861967 660 54 5.163543 10.0 0.0179931265682 660 55 6.085762 10.0 0.016737389462 660 56 5.806626 10.0 0.0152440746791 660 57 4.884407 10.0 0.0136989949213 ik= 661 661 38 52.792698 10.0 0.0291356022447 661 39 41.89463 10.0 0.0331767683746 661 40 30.429857 10.0 0.0364557498049 661 41 18.639282 10.0 0.0439230035503 661 42 11.089216 10.0 0.0458584130789 661 43 5.790875 10.0 0.0552100838598 661 44 4.157762 10.0 0.0599376462311 661 45 4.485054 10.0 0.059885596355 661 46 6.031431 10.0 0.0408796498586 661 47 8.23126 10.0 0.0360287867263 661 48 8.021673 10.0 0.0317878326745 661 49 6.522039 10.0 0.0275515055928 661 50 4.708196 10.0 0.0272962547412 661 51 2.726562 10.0 0.0326405640388 661 52 1.7515 10.0 0.0298205064746 661 53 1.31511 10.0 0.0261453670476 661 54 1.772199 10.0 0.0230022520747 661 55 2.708467 10.0 0.0212577168248 661 56 2.994354 10.0 0.0196227867323 661 57 2.930867 10.0 0.0137501647679 ik= 662 662 38 35.208458 10.0 0.0348736245602 662 39 18.810556 10.0 0.041357466567 662 40 9.491067 10.0 0.0507453846154 662 41 3.961747 10.0 0.0558449862325 662 42 0.37952 10.0 0.063090056212 662 43 -2.168904 10.0 2.168904 662 44 -2.355107 10.0 2.355107 662 45 -1.277838 10.0 1.277838 662 46 2.320545 10.0 0.0375626954457 662 47 7.27029 10.0 0.0270419215951 662 48 8.021673 10.0 0.0254254761214 662 49 6.522039 10.0 0.0271974669353 662 50 3.24149 10.0 0.0392314623621 662 51 -0.990075 10.0 0.990075 662 52 -3.400842 10.0 3.400842 662 53 -4.837201 10.0 4.837201 662 54 -4.078297 10.0 4.078297 662 55 -2.14206 10.0 2.14206 662 56 -0.854372 10.0 0.854372 662 57 0.08211 10.0 0.0106322269215 ik= 663 663 38 18.783432 10.0 0.0575408305718 663 39 2.34271 10.0 0.084469521579 663 40 -4.701582 10.0 4.701582 663 41 -6.704756 10.0 6.704756 663 42 -7.412266 10.0 7.412266 663 43 -7.430212 10.0 7.430212 663 44 -6.60157 10.0 6.60157 663 45 -5.320116 10.0 5.320116 663 46 -1.352457 10.0 1.352457 663 47 4.055058 10.0 0.0331422845549 663 48 4.112396 10.0 0.0350548098738 663 49 1.303684 10.0 0.0398839723569 663 50 -4.325291 10.0 4.325291 663 51 -11.460297 10.0 11.460297 663 52 -15.889591 10.0 15.889591 663 53 -18.870913 10.0 18.870913 663 54 -18.284773 10.0 18.284773 663 55 -15.785382 10.0 15.785382 663 56 -11.158489 10.0 11.158489 663 57 -5.404348 10.0 5.404348 ik= 664 664 38 3.83722 10.0 0.0727641464022 664 39 -5.603715 10.0 5.603715 664 40 -10.202757 10.0 10.202757 664 41 -12.205931 10.0 12.205931 664 42 -11.446461 10.0 11.446461 664 43 -9.214477 10.0 9.214477 664 44 -7.927535 10.0 7.927535 664 45 -7.146066 10.0 7.146066 664 46 -4.980419 10.0 4.980419 664 47 -2.072829 10.0 2.072829 664 48 -4.84617 10.0 4.84617 664 49 -10.654792 10.0 10.654792 664 50 -19.772577 10.0 19.772577 664 51 -30.657467 10.0 30.657467 664 52 -37.859577 10.0 37.859577 664 53 -43.090832 10.0 43.090832 664 54 -43.290112 10.0 43.290112 664 55 -40.790722 10.0 40.790722 664 56 -29.804537 10.0 29.804537 664 57 -14.300694 10.0 14.300694 ik= 665 665 38 -5.240267 10.0 5.240267 665 39 -10.411677 10.0 10.411677 665 40 -13.306307 10.0 13.306307 665 41 -14.981634 10.0 14.981634 665 42 -13.21096 10.0 13.21096 665 43 -9.602733 10.0 9.602733 665 44 -8.161804 10.0 8.161804 665 45 -7.880091 10.0 7.880091 665 46 -8.154779 10.0 8.154779 665 47 -8.727709 10.0 8.727709 665 48 -14.175369 10.0 14.175369 665 49 -22.218948 10.0 22.218948 665 50 -32.638184 10.0 32.638184 665 51 -44.326019 10.0 44.326019 665 52 -52.349239 10.0 52.349239 665 53 -58.411327 10.0 58.411327 665 54 -59.32666 10.0 59.32666 665 55 -57.481766 10.0 57.481766 665 56 -42.715923 10.0 42.715923 665 57 -21.066557 10.0 21.066557 ik= 666 666 38 -6.752342 10.0 6.752342 666 39 -11.173776 10.0 11.173776 666 40 -13.318427 10.0 13.318427 666 41 -14.242405 10.0 14.242405 666 42 -12.047749 10.0 12.047749 666 43 -8.189529 10.0 8.189529 666 44 -6.987235 10.0 6.987235 666 45 -7.205506 10.0 7.205506 666 46 -10.746989 10.0 10.746989 666 47 -16.069775 10.0 16.069775 666 48 -23.992739 10.0 23.992739 666 49 -33.286282 10.0 33.286282 666 50 -42.185032 10.0 42.185032 666 51 -50.872959 10.0 50.872959 666 52 -57.199036 10.0 57.199036 666 53 -62.26115 10.0 62.26115 666 54 -63.803745 10.0 63.803745 666 55 -63.458801 10.0 63.458801 666 56 -48.23896 10.0 48.23896 666 57 -25.089638 10.0 25.089638 ik= 667 667 38 -7.543221 10.0 7.543221 667 39 -10.778723 10.0 10.778723 667 40 -12.021327 10.0 12.021327 667 41 -12.194298 10.0 12.194298 667 42 -10.215916 10.0 10.215916 667 43 -7.089489 10.0 7.089489 667 44 -6.894198 10.0 6.894198 667 45 -8.266674 10.0 8.266674 667 46 -14.236667 10.0 14.236667 667 47 -22.671013 10.0 22.671013 667 48 -31.429031 10.0 31.429031 667 49 -40.335846 10.0 40.335846 667 50 -47.64299 10.0 47.64299 667 51 -54.095909 10.0 54.095909 667 52 -59.204926 10.0 59.204926 667 53 -63.594757 10.0 63.594757 667 54 -64.671585 10.0 64.671585 667 55 -63.971645 10.0 63.971645 667 56 -48.147804 10.0 48.147804 667 57 -24.262741 10.0 24.262741 ik= 668 668 38 -7.403946 10.0 7.403946 668 39 -8.889501 10.0 8.889501 668 40 -9.032807 10.0 9.032807 668 41 -8.454427 10.0 8.454427 668 42 -7.519043 10.0 7.519043 668 43 -6.392555 10.0 6.392555 668 44 -8.197204 10.0 8.197204 668 45 -11.569617 10.0 11.569617 668 46 -18.888535 10.0 18.888535 668 47 -28.322851 10.0 28.322851 668 48 -35.799423 10.0 35.799423 668 49 -42.20631 10.0 42.20631 668 50 -47.828369 10.0 47.828369 668 51 -53.031326 10.0 53.031326 668 52 -57.541763 10.0 57.541763 668 53 -61.681595 10.0 61.681595 668 54 -60.881207 10.0 60.881207 668 55 -57.431351 10.0 57.431351 668 56 -40.809265 10.0 40.809265 668 57 -17.174191 10.0 17.174191 ik= 669 669 38 -6.31071 10.0 6.31071 669 39 -6.592454 10.0 6.592454 669 40 -5.898435 10.0 5.898435 669 41 -4.678314 10.0 4.678314 669 42 -4.894517 10.0 4.894517 669 43 -5.876121 10.0 5.876121 669 44 -9.930979 10.0 9.930979 669 45 -15.629618 10.0 15.629618 669 46 -23.842972 10.0 23.842972 669 47 -33.404266 10.0 33.404266 669 48 -39.650826 10.0 39.650826 669 49 -44.104271 10.0 44.104271 669 50 -48.160748 10.0 48.160748 669 51 -52.005249 10.0 52.005249 669 52 -55.950401 10.0 55.950401 669 53 -59.949425 10.0 59.949425 669 54 -56.458832 10.0 56.458832 669 55 -48.951515 10.0 48.951515 669 56 -32.069973 10.0 32.069973 669 57 -10.211714 10.0 10.211714 ik= 670 670 38 -3.984715 10.0 3.984715 670 39 -3.766474 10.0 3.766474 670 40 -2.57247 10.0 2.57247 670 41 -0.851449 10.0 0.851449 670 42 -2.360642 10.0 2.360642 670 43 -5.592177 10.0 5.592177 670 44 -12.222717 10.0 12.222717 670 45 -20.67127 10.0 20.67127 670 46 -29.193241 10.0 29.193241 670 47 -37.754562 10.0 37.754562 670 48 -42.836235 10.0 42.836235 670 49 -46.039715 10.0 46.039715 670 50 -48.683262 10.0 48.683262 670 51 -51.027809 10.0 51.027809 670 52 -54.450081 10.0 54.450081 670 53 -58.449104 10.0 58.449104 670 54 -51.215881 10.0 51.215881 670 55 -37.95874 10.0 37.95874 670 56 -21.513077 10.0 21.513077 670 57 -3.404704 10.0 3.404704 ik= 671 671 38 -1.360341 10.0 1.360341 671 39 -1.187641 10.0 1.187641 671 40 -0.11014 10.0 0.11014 671 41 1.455998 10.0 0.00848934843377 671 42 -1.857735 10.0 1.857735 671 43 -7.774409 10.0 7.774409 671 44 -16.49198 10.0 16.49198 671 45 -26.707657 10.0 26.707657 671 46 -34.627563 10.0 34.627563 671 47 -41.316902 10.0 41.316902 671 48 -45.071617 10.0 45.071617 671 49 -47.243828 10.0 47.243828 671 50 -49.190876 10.0 49.190876 671 51 -51.017689 10.0 51.017689 671 52 -52.909698 10.0 52.909698 671 53 -54.836594 10.0 54.836594 671 54 -44.416882 10.0 44.416882 671 55 -27.375612 10.0 27.375612 671 56 -12.478679 10.0 12.478679 671 57 1.227167 10.0 0.0139834610937 ik= 672 672 38 1.652055 10.0 0.0184356669499 672 39 1.074777 10.0 0.00965023395869 672 40 1.23964 10.0 0.00760538145023 672 41 1.803976 10.0 0.00838913546408 672 42 -3.976706 10.0 3.976706 672 43 -13.14328 10.0 13.14328 672 44 -23.319118 10.0 23.319118 672 45 -34.034782 10.0 34.034782 672 46 -40.176125 10.0 40.176125 672 47 -43.865551 10.0 43.865551 672 48 -46.082672 10.0 46.082672 672 49 -47.504906 10.0 47.504906 672 50 -49.679779 10.0 49.679779 672 51 -52.256569 10.0 52.256569 672 52 -51.31596 10.0 51.31596 672 53 -48.493 10.0 48.493 672 54 -35.601555 10.0 35.601555 672 55 -17.310326 10.0 17.310326 672 56 -5.400671 10.0 5.400671 672 57 3.055336 10.0 0.014423229624 ik= 673 673 38 3.0544 10.0 0.0183435540306 673 39 2.272976 10.0 0.011986880498 673 40 2.0 10.0 0.0101296939728 673 41 2.0 10.0 0.0113972962629 673 42 -5.526256 10.0 5.526256 673 43 -17.069401 10.0 17.069401 673 44 -27.33231 10.0 27.33231 673 45 -36.910465 10.0 36.910465 673 46 -41.910019 10.0 41.910019 673 47 -44.455364 10.0 44.455364 673 48 -45.356106 10.0 45.356106 673 49 -45.373363 10.0 45.373363 673 50 -45.270798 10.0 45.270798 673 51 -45.104248 10.0 45.104248 673 52 -40.255474 10.0 40.255474 673 53 -32.900993 10.0 32.900993 673 54 -20.740568 10.0 20.740568 673 55 -6.002687 10.0 6.002687 673 56 3.16308 10.0 0.0191414197938 673 57 9.316734 10.0 0.0163052280037 ik= 674 674 38 2.380063 10.0 0.0189209518841 674 39 2.098396 10.0 0.0136663955556 674 40 2.0 10.0 0.0120149455071 674 41 2.0 10.0 0.0125158631014 674 42 -6.340871 10.0 6.340871 674 43 -19.133408 10.0 19.133408 674 44 -27.715286 10.0 27.715286 674 45 -34.045029 10.0 34.045029 674 46 -38.724392 10.0 38.724392 674 47 -42.519123 10.0 42.519123 674 48 -42.389339 10.0 42.389339 674 49 -40.157696 10.0 40.157696 674 50 -34.548378 10.0 34.548378 674 51 -27.135365 10.0 27.135365 674 52 -16.99338 10.0 16.99338 674 53 -5.390973 10.0 5.390973 674 54 1.909059 10.0 0.0221917108757 674 55 6.901699 10.0 0.0258518364537 674 56 13.638666 10.0 0.022265397381 674 57 21.291588 10.0 0.0208312613639 ik= 675 675 38 4.50395 10.0 0.0210956908562 675 39 2.648254 10.0 0.0178036797232 675 40 2.994363 10.0 0.0165038290189 675 41 4.525382 10.0 0.0174574022727 675 42 -3.885156 10.0 3.885156 675 43 -17.600178 10.0 17.600178 675 44 -25.239571 10.0 25.239571 675 45 -29.629314 10.0 29.629314 675 46 -32.739872 10.0 32.739872 675 47 -35.164761 10.0 35.164761 675 48 -33.302109 10.0 33.302109 675 49 -29.148014 10.0 29.148014 675 50 -20.34935 10.0 20.34935 675 51 -9.070477 10.0 9.070477 675 52 1.418901 10.0 0.0222534927895 675 53 11.485775 10.0 0.026321182316 675 54 14.532518 10.0 0.0262536140086 675 55 13.814323 10.0 0.023452473352 675 56 18.109283 10.0 0.0170281797218 675 57 25.078989 10.0 0.0168422409696 ik= 676 676 38 10.235812 10.0 0.0379493591953 676 39 4.132192 10.0 0.0204018005653 676 40 5.270588 10.0 0.0178159836044 676 41 10.306306 10.0 0.0188184008918 676 42 2.787289 10.0 0.0199083948354 676 43 -11.427488 10.0 11.427488 676 44 -19.078234 10.0 19.078234 676 45 -23.218102 10.0 23.218102 676 46 -23.150555 10.0 23.150555 676 47 -20.827763 10.0 20.827763 676 48 -16.327927 10.0 16.327927 676 49 -10.674562 10.0 10.674562 676 50 -1.679776 10.0 1.679776 676 51 9.099344 10.0 0.0289606616835 676 52 13.554766 10.0 0.02496536206 676 53 14.626033 10.0 0.0212662660191 676 54 14.207222 10.0 0.0182712877398 676 55 12.989271 10.0 0.0153132021769 676 56 14.82775 10.0 0.0246191858949 676 57 18.299164 10.0 0.0188857507541 ik= 677 677 38 24.648052 10.0 0.0254072179197 677 39 17.896542 10.0 0.0305221419118 677 40 18.174017 10.0 0.0264088070314 677 41 22.232651 10.0 0.0163425020552 677 42 15.827436 10.0 0.0203216889621 677 43 3.841448 10.0 0.0327069231867 677 44 -2.514167 10.0 2.514167 677 45 -5.858286 10.0 5.858286 677 46 -6.329088 10.0 6.329088 677 47 -5.259743 10.0 5.259743 677 48 -0.717846 10.0 0.717846 677 49 5.671415 10.0 0.0308190602918 677 50 12.959894 10.0 0.0304668336066 677 51 20.728558 10.0 0.0233794253582 677 52 21.18725 10.0 0.0203104126281 677 53 17.73398 10.0 0.0160201604658 677 54 15.410261 10.0 0.0156914173009 677 55 13.692326 10.0 0.0161655395369 677 56 15.422609 10.0 0.0215682038681 677 57 18.996113 10.0 0.0188585056338 1 reading 125.209801 24.825520 LO:Ichimasui - Japan -1 5 43153 668 54 dilat= 10 0.004167 22.047653 22.043486 ik= 658 658 44 15.900312 10.0 0.0541896384824 658 45 16.787989 10.0 0.0590084446156 658 46 16.17194 10.0 0.0636268095155 658 47 14.749865 10.0 0.0726857909735 658 48 12.103228 10.0 0.0784988024575 658 49 8.808068 10.0 0.0615729367329 658 50 7.853874 10.0 0.0485054591962 658 51 8.149767 10.0 0.0419854780249 658 52 7.886117 10.0 0.0331434711364 658 53 7.323026 10.0 0.0272450841831 658 54 8.153071 10.0 0.0225628630019 658 55 9.730265 10.0 0.0200025466079 658 56 8.977423 10.0 0.016921944067 658 57 6.977911 10.0 0.0139351473067 658 58 6.281614 10.0 0.0118857760701 658 59 6.281614 10.0 0.0102494515845 658 60 6.09825 10.0 0.00911895578118 658 61 5.816703 10.0 0.00817058708383 658 62 5.626772 10.0 0.00744862646296 658 63 5.485741 10.0 0.00700004532146 ik= 659 659 38 66.99324 10.0 0.0225590101622 659 39 57.713772 10.0 0.0245859122737 659 40 43.768459 10.0 0.0267541143951 659 41 27.288008 10.0 0.0315227042055 659 42 17.07165 10.0 0.0409667898565 659 43 10.182464 10.0 0.063247127071 659 44 9.309319 10.0 0.0589336398832 659 45 11.653956 10.0 0.0629493643626 659 46 12.105404 10.0 0.0609461472532 659 47 11.542068 10.0 0.0647886544969 659 48 9.092226 10.0 0.0550914040522 659 49 5.638729 10.0 0.0418288587322 659 50 4.803759 10.0 0.0378240693801 659 51 5.367094 10.0 0.03196879675 659 52 5.563473 10.0 0.0278475798877 659 53 5.563473 10.0 0.0238165218929 659 54 6.651925 10.0 0.0204557165366 659 55 8.324121 10.0 0.0183434400803 659 56 7.817984 10.0 0.01626733365 659 57 6.145787 10.0 0.0141427219253 ik= 660 660 38 62.817848 10.0 0.0252712592709 660 39 54.038361 10.0 0.0282661901922 660 40 41.08102 10.0 0.0364204215416 660 41 25.852821 10.0 0.0351605896163 660 42 16.234432 10.0 0.0399053508796 660 43 9.59524 10.0 0.049415569265 660 44 7.831959 10.0 0.0463667775952 660 45 8.676641 10.0 0.0503417370961 660 46 9.255671 10.0 0.0518528714523 660 47 9.692305 10.0 0.0503973485231 660 48 8.407352 10.0 0.0407131763854 660 49 6.203816 10.0 0.0361210175938 660 50 5.152104 10.0 0.0316114308289 660 51 4.71547 10.0 0.0279104606414 660 52 4.563259 10.0 0.0238738345201 660 53 4.563259 10.0 0.0204005861967 660 54 5.163543 10.0 0.0179931265682 660 55 6.085762 10.0 0.016737389462 660 56 5.806626 10.0 0.0152440746791 660 57 4.884407 10.0 0.0136989949213 ik= 661 661 38 52.792698 10.0 0.0291356022447 661 39 41.89463 10.0 0.0331767683746 661 40 30.429857 10.0 0.0364557498049 661 41 18.639282 10.0 0.0439230035503 661 42 11.089216 10.0 0.0458584130789 661 43 5.790875 10.0 0.0552100838598 661 44 4.157762 10.0 0.0599376462311 661 45 4.485054 10.0 0.059885596355 661 46 6.031431 10.0 0.0408796498586 661 47 8.23126 10.0 0.0360287867263 661 48 8.021673 10.0 0.0317878326745 661 49 6.522039 10.0 0.0275515055928 661 50 4.708196 10.0 0.0272962547412 661 51 2.726562 10.0 0.0326405640388 661 52 1.7515 10.0 0.0298205064746 661 53 1.31511 10.0 0.0261453670476 661 54 1.772199 10.0 0.0230022520747 661 55 2.708467 10.0 0.0212577168248 661 56 2.994354 10.0 0.0196227867323 661 57 2.930867 10.0 0.0137501647679 ik= 662 662 38 35.208458 10.0 0.0348736245602 662 39 18.810556 10.0 0.041357466567 662 40 9.491067 10.0 0.0507453846154 662 41 3.961747 10.0 0.0558449862325 662 42 0.37952 10.0 0.063090056212 662 43 -2.168904 10.0 2.168904 662 44 -2.355107 10.0 2.355107 662 45 -1.277838 10.0 1.277838 662 46 2.320545 10.0 0.0375626954457 662 47 7.27029 10.0 0.0270419215951 662 48 8.021673 10.0 0.0254254761214 662 49 6.522039 10.0 0.0271974669353 662 50 3.24149 10.0 0.0392314623621 662 51 -0.990075 10.0 0.990075 662 52 -3.400842 10.0 3.400842 662 53 -4.837201 10.0 4.837201 662 54 -4.078297 10.0 4.078297 662 55 -2.14206 10.0 2.14206 662 56 -0.854372 10.0 0.854372 662 57 0.08211 10.0 0.0106322269215 ik= 663 663 38 18.783432 10.0 0.0575408305718 663 39 2.34271 10.0 0.084469521579 663 40 -4.701582 10.0 4.701582 663 41 -6.704756 10.0 6.704756 663 42 -7.412266 10.0 7.412266 663 43 -7.430212 10.0 7.430212 663 44 -6.60157 10.0 6.60157 663 45 -5.320116 10.0 5.320116 663 46 -1.352457 10.0 1.352457 663 47 4.055058 10.0 0.0331422845549 663 48 4.112396 10.0 0.0350548098738 663 49 1.303684 10.0 0.0398839723569 663 50 -4.325291 10.0 4.325291 663 51 -11.460297 10.0 11.460297 663 52 -15.889591 10.0 15.889591 663 53 -18.870913 10.0 18.870913 663 54 -18.284773 10.0 18.284773 663 55 -15.785382 10.0 15.785382 663 56 -11.158489 10.0 11.158489 663 57 -5.404348 10.0 5.404348 ik= 664 664 38 3.83722 10.0 0.0727641464022 664 39 -5.603715 10.0 5.603715 664 40 -10.202757 10.0 10.202757 664 41 -12.205931 10.0 12.205931 664 42 -11.446461 10.0 11.446461 664 43 -9.214477 10.0 9.214477 664 44 -7.927535 10.0 7.927535 664 45 -7.146066 10.0 7.146066 664 46 -4.980419 10.0 4.980419 664 47 -2.072829 10.0 2.072829 664 48 -4.84617 10.0 4.84617 664 49 -10.654792 10.0 10.654792 664 50 -19.772577 10.0 19.772577 664 51 -30.657467 10.0 30.657467 664 52 -37.859577 10.0 37.859577 664 53 -43.090832 10.0 43.090832 664 54 -43.290112 10.0 43.290112 664 55 -40.790722 10.0 40.790722 664 56 -29.804537 10.0 29.804537 664 57 -14.300694 10.0 14.300694 ik= 665 665 38 -5.240267 10.0 5.240267 665 39 -10.411677 10.0 10.411677 665 40 -13.306307 10.0 13.306307 665 41 -14.981634 10.0 14.981634 665 42 -13.21096 10.0 13.21096 665 43 -9.602733 10.0 9.602733 665 44 -8.161804 10.0 8.161804 665 45 -7.880091 10.0 7.880091 665 46 -8.154779 10.0 8.154779 665 47 -8.727709 10.0 8.727709 665 48 -14.175369 10.0 14.175369 665 49 -22.218948 10.0 22.218948 665 50 -32.638184 10.0 32.638184 665 51 -44.326019 10.0 44.326019 665 52 -52.349239 10.0 52.349239 665 53 -58.411327 10.0 58.411327 665 54 -59.32666 10.0 59.32666 665 55 -57.481766 10.0 57.481766 665 56 -42.715923 10.0 42.715923 665 57 -21.066557 10.0 21.066557 ik= 666 666 38 -6.752342 10.0 6.752342 666 39 -11.173776 10.0 11.173776 666 40 -13.318427 10.0 13.318427 666 41 -14.242405 10.0 14.242405 666 42 -12.047749 10.0 12.047749 666 43 -8.189529 10.0 8.189529 666 44 -6.987235 10.0 6.987235 666 45 -7.205506 10.0 7.205506 666 46 -10.746989 10.0 10.746989 666 47 -16.069775 10.0 16.069775 666 48 -23.992739 10.0 23.992739 666 49 -33.286282 10.0 33.286282 666 50 -42.185032 10.0 42.185032 666 51 -50.872959 10.0 50.872959 666 52 -57.199036 10.0 57.199036 666 53 -62.26115 10.0 62.26115 666 54 -63.803745 10.0 63.803745 666 55 -63.458801 10.0 63.458801 666 56 -48.23896 10.0 48.23896 666 57 -25.089638 10.0 25.089638 ik= 667 667 38 -7.543221 10.0 7.543221 667 39 -10.778723 10.0 10.778723 667 40 -12.021327 10.0 12.021327 667 41 -12.194298 10.0 12.194298 667 42 -10.215916 10.0 10.215916 667 43 -7.089489 10.0 7.089489 667 44 -6.894198 10.0 6.894198 667 45 -8.266674 10.0 8.266674 667 46 -14.236667 10.0 14.236667 667 47 -22.671013 10.0 22.671013 667 48 -31.429031 10.0 31.429031 667 49 -40.335846 10.0 40.335846 667 50 -47.64299 10.0 47.64299 667 51 -54.095909 10.0 54.095909 667 52 -59.204926 10.0 59.204926 667 53 -63.594757 10.0 63.594757 667 54 -64.671585 10.0 64.671585 667 55 -63.971645 10.0 63.971645 667 56 -48.147804 10.0 48.147804 667 57 -24.262741 10.0 24.262741 ik= 668 668 38 -7.403946 10.0 7.403946 668 39 -8.889501 10.0 8.889501 668 40 -9.032807 10.0 9.032807 668 41 -8.454427 10.0 8.454427 668 42 -7.519043 10.0 7.519043 668 43 -6.392555 10.0 6.392555 668 44 -8.197204 10.0 8.197204 668 45 -11.569617 10.0 11.569617 668 46 -18.888535 10.0 18.888535 668 47 -28.322851 10.0 28.322851 668 48 -35.799423 10.0 35.799423 668 49 -42.20631 10.0 42.20631 668 50 -47.828369 10.0 47.828369 668 51 -53.031326 10.0 53.031326 668 52 -57.541763 10.0 57.541763 668 53 -61.681595 10.0 61.681595 668 54 -60.881207 10.0 60.881207 668 55 -57.431351 10.0 57.431351 668 56 -40.809265 10.0 40.809265 668 57 -17.174191 10.0 17.174191 ik= 669 669 38 -6.31071 10.0 6.31071 669 39 -6.592454 10.0 6.592454 669 40 -5.898435 10.0 5.898435 669 41 -4.678314 10.0 4.678314 669 42 -4.894517 10.0 4.894517 669 43 -5.876121 10.0 5.876121 669 44 -9.930979 10.0 9.930979 669 45 -15.629618 10.0 15.629618 669 46 -23.842972 10.0 23.842972 669 47 -33.404266 10.0 33.404266 669 48 -39.650826 10.0 39.650826 669 49 -44.104271 10.0 44.104271 669 50 -48.160748 10.0 48.160748 669 51 -52.005249 10.0 52.005249 669 52 -55.950401 10.0 55.950401 669 53 -59.949425 10.0 59.949425 669 54 -56.458832 10.0 56.458832 669 55 -48.951515 10.0 48.951515 669 56 -32.069973 10.0 32.069973 669 57 -10.211714 10.0 10.211714 ik= 670 670 38 -3.984715 10.0 3.984715 670 39 -3.766474 10.0 3.766474 670 40 -2.57247 10.0 2.57247 670 41 -0.851449 10.0 0.851449 670 42 -2.360642 10.0 2.360642 670 43 -5.592177 10.0 5.592177 670 44 -12.222717 10.0 12.222717 670 45 -20.67127 10.0 20.67127 670 46 -29.193241 10.0 29.193241 670 47 -37.754562 10.0 37.754562 670 48 -42.836235 10.0 42.836235 670 49 -46.039715 10.0 46.039715 670 50 -48.683262 10.0 48.683262 670 51 -51.027809 10.0 51.027809 670 52 -54.450081 10.0 54.450081 670 53 -58.449104 10.0 58.449104 670 54 -51.215881 10.0 51.215881 670 55 -37.95874 10.0 37.95874 670 56 -21.513077 10.0 21.513077 670 57 -3.404704 10.0 3.404704 ik= 671 671 38 -1.360341 10.0 1.360341 671 39 -1.187641 10.0 1.187641 671 40 -0.11014 10.0 0.11014 671 41 1.455998 10.0 0.00848934843377 671 42 -1.857735 10.0 1.857735 671 43 -7.774409 10.0 7.774409 671 44 -16.49198 10.0 16.49198 671 45 -26.707657 10.0 26.707657 671 46 -34.627563 10.0 34.627563 671 47 -41.316902 10.0 41.316902 671 48 -45.071617 10.0 45.071617 671 49 -47.243828 10.0 47.243828 671 50 -49.190876 10.0 49.190876 671 51 -51.017689 10.0 51.017689 671 52 -52.909698 10.0 52.909698 671 53 -54.836594 10.0 54.836594 671 54 -44.416882 10.0 44.416882 671 55 -27.375612 10.0 27.375612 671 56 -12.478679 10.0 12.478679 671 57 1.227167 10.0 0.0139834610937 ik= 672 672 38 1.652055 10.0 0.0184356669499 672 39 1.074777 10.0 0.00965023395869 672 40 1.23964 10.0 0.00760538145023 672 41 1.803976 10.0 0.00838913546408 672 42 -3.976706 10.0 3.976706 672 43 -13.14328 10.0 13.14328 672 44 -23.319118 10.0 23.319118 672 45 -34.034782 10.0 34.034782 672 46 -40.176125 10.0 40.176125 672 47 -43.865551 10.0 43.865551 672 48 -46.082672 10.0 46.082672 672 49 -47.504906 10.0 47.504906 672 50 -49.679779 10.0 49.679779 672 51 -52.256569 10.0 52.256569 672 52 -51.31596 10.0 51.31596 672 53 -48.493 10.0 48.493 672 54 -35.601555 10.0 35.601555 672 55 -17.310326 10.0 17.310326 672 56 -5.400671 10.0 5.400671 672 57 3.055336 10.0 0.014423229624 ik= 673 673 38 3.0544 10.0 0.0183435540306 673 39 2.272976 10.0 0.011986880498 673 40 2.0 10.0 0.0101296939728 673 41 2.0 10.0 0.0113972962629 673 42 -5.526256 10.0 5.526256 673 43 -17.069401 10.0 17.069401 673 44 -27.33231 10.0 27.33231 673 45 -36.910465 10.0 36.910465 673 46 -41.910019 10.0 41.910019 673 47 -44.455364 10.0 44.455364 673 48 -45.356106 10.0 45.356106 673 49 -45.373363 10.0 45.373363 673 50 -45.270798 10.0 45.270798 673 51 -45.104248 10.0 45.104248 673 52 -40.255474 10.0 40.255474 673 53 -32.900993 10.0 32.900993 673 54 -20.740568 10.0 20.740568 673 55 -6.002687 10.0 6.002687 673 56 3.16308 10.0 0.0191414197938 673 57 9.316734 10.0 0.0163052280037 ik= 674 674 38 2.380063 10.0 0.0189209518841 674 39 2.098396 10.0 0.0136663955556 674 40 2.0 10.0 0.0120149455071 674 41 2.0 10.0 0.0125158631014 674 42 -6.340871 10.0 6.340871 674 43 -19.133408 10.0 19.133408 674 44 -27.715286 10.0 27.715286 674 45 -34.045029 10.0 34.045029 674 46 -38.724392 10.0 38.724392 674 47 -42.519123 10.0 42.519123 674 48 -42.389339 10.0 42.389339 674 49 -40.157696 10.0 40.157696 674 50 -34.548378 10.0 34.548378 674 51 -27.135365 10.0 27.135365 674 52 -16.99338 10.0 16.99338 674 53 -5.390973 10.0 5.390973 674 54 1.909059 10.0 0.0221917108757 674 55 6.901699 10.0 0.0258518364537 674 56 13.638666 10.0 0.022265397381 674 57 21.291588 10.0 0.0208312613639 ik= 675 675 38 4.50395 10.0 0.0210956908562 675 39 2.648254 10.0 0.0178036797232 675 40 2.994363 10.0 0.0165038290189 675 41 4.525382 10.0 0.0174574022727 675 42 -3.885156 10.0 3.885156 675 43 -17.600178 10.0 17.600178 675 44 -25.239571 10.0 25.239571 675 45 -29.629314 10.0 29.629314 675 46 -32.739872 10.0 32.739872 675 47 -35.164761 10.0 35.164761 675 48 -33.302109 10.0 33.302109 675 49 -29.148014 10.0 29.148014 675 50 -20.34935 10.0 20.34935 675 51 -9.070477 10.0 9.070477 675 52 1.418901 10.0 0.0222534927895 675 53 11.485775 10.0 0.026321182316 675 54 14.532518 10.0 0.0262536140086 675 55 13.814323 10.0 0.023452473352 675 56 18.109283 10.0 0.0170281797218 675 57 25.078989 10.0 0.0168422409696 ik= 676 676 38 10.235812 10.0 0.0379493591953 676 39 4.132192 10.0 0.0204018005653 676 40 5.270588 10.0 0.0178159836044 676 41 10.306306 10.0 0.0188184008918 676 42 2.787289 10.0 0.0199083948354 676 43 -11.427488 10.0 11.427488 676 44 -19.078234 10.0 19.078234 676 45 -23.218102 10.0 23.218102 676 46 -23.150555 10.0 23.150555 676 47 -20.827763 10.0 20.827763 676 48 -16.327927 10.0 16.327927 676 49 -10.674562 10.0 10.674562 676 50 -1.679776 10.0 1.679776 676 51 9.099344 10.0 0.0289606616835 676 52 13.554766 10.0 0.02496536206 676 53 14.626033 10.0 0.0212662660191 676 54 14.207222 10.0 0.0182712877398 676 55 12.989271 10.0 0.0153132021769 676 56 14.82775 10.0 0.0246191858949 676 57 18.299164 10.0 0.0188857507541 ik= 677 677 38 24.648052 10.0 0.0254072179197 677 39 17.896542 10.0 0.0305221419118 677 40 18.174017 10.0 0.0264088070314 677 41 22.232651 10.0 0.0163425020552 677 42 15.827436 10.0 0.0203216889621 677 43 3.841448 10.0 0.0327069231867 677 44 -2.514167 10.0 2.514167 677 45 -5.858286 10.0 5.858286 677 46 -6.329088 10.0 6.329088 677 47 -5.259743 10.0 5.259743 677 48 -0.717846 10.0 0.717846 677 49 5.671415 10.0 0.0308190602918 677 50 12.959894 10.0 0.0304668336066 677 51 20.728558 10.0 0.0233794253582 677 52 21.18725 10.0 0.0203104126281 677 53 17.73398 10.0 0.0160201604658 677 54 15.410261 10.0 0.0156914173009 677 55 13.692326 10.0 0.0161655395369 677 56 15.422609 10.0 0.0215682038681 677 57 18.996113 10.0 0.0188585056338 2 reading 125.276199 24.879471 LO:Karimata - Japan -1 5 43168 681 70 dilat= 10 0.004167 22.047653 22.043486 ik= 671 671 60 9.314213 10.0 0.00813268260461 671 61 8.596213 10.0 0.00664567081188 671 62 8.274508 10.0 0.0060308419032 671 63 8.16525 10.0 0.00509775583574 671 64 8.737787 10.0 0.00445626279269 671 65 9.673903 10.0 0.00474681142752 671 66 10.0 10.0 0.0047745968175 671 67 10.0 10.0 0.00514412374968 671 68 9.6745 10.0 0.00565818012395 671 69 9.174622 10.0 0.00618018453209 671 70 3.884617 10.0 0.00656927094039 671 71 -3.991571 10.0 3.991571 671 72 -6.685925 10.0 6.685925 671 73 -6.622284 10.0 6.622284 671 74 -7.677792 10.0 7.677792 671 75 -9.331904 10.0 9.331904 671 76 -14.210804 10.0 14.210804 671 77 -20.818277 10.0 20.818277 671 78 -19.225916 10.0 19.225916 671 79 -13.245601 10.0 13.245601 ik= 672 672 60 8.488477 10.0 0.0104959649904 672 61 7.270491 10.0 0.00874415563956 672 62 6.611495 10.0 0.00722553889762 672 63 6.251785 10.0 0.00586629635729 672 64 7.389477 10.0 0.00423519853754 672 65 9.325562 10.0 0.00401015055143 672 66 10.0 10.0 0.00437134144506 672 67 10.0 10.0 0.00468741324981 672 68 9.6745 10.0 0.00524000930553 672 69 9.174622 10.0 0.00552525110273 672 70 6.324532 10.0 0.00534965939281 672 71 2.205097 10.0 0.00530803547683 672 72 0.16369 10.0 0.00583367377299 672 73 -0.772639 10.0 0.772639 672 74 -3.153865 10.0 3.153865 672 75 -6.307932 10.0 6.307932 672 76 -11.873022 10.0 11.873022 672 77 -18.730488 10.0 18.730488 672 78 -15.757692 10.0 15.757692 672 79 -7.527447 10.0 7.527447 ik= 673 673 60 10.293554 10.0 0.0141873029662 673 61 7.920582 10.0 0.0099273723653 673 62 6.482432 10.0 0.00947193146535 673 63 5.544175 10.0 0.00758859442182 673 64 6.705947 10.0 0.00577029725021 673 65 8.987004 10.0 0.00487544599796 673 66 9.852753 10.0 0.00441639995739 673 67 9.961918 10.0 0.00429203509009 673 68 9.745584 10.0 0.00435316454082 673 69 9.354872 10.0 0.00443127693174 673 70 7.846345 10.0 0.00426561109104 673 71 5.733805 10.0 0.00482437343301 673 72 4.022228 10.0 0.00555180264804 673 73 2.522594 10.0 0.00745413412602 673 74 -1.458924 10.0 1.458924 673 75 -6.767941 10.0 6.767941 673 76 -12.11067 10.0 12.11067 673 77 -17.471468 10.0 17.471468 673 78 -12.792724 10.0 12.792724 673 79 -2.749212 10.0 2.749212 ik= 674 674 50 -34.548378 10.0 34.548378 674 51 -27.135365 10.0 27.135365 674 52 -16.99338 10.0 16.99338 674 53 -5.390973 10.0 5.390973 674 54 1.909059 10.0 0.0221917108757 674 55 6.901699 10.0 0.0258518364537 674 56 13.638666 10.0 0.022265397381 674 57 21.291588 10.0 0.0208312613639 674 58 22.125845 10.0 0.0173803106344 674 59 19.31695 10.0 0.0172108472494 674 60 15.490047 10.0 0.0201169057339 674 61 11.118044 10.0 0.0140627052203 674 62 8.331347 10.0 0.011375609415 674 63 6.391746 10.0 0.0100573423436 674 64 6.879915 10.0 0.00798054524867 674 65 8.661217 10.0 0.0068092622173 674 66 9.515707 10.0 0.00616236856578 674 67 9.874751 10.0 0.00491165514054 674 68 9.908295 10.0 0.0057073388941 674 69 9.767461 10.0 0.00547955320421 ik= 675 675 46 -32.739872 10.0 32.739872 675 47 -35.164761 10.0 35.164761 675 48 -33.302109 10.0 33.302109 675 49 -29.148014 10.0 29.148014 675 50 -20.34935 10.0 20.34935 675 51 -9.070477 10.0 9.070477 675 52 1.418901 10.0 0.0222534927895 675 53 11.485775 10.0 0.026321182316 675 54 14.532518 10.0 0.0262536140086 675 55 13.814323 10.0 0.023452473352 675 56 18.109283 10.0 0.0170281797218 675 57 25.078989 10.0 0.0168422409696 675 58 26.13905 10.0 0.0191238193359 675 59 24.041636 10.0 0.0126143905632 675 60 19.657974 10.0 0.0153324039005 675 61 14.050137 10.0 0.0160407728646 675 62 11.175662 10.0 0.0124564223744 675 63 9.76528 10.0 0.0117504315791 675 64 9.684032 10.0 0.00959327058167 675 65 10.310398 10.0 0.008777477234 ik= 676 676 43 -11.427488 10.0 11.427488 676 44 -19.078234 10.0 19.078234 676 45 -23.218102 10.0 23.218102 676 46 -23.150555 10.0 23.150555 676 47 -20.827763 10.0 20.827763 676 48 -16.327927 10.0 16.327927 676 49 -10.674562 10.0 10.674562 676 50 -1.679776 10.0 1.679776 676 51 9.099344 10.0 0.0289606616835 676 52 13.554766 10.0 0.02496536206 676 53 14.626033 10.0 0.0212662660191 676 54 14.207222 10.0 0.0182712877398 676 55 12.989271 10.0 0.0153132021769 676 56 14.82775 10.0 0.0246191858949 676 57 18.299164 10.0 0.0188857507541 676 58 21.723969 10.0 0.0171047718493 676 59 25.123871 10.0 0.0150933399023 676 60 22.494501 10.0 0.0138096975434 676 61 16.636786 10.0 0.0169408193629 676 62 15.301241 10.0 0.0132593955603 ik= 677 677 43 3.841448 10.0 0.0327069231867 677 44 -2.514167 10.0 2.514167 677 45 -5.858286 10.0 5.858286 677 46 -6.329088 10.0 6.329088 677 47 -5.259743 10.0 5.259743 677 48 -0.717846 10.0 0.717846 677 49 5.671415 10.0 0.0308190602918 677 50 12.959894 10.0 0.0304668336066 677 51 20.728558 10.0 0.0233794253582 677 52 21.18725 10.0 0.0203104126281 677 53 17.73398 10.0 0.0160201604658 677 54 15.410261 10.0 0.0156914173009 677 55 13.692326 10.0 0.0161655395369 677 56 15.422609 10.0 0.0215682038681 677 57 18.996113 10.0 0.0188585056338 677 58 23.693422 10.0 0.0153631281173 677 59 28.991177 10.0 0.0128335697864 677 60 28.566917 10.0 0.0137959689292 677 61 25.07884 10.0 0.0118880464958 677 62 24.421852 10.0 0.0108800833588 ik= 678 678 40 44.776585 10.0 0.016417166025 678 41 42.076157 10.0 0.0161145857388 678 42 37.070396 10.0 0.0181190568658 678 43 30.8316 10.0 0.0197103242465 678 44 27.455559 10.0 0.0306882532567 678 45 25.61071 10.0 0.0236675001632 678 46 19.806654 10.0 0.0451653934107 678 47 11.880394 10.0 0.030091219228 678 48 13.115721 10.0 0.0321151275014 678 49 19.255104 10.0 0.0206553611124 678 50 22.384283 10.0 0.0209538525448 678 51 23.905998 10.0 0.0182166814057 678 52 23.000858 10.0 0.0163418859466 678 53 20.796978 10.0 0.01914197436 678 54 18.58411 10.0 0.0172391649611 678 55 16.366419 10.0 0.0179435763608 678 56 21.018698 10.0 0.0139314575577 678 57 29.339882 10.0 0.0127155926568 678 58 33.89901 10.0 0.0132810208881 678 59 36.448105 10.0 0.013146774265 ik= 679 679 36 72.631958 10.0 0.0145930436713 679 37 73.286812 10.0 0.0158682551345 679 38 72.692276 10.0 0.0143794559318 679 39 71.428391 10.0 0.0151729675106 679 40 67.042633 10.0 0.0147445247055 679 41 60.969688 10.0 0.0137200152928 679 42 57.118172 10.0 0.0151156238217 679 43 54.446335 10.0 0.0121807332559 679 44 53.361656 10.0 0.017473658943 679 45 53.125908 10.0 0.0129418239054 679 46 41.811073 10.0 0.0183146855291 679 47 24.557661 10.0 0.0221625366664 679 48 22.940105 10.0 0.0254030786817 679 49 29.702644 10.0 0.0234291092232 679 50 31.251345 10.0 0.0199977549483 679 51 30.015835 10.0 0.0193125894948 679 52 28.679371 10.0 0.014804293175 679 53 27.288883 10.0 0.0142089880436 679 54 24.679296 10.0 0.0153398235993 679 55 21.415905 10.0 0.0151215726183 ik= 680 680 36 90.104912 10.0 0.0145171819804 680 37 92.259041 10.0 0.0154130220886 680 38 91.048546 10.0 0.0140671272828 680 39 88.035522 10.0 0.0138448243319 680 40 83.689079 10.0 0.0136338144601 680 41 78.617477 10.0 0.0117211569548 680 42 75.602547 10.0 0.0117905716861 680 43 73.680344 10.0 0.0113787821823 680 44 73.996506 10.0 0.0137642605068 680 45 75.509903 10.0 0.0106870747109 680 46 58.460976 10.0 0.0124127721105 680 47 31.462322 10.0 0.0151548178354 680 48 27.580353 10.0 0.0187958722255 680 49 36.092033 10.0 0.0160189540748 680 50 39.389881 10.0 0.0148596501335 680 51 39.903519 10.0 0.0144910812253 680 52 39.339581 10.0 0.0125767897708 680 53 38.198967 10.0 0.0163718744907 680 54 34.538071 10.0 0.0159292223622 680 55 29.525534 10.0 0.0191653469709 ik= 681 681 36 112.556107 10.0 0.0133960424187 681 37 114.791428 10.0 0.0144630891812 681 38 112.256577 10.0 0.0136362525691 681 39 107.166191 10.0 0.0127169644536 681 40 101.821564 10.0 0.0123773326654 681 41 96.330414 10.0 0.011048571913 681 42 92.733688 10.0 0.0113154430198 681 43 90.142693 10.0 0.011256190573 681 44 90.370468 10.0 0.0111029619351 681 45 92.105911 10.0 0.0117251920994 681 46 73.831711 10.0 0.01188725807 681 47 44.831985 10.0 0.0144382186064 681 48 39.754814 10.0 0.013945243847 681 49 47.506325 10.0 0.0137455278912 681 50 50.684296 10.0 0.0127008317378 681 51 51.419983 10.0 0.0130767642218 681 52 51.238472 10.0 0.0144156292132 681 53 50.566124 10.0 0.0137721600353 681 54 46.071709 10.0 0.0137403758614 681 55 39.527496 10.0 0.0146488766078 ik= 682 682 36 141.408966 10.0 0.0115782097102 682 37 141.895126 10.0 0.0127702516649 682 38 137.123001 10.0 0.0125522483951 682 39 129.533844 10.0 0.0117371140572 682 40 121.853027 10.0 0.011230064162 682 41 114.108849 10.0 0.01053314168 682 42 108.100296 10.0 0.0100792716854 682 43 103.010529 10.0 0.0103774895118 682 44 101.227936 10.0 0.00962696051328 682 45 101.214218 10.0 0.0104987271353 682 46 87.53537 10.0 0.0117891143654 682 47 66.531738 10.0 0.0142923657205 682 48 61.640598 10.0 0.0137352751288 682 49 65.394058 10.0 0.0129186672647 682 50 66.040016 10.0 0.012761045028 682 51 65.026558 10.0 0.012773687354 682 52 64.72361 10.0 0.0121540746971 682 53 64.800896 10.0 0.0124806445182 682 54 59.754929 10.0 0.0137217602848 682 55 51.961319 10.0 0.0165205696099 ik= 683 683 36 172.077698 10.0 0.00962883714938 683 37 171.905212 10.0 0.0107923484415 683 38 164.849106 10.0 0.0109903097748 683 39 154.105255 10.0 0.01057898825 683 40 143.929459 10.0 0.0101591800295 683 41 134.040558 10.0 0.00982811777551 683 42 126.724335 10.0 0.00863939935149 683 43 120.771568 10.0 0.00864026673178 683 44 117.405899 10.0 0.00859058601911 683 45 115.423996 10.0 0.00918231660418 683 46 104.490265 10.0 0.0109857890929 683 47 88.758179 10.0 0.012763562118 683 48 81.889511 10.0 0.012507478385 683 49 79.787918 10.0 0.0109264607204 683 50 77.610596 10.0 0.0111513694745 683 51 75.392822 10.0 0.0110064309523 683 52 74.803162 10.0 0.0123211904013 683 53 75.084785 10.0 0.012713436112 683 54 70.290985 10.0 0.0139709375961 683 55 62.775215 10.0 0.0144678000256 ik= 684 684 36 205.058273 10.0 0.00810199591454 684 37 205.635406 10.0 0.00895767280724 684 38 196.237457 10.0 0.00936197491029 684 39 181.49556 10.0 0.00927646767714 684 40 168.622406 10.0 0.00906734300597 684 41 156.73082 10.0 0.00895295674307 684 42 149.533585 10.0 0.00841888079565 684 43 144.8302 10.0 0.00761694839703 684 44 140.434708 10.0 0.00764454425899 684 45 136.203903 10.0 0.00840256560393 684 46 125.62413 10.0 0.00929279306132 684 47 111.641197 10.0 0.00973081802999 684 48 100.004295 10.0 0.00930298178141 684 49 89.656731 10.0 0.0113148800854 684 50 84.283104 10.0 0.0126308285579 684 51 81.565582 10.0 0.0123760835037 684 52 80.476158 10.0 0.0132660518984 684 53 80.258018 10.0 0.01499272298 684 54 76.753601 10.0 0.0147315701749 684 55 71.486732 10.0 0.0140336970932 ik= 685 685 36 239.027908 10.0 0.00771003525459 685 37 238.499985 10.0 0.0076312326535 685 38 228.314682 10.0 0.00793328855568 685 39 212.955612 10.0 0.0080318362022 685 40 199.985596 10.0 0.00799724266866 685 41 188.27681 10.0 0.00801621325301 685 42 179.894775 10.0 0.00785916585859 685 43 173.276886 10.0 0.00730610858966 685 44 166.108521 10.0 0.00794062321159 685 45 158.645706 10.0 0.00907481855748 685 46 144.738434 10.0 0.00974683726497 685 47 127.376839 10.0 0.0100621561096 685 48 111.811234 10.0 0.0114272634301 685 49 97.251373 10.0 0.0137495133221 685 50 89.800934 10.0 0.0150247983865 685 51 86.14695 10.0 0.0139277331393 685 52 84.405388 10.0 0.0135623016133 685 53 83.687271 10.0 0.0156941368795 685 54 79.839195 10.0 0.0152015346318 685 55 74.3125 10.0 0.0139017507688 ik= 686 686 36 274.239105 10.0 0.0073930264151 686 37 270.212891 10.0 0.00731675409336 686 38 261.247864 10.0 0.00725062362171 686 39 249.636978 10.0 0.00719107867451 686 40 239.927368 10.0 0.00713945608523 686 41 231.222595 10.0 0.00711939612684 686 42 219.973877 10.0 0.00716003145533 686 43 207.358917 10.0 0.00749423960132 686 44 195.170288 10.0 0.00848831056498 686 45 183.209671 10.0 0.00955735685464 686 46 161.225662 10.0 0.0104421654911 686 47 133.868942 10.0 0.0113564537739 686 48 115.462555 10.0 0.0127648096115 686 49 101.902206 10.0 0.0143324271238 686 50 93.822357 10.0 0.0148706190191 686 51 88.669098 10.0 0.0137496872552 686 52 86.079361 10.0 0.0130826149837 686 53 84.861481 10.0 0.0148932229893 686 54 78.561874 10.0 0.015493686281 686 55 69.53688 10.0 0.0143974736381 ik= 687 687 36 306.974426 10.0 0.0071362402007 687 37 300.648529 10.0 0.00706477633654 687 38 292.612549 10.0 0.0070066584265 687 39 283.660431 10.0 0.0069595768845 687 40 275.127686 10.0 0.00692315140986 687 41 266.80481 10.0 0.00689703681643 687 42 253.270798 10.0 0.00711391785656 687 43 236.947357 10.0 0.00777217204771 687 44 221.956421 10.0 0.00854253722417 687 45 207.678192 10.0 0.00938234534049 687 46 183.631897 10.0 0.0101717682172 687 47 154.349762 10.0 0.0110078584501 687 48 131.224854 10.0 0.0119182803643 687 49 111.463104 10.0 0.0125357660859 687 50 99.250862 10.0 0.0123604203032 687 51 91.070091 10.0 0.011557521604 687 52 86.10421 10.0 0.011736675047 687 53 82.85878 10.0 0.012565632159 687 54 74.070412 10.0 0.0129525439541 687 55 62.309311 10.0 0.011213557456 ik= 688 688 36 336.492096 10.0 0.00692709915671 688 37 329.41626 10.0 0.00686373206986 688 38 321.932587 10.0 0.00681580089394 688 39 314.230408 10.0 0.00678140595976 688 40 304.182343 10.0 0.00675837515006 688 41 292.854095 10.0 0.00674460799675 688 42 277.78714 10.0 0.00723159388309 688 43 260.713745 10.0 0.00770835184886 688 44 245.787201 10.0 0.00825246789361 688 45 232.008942 10.0 0.00885082674988 688 46 213.670761 10.0 0.0094094434538 688 47 192.888367 10.0 0.00987825169536 688 48 162.622192 10.0 0.0102213716538 688 49 127.360909 10.0 0.0105218598175 688 50 106.493759 10.0 0.0112442692072 688 51 93.313141 10.0 0.0112236971428 688 52 83.998795 10.0 0.0100890395336 688 53 76.753494 10.0 0.00998300345686 688 54 65.429741 10.0 0.0106312350724 688 55 51.918701 10.0 0.0134970337789 ik= 689 689 36 362.128723 10.0 0.00675605141991 689 37 355.066986 10.0 0.00670314275868 689 38 346.909821 10.0 0.00666630283096 689 39 338.165863 10.0 0.00664362614132 689 40 326.015808 10.0 0.0066318484858 689 41 312.011444 10.0 0.0069982270323 689 42 294.885925 10.0 0.00736796279537 689 43 276.080933 10.0 0.00766721408278 689 44 255.900742 10.0 0.00792019967381 689 45 234.984924 10.0 0.00842028617239 689 46 219.331924 10.0 0.00910917059642 689 47 206.499847 10.0 0.00963075677309 689 48 175.880402 10.0 0.0100407489785 689 49 135.818909 10.0 0.0112666241932 689 50 111.445374 10.0 0.0123514487894 689 51 95.44928 10.0 0.0120892537353 689 52 83.259834 10.0 0.0105753285945 689 53 73.107529 10.0 0.0118488797567 689 54 60.340611 10.0 0.0127240382275 689 55 46.171459 10.0 0.0158466178884 ik= 690 690 36 382.784668 10.0 0.00661452300714 690 37 376.7229 10.0 0.0065730073862 690 38 366.310028 10.0 0.00654698146678 690 39 353.566162 10.0 0.0068551220143 690 40 338.55484 10.0 0.00731095761163 690 41 322.296417 10.0 0.00783664253982 690 42 302.432007 10.0 0.00834366521062 690 43 280.627106 10.0 0.00883006480877 690 44 248.325912 10.0 0.0093848760669 690 45 210.410614 10.0 0.0100533060876 690 46 193.545197 10.0 0.0106788139999 690 47 187.962921 10.0 0.0110517672717 690 48 165.748199 10.0 0.0113215029926 690 49 134.686432 10.0 0.0120732666086 690 50 113.445801 10.0 0.0125364224087 690 51 97.449707 10.0 0.0117798637035 690 52 84.283188 10.0 0.0116084816199 690 53 72.630928 10.0 0.0132497889502 690 54 59.82856 10.0 0.0128984324408 690 55 46.409397 10.0 0.018880113835 3 reading 125.279297 24.732580 LO:Sugama - Japan -1 5 43169 646 71 dilat= 10 0.004167 22.047653 22.043486 ik= 636 636 61 12.726226 10.0 0.0784970054573 636 62 10.477358 10.0 0.0896294218984 636 63 8.805586 10.0 0.0916273913245 636 64 7.114012 10.0 0.0792417080768 636 65 5.410244 10.0 0.0655863957946 636 66 6.780416 10.0 0.0766273421068 636 67 9.793823 10.0 0.0971369535937 636 68 13.623187 10.0 0.107605260293 636 69 17.889675 10.0 0.11037424833 636 70 19.737343 10.0 0.116749393648 636 71 20.287416 10.0 0.124915806016 636 72 21.121117 10.0 0.133567552991 636 73 22.106735 10.0 0.139767678508 636 74 23.684025 10.0 0.141440670812 636 75 25.577785 10.0 0.142221240999 636 76 30.776339 10.0 0.139477845728 636 77 37.746353 10.0 0.131181907583 636 78 50.714165 10.0 0.117792707648 636 79 66.858429 10.0 0.105348738316 636 80 80.248688 10.0 0.0949759138415 ik= 637 637 65 3.249306 10.0 0.0457279927167 637 66 5.768058 10.0 0.0618693357384 637 67 9.876158 10.0 0.061057579822 637 68 13.617358 10.0 0.0920204628122 637 69 17.162004 10.0 0.0946878851373 637 70 18.104603 10.0 0.101578610056 637 71 17.649391 10.0 0.110318253017 637 72 16.566738 10.0 0.12175030148 637 73 15.148754 10.0 0.135358149554 637 74 13.689351 10.0 0.149783511145 637 75 12.207792 10.0 0.167764694897 637 76 14.377037 10.0 0.163597675918 637 77 18.503212 10.0 0.153821798258 637 78 32.473419 10.0 0.131343380032 637 79 51.677586 10.0 0.110633652245 637 80 65.431061 10.0 0.0991439996434 637 81 76.273796 10.0 0.0909191796003 637 82 84.529449 10.0 0.0856471928821 637 83 91.400589 10.0 0.0823415599478 637 84 107.340431 10.0 0.0799200101396 ik= 638 638 65 5.314414 10.0 0.0451450232105 638 66 8.431499 10.0 0.0468545010107 638 67 12.789591 10.0 0.0736105477533 638 68 17.431925 10.0 0.0813506251122 638 69 22.226532 10.0 0.0838787908458 638 70 24.419083 10.0 0.0874182543212 638 71 25.216124 10.0 0.0925114227212 638 72 22.449488 10.0 0.100669357401 638 73 17.781605 10.0 0.113151814373 638 74 13.723799 10.0 0.128068007326 638 75 9.99231 10.0 0.140073163778 638 76 10.074376 10.0 0.159740945454 638 77 12.200611 10.0 0.168986568062 638 78 22.04707 10.0 0.133490950236 638 79 36.001396 10.0 0.117977736401 638 80 46.949524 10.0 0.103177976851 638 81 56.292309 10.0 0.0930401222391 638 82 65.327827 10.0 0.0875797506459 638 83 74.198906 10.0 0.0846481358362 638 84 83.839859 10.0 0.0833182083256 ik= 639 639 67 13.613751 10.0 0.0738735340692 639 68 18.646982 10.0 0.0761001890307 639 69 23.382162 10.0 0.0798105463348 639 70 26.295921 10.0 0.0814908600391 639 71 28.235373 10.0 0.0837728995435 639 72 25.5254 10.0 0.0890871888687 639 73 20.335802 10.0 0.0967822693417 639 74 15.057347 10.0 0.0993626893641 639 75 9.731364 10.0 0.0721329266057 639 76 7.387524 10.0 0.0732974928377 639 77 6.642191 10.0 0.0853663564013 639 78 11.634952 10.0 0.143345069783 639 79 19.687429 10.0 0.128780065416 639 80 27.31929 10.0 0.116849629497 639 81 34.726536 10.0 0.10461567224 639 82 42.82645 10.0 0.100221634492 639 83 51.297058 10.0 0.0963016185848 639 84 56.644093 10.0 0.0926364067471 639 85 60.315914 10.0 0.0909396033797 639 86 68.505775 10.0 0.0884545046879 ik= 640 640 67 11.741465 10.0 0.0812887184617 640 68 16.507273 10.0 0.0705124172177 640 69 19.492508 10.0 0.0765064097687 640 70 22.445602 10.0 0.0785122792821 640 71 25.386856 10.0 0.0796968881506 640 72 24.980827 10.0 0.0835404729281 640 73 22.791138 10.0 0.0872821376309 640 74 18.069471 10.0 0.0841411149698 640 75 11.993511 10.0 0.0627207008411 640 76 6.783909 10.0 0.039813153157 640 77 2.0387 10.0 0.0535713518445 640 78 1.230284 10.0 0.0913095349599 640 79 2.532969 10.0 0.14294498465 640 80 6.185463 10.0 0.195351090495 640 81 11.092785 10.0 0.208278790283 640 82 16.041399 10.0 0.18100493572 640 83 21.012114 10.0 0.162719902619 640 84 24.6492 10.0 0.125392505626 640 85 27.571043 10.0 0.117342040029 640 86 37.129311 10.0 0.10608785927 ik= 641 641 71 20.168346 10.0 0.0780410667044 641 72 20.031013 10.0 0.0826543688356 641 73 18.767714 10.0 0.0869986751993 641 74 14.519968 10.0 0.0915391481002 641 75 8.675918 10.0 0.0936520799884 641 76 2.506431 10.0 0.0663335589663 641 77 -3.837498 10.0 3.837498 641 78 -7.684971 10.0 7.684971 641 79 -10.184361 10.0 10.184361 641 80 -9.12887 10.0 9.12887 641 81 -6.175025 10.0 6.175025 641 82 -3.546801 10.0 3.546801 641 83 -1.092835 10.0 1.092835 641 84 1.177732 10.0 0.172729891617 641 85 3.349941 10.0 0.157945686595 641 86 11.999671 10.0 0.182554121833 641 87 24.096804 10.0 0.124651341626 641 88 31.976246 10.0 0.120397169434 641 89 37.60218 10.0 0.100774652359 641 90 44.175194 10.0 0.101262856035 ik= 642 642 71 11.884256 10.0 0.081771994477 642 72 9.388007 10.0 0.0939668913753 642 73 6.37476 10.0 0.115530008251 642 74 2.494439 10.0 0.0918065690845 642 75 -1.849657 10.0 1.849657 642 76 -6.51919 10.0 6.51919 642 77 -11.363165 10.0 11.363165 642 78 -14.686466 10.0 14.686466 642 79 -17.185856 10.0 17.185856 642 80 -16.945196 10.0 16.945196 642 81 -15.241314 10.0 15.241314 642 82 -13.863051 10.0 13.863051 642 83 -12.659047 10.0 12.659047 642 84 -11.312997 10.0 11.312997 642 85 -9.890766 10.0 9.890766 642 86 -5.090484 10.0 5.090484 642 87 1.506816 10.0 0.171483510189 642 88 6.167527 10.0 0.180013203736 642 89 9.793518 10.0 0.19095803999 642 90 13.552532 10.0 0.195344193787 ik= 643 643 71 3.723476 10.0 0.058186391146 643 72 0.325474 10.0 0.0533055827204 643 73 -3.018547 10.0 3.018547 643 74 -5.75239 10.0 5.75239 643 75 -8.159864 10.0 8.159864 643 76 -11.745626 10.0 11.745626 643 77 -15.962985 10.0 15.962985 643 78 -20.206795 10.0 20.206795 643 79 -24.452858 10.0 24.452858 643 80 -26.560211 10.0 26.560211 643 81 -27.525463 10.0 27.525463 643 82 -27.749668 10.0 27.749668 643 83 -27.577291 10.0 27.577291 643 84 -26.866367 10.0 26.866367 643 85 -25.866611 10.0 25.866611 643 86 -24.089249 10.0 24.089249 643 87 -21.900108 10.0 21.900108 643 88 -18.583794 10.0 18.583794 643 89 -14.665232 10.0 14.665232 643 90 -11.925401 10.0 11.925401 ik= 644 644 71 -4.27457 10.0 4.27457 644 72 -6.69504 10.0 6.69504 644 73 -8.539793 10.0 8.539793 644 74 -9.123168 10.0 9.123168 644 75 -9.031863 10.0 9.031863 644 76 -12.070984 10.0 12.070984 644 77 -16.788097 10.0 16.788097 644 78 -23.814768 10.0 23.814768 644 79 -32.05888 10.0 32.05888 644 80 -38.490063 10.0 38.490063 644 81 -43.953121 10.0 43.953121 644 82 -46.233582 10.0 46.233582 644 83 -46.810841 10.0 46.810841 644 84 -46.361607 10.0 46.361607 644 85 -45.361851 10.0 45.361851 644 86 -45.540283 10.0 45.540283 644 87 -46.349682 10.0 46.349682 644 88 -41.960373 10.0 41.960373 644 89 -34.793396 10.0 34.793396 644 90 -30.758022 10.0 30.758022 ik= 645 645 71 -8.829857 10.0 8.829857 645 72 -10.29113 10.0 10.29113 645 73 -11.072567 10.0 11.072567 645 74 -10.510082 10.0 10.510082 645 75 -9.228767 10.0 9.228767 645 76 -12.035984 10.0 12.035984 645 77 -17.034763 10.0 17.034763 645 78 -25.914726 10.0 25.914726 645 79 -36.848801 10.0 36.848801 645 80 -45.441967 10.0 45.441967 645 81 -52.785053 10.0 52.785053 645 82 -55.640591 10.0 55.640591 645 83 -56.094547 10.0 56.094547 645 84 -56.312798 10.0 56.312798 645 85 -56.40464 10.0 56.40464 645 86 -57.639778 10.0 57.639778 645 87 -59.484211 10.0 59.484211 645 88 -55.258121 10.0 55.258121 645 89 -47.788555 10.0 47.788555 645 90 -44.977791 10.0 44.977791 ik= 646 646 71 -8.938669 10.0 8.938669 646 72 -9.465407 10.0 9.465407 646 73 -9.747088 10.0 9.747088 646 74 -9.336049 10.0 9.336049 646 75 -8.55449 10.0 8.55449 646 76 -11.536106 10.0 11.536106 646 77 -16.534885 10.0 16.534885 646 78 -26.066902 10.0 26.066902 646 79 -38.000488 10.0 38.000488 646 80 -45.964249 10.0 45.964249 646 81 -51.808071 10.0 51.808071 646 82 -53.32711 10.0 53.32711 646 83 -52.531677 10.0 52.531677 646 84 -53.940254 10.0 53.940254 646 85 -56.530869 10.0 56.530869 646 86 -57.661633 10.0 57.661633 646 87 -58.006798 10.0 58.006798 646 88 -55.53867 10.0 55.53867 646 89 -51.56739 10.0 51.56739 646 90 -53.23135 10.0 53.23135 ik= 647 647 71 -8.924032 10.0 8.924032 647 72 -9.071168 10.0 9.071168 647 73 -9.18032 10.0 9.18032 647 74 -9.319365 10.0 9.319365 647 75 -9.474398 10.0 9.474398 647 76 -13.209223 10.0 13.209223 647 77 -18.862913 10.0 18.862913 647 78 -28.421654 10.0 28.421654 647 79 -40.045387 10.0 40.045387 647 80 -46.496559 10.0 46.496559 647 81 -50.185516 10.0 50.185516 647 82 -50.992352 10.0 50.992352 647 83 -50.256783 10.0 50.256783 647 84 -52.674046 10.0 52.674046 647 85 -56.782219 10.0 56.782219 647 86 -57.109169 10.0 57.109169 647 87 -55.408623 10.0 55.408623 647 88 -55.007187 10.0 55.007187 647 89 -55.299866 10.0 55.299866 647 90 -60.14312 10.0 60.14312 ik= 648 648 71 -8.75012 10.0 8.75012 648 72 -9.23409 10.0 9.23409 648 73 -9.59312 10.0 9.59312 648 74 -10.796042 10.0 10.796042 648 75 -12.450344 10.0 12.450344 648 76 -17.684437 10.0 17.684437 648 77 -24.837397 10.0 24.837397 648 78 -33.615959 10.0 33.615959 648 79 -43.240669 10.0 43.240669 648 80 -47.041248 10.0 47.041248 648 81 -47.73167 10.0 47.73167 648 82 -48.632591 10.0 48.632591 648 83 -49.646168 10.0 49.646168 648 84 -52.836693 10.0 52.836693 648 85 -57.194744 10.0 57.194744 648 86 -55.816238 10.0 55.816238 648 87 -51.367031 10.0 51.367031 648 88 -53.42849 10.0 53.42849 648 89 -58.968605 10.0 58.968605 648 90 -65.316299 10.0 65.316299 ik= 649 649 71 -6.478259 10.0 6.478259 649 72 -7.778145 10.0 7.778145 649 73 -9.58773 10.0 9.58773 649 74 -12.628928 10.0 12.628928 649 75 -16.328884 10.0 16.328884 649 76 -22.969135 10.0 22.969135 649 77 -31.185467 10.0 31.185467 649 78 -39.102142 10.0 39.102142 649 79 -46.836071 10.0 46.836071 649 80 -49.090084 10.0 49.090084 649 81 -48.417755 10.0 48.417755 649 82 -48.988194 10.0 48.988194 649 83 -50.223701 10.0 50.223701 649 84 -52.44672 10.0 52.44672 649 85 -55.199345 10.0 55.199345 649 86 -53.744007 10.0 53.744007 649 87 -50.03746 10.0 50.03746 649 88 -54.498741 10.0 54.498741 649 89 -63.324093 10.0 63.324093 649 90 -69.070175 10.0 69.070175 ik= 650 650 71 -1.501336 10.0 1.501336 650 72 -4.234554 10.0 4.234554 650 73 -9.042675 10.0 9.042675 650 74 -14.919607 10.0 14.919607 650 75 -21.368221 10.0 21.368221 650 76 -29.293028 10.0 29.293028 650 77 -38.009117 10.0 38.009117 650 78 -44.959335 10.0 44.959335 650 79 -50.944115 10.0 50.944115 650 80 -53.077904 10.0 53.077904 650 81 -53.155209 10.0 53.155209 650 82 -52.84758 10.0 52.84758 650 83 -52.33395 10.0 52.33395 650 84 -51.34399 10.0 51.34399 650 85 -50.098568 10.0 50.098568 650 86 -50.668243 10.0 50.668243 650 87 -52.209133 10.0 52.209133 650 88 -58.986347 10.0 58.986347 650 89 -68.561333 10.0 68.561333 650 90 -70.988571 10.0 70.988571 ik= 651 651 71 0.915062 10.0 0.00184404223377 651 72 -3.318919 10.0 3.318919 651 73 -10.47214 10.0 10.47214 651 74 -18.317987 10.0 18.317987 651 75 -26.534306 10.0 26.534306 651 76 -34.69099 10.0 34.69099 651 77 -42.81572 10.0 42.81572 651 78 -48.844841 10.0 48.844841 651 79 -53.734486 10.0 53.734486 651 80 -56.189369 10.0 56.189369 651 81 -57.344055 10.0 57.344055 651 82 -56.627544 10.0 56.627544 651 83 -54.909641 10.0 54.909641 651 84 -52.103352 10.0 52.103352 651 85 -48.713341 10.0 48.713341 651 86 -50.818592 10.0 50.818592 651 87 -55.863167 10.0 55.863167 651 88 -61.859749 10.0 61.859749 651 89 -68.364998 10.0 68.364998 651 90 -68.911827 10.0 68.911827 ik= 652 652 71 0.024119 10.0 0.00200577858413 652 72 -5.796086 10.0 5.796086 652 73 -14.448575 10.0 14.448575 652 74 -23.14249 10.0 23.14249 652 75 -31.858561 10.0 31.858561 652 76 -38.888222 10.0 38.888222 652 77 -45.013924 10.0 45.013924 652 78 -50.181461 10.0 50.181461 652 79 -54.821228 10.0 54.821228 652 80 -58.166473 10.0 58.166473 652 81 -60.820427 10.0 60.820427 652 82 -60.301033 10.0 60.301033 652 83 -58.08337 10.0 58.08337 652 84 -55.265266 10.0 55.265266 652 85 -52.12513 10.0 52.12513 652 86 -55.132652 10.0 55.132652 652 87 -61.426617 10.0 61.426617 652 88 -62.646729 10.0 62.646729 652 89 -61.155884 10.0 61.155884 652 90 -61.680832 10.0 61.680832 ik= 653 653 71 -1.920794 10.0 1.920794 653 72 -9.294773 10.0 9.294773 653 73 -19.338089 10.0 19.338089 653 74 -28.344742 10.0 28.344742 653 75 -36.796909 10.0 36.796909 653 76 -42.290367 10.0 42.290367 653 77 -46.197876 10.0 46.197876 653 78 -50.854305 10.0 50.854305 653 79 -55.898842 10.0 55.898842 653 80 -60.50507 10.0 60.50507 653 81 -64.877235 10.0 64.877235 653 82 -63.778099 10.0 63.778099 653 83 -59.750931 10.0 59.750931 653 84 -56.605927 10.0 56.605927 653 85 -53.934036 10.0 53.934036 653 86 -56.56815 10.0 56.56815 653 87 -62.038658 10.0 62.038658 653 88 -60.816448 10.0 60.816448 653 89 -56.018311 10.0 56.018311 653 90 -57.304897 10.0 57.304897 ik= 654 654 71 -5.224171 10.0 5.224171 654 72 -14.108406 10.0 14.108406 654 73 -25.401112 10.0 25.401112 654 74 -34.029152 10.0 34.029152 654 75 -41.231934 10.0 41.231934 654 76 -44.662609 10.0 44.662609 654 77 -46.071339 10.0 46.071339 654 78 -50.669617 10.0 50.669617 654 79 -56.963543 10.0 56.963543 654 80 -63.307835 10.0 63.307835 654 81 -69.679016 10.0 69.679016 654 82 -66.997986 10.0 66.997986 654 83 -59.472519 10.0 59.472519 654 84 -55.594234 10.0 55.594234 654 85 -53.671982 10.0 53.671982 654 86 -54.286385 10.0 54.286385 654 87 -56.258606 10.0 56.258606 654 88 -55.609631 10.0 55.609631 654 89 -53.56015 10.0 53.56015 654 90 -56.618958 10.0 56.618958 ik= 655 655 71 -9.696468 10.0 9.696468 655 72 -19.161947 10.0 19.161947 655 73 -30.39518 10.0 30.39518 655 74 -37.974846 10.0 37.974846 655 75 -43.600304 10.0 43.600304 655 76 -46.131737 10.0 46.131737 655 77 -47.004692 10.0 47.004692 655 78 -51.73288 10.0 51.73288 655 79 -58.512932 10.0 58.512932 655 80 -63.769379 10.0 63.769379 655 81 -68.212196 10.0 68.212196 655 82 -64.782593 10.0 64.782593 655 83 -57.139938 10.0 57.139938 655 84 -53.282753 10.0 53.282753 655 85 -51.455757 10.0 51.455757 655 86 -51.386463 10.0 51.386463 655 87 -52.259418 10.0 52.259418 655 88 -53.091057 10.0 53.091057 655 89 -53.900612 10.0 53.900612 655 90 -57.917706 10.0 57.917706 4 reading 125.286102 24.794680 LO:Hirara - Japan 33821 4 43173 661 73 dilat= 10 0.004167 22.047653 22.043486 ik= 651 651 63 7.801331 10.0 0.00654476410321 651 64 5.002532 10.0 0.00826546427879 651 65 -0.122925 10.0 0.122925 651 66 -2.773228 10.0 2.773228 651 67 -4.100388 10.0 4.100388 651 68 -3.444725 10.0 3.444725 651 69 -1.726822 10.0 1.726822 651 70 -0.322769 10.0 0.322769 651 71 0.915062 10.0 0.00184404223377 651 72 -3.318919 10.0 3.318919 651 73 -10.47214 10.0 10.47214 651 74 -18.317987 10.0 18.317987 651 75 -26.534306 10.0 26.534306 651 76 -34.69099 10.0 34.69099 651 77 -42.81572 10.0 42.81572 651 78 -48.844841 10.0 48.844841 651 79 -53.734486 10.0 53.734486 651 80 -56.189369 10.0 56.189369 651 81 -57.344055 10.0 57.344055 651 82 -56.627544 10.0 56.627544 ik= 652 652 63 6.64939 10.0 0.00623739304194 652 64 4.806536 10.0 0.0065060701845 652 65 1.680102 10.0 0.00817094593475 652 66 -0.762336 10.0 0.762336 652 67 -2.83913 10.0 2.83913 652 68 -2.119548 10.0 2.119548 652 69 0.098111 10.0 0.00499707214116 652 70 0.538637 10.0 0.00381168278238 652 71 0.024119 10.0 0.00200577858413 652 72 -5.796086 10.0 5.796086 652 73 -14.448575 10.0 14.448575 652 74 -23.14249 10.0 23.14249 652 75 -31.858561 10.0 31.858561 652 76 -38.888222 10.0 38.888222 652 77 -45.013924 10.0 45.013924 652 78 -50.181461 10.0 50.181461 652 79 -54.821228 10.0 54.821228 652 80 -58.166473 10.0 58.166473 652 81 -60.820427 10.0 60.820427 652 82 -60.301033 10.0 60.301033 ik= 653 653 63 5.563385 10.0 0.00620792629974 653 64 4.401762 10.0 0.0065386439341 653 65 2.620504 10.0 0.00696602712733 653 66 0.726839 10.0 0.00858463100141 653 67 -1.226915 10.0 1.226915 653 68 -0.636256 10.0 0.636256 653 69 1.317498 10.0 0.00329219854982 653 70 0.456202 10.0 0.00387578100745 653 71 -1.920794 10.0 1.920794 653 72 -9.294773 10.0 9.294773 653 73 -19.338089 10.0 19.338089 653 74 -28.344742 10.0 28.344742 653 75 -36.796909 10.0 36.796909 653 76 -42.290367 10.0 42.290367 653 77 -46.197876 10.0 46.197876 653 78 -50.854305 10.0 50.854305 653 79 -55.898842 10.0 55.898842 653 80 -60.50507 10.0 60.50507 653 81 -64.877235 10.0 64.877235 653 82 -63.778099 10.0 63.778099 ik= 654 654 63 4.563629 10.0 0.006286503793 654 64 3.727915 10.0 0.00637686754838 654 65 2.446413 10.0 0.00621693302051 654 66 1.541002 10.0 0.00597255882583 654 67 0.836638 10.0 0.00550158472792 654 68 1.049581 10.0 0.00527473876502 654 69 1.753945 10.0 0.00551318509416 654 70 -0.844491 10.0 0.844491 654 71 -5.224171 10.0 5.224171 654 72 -14.108406 10.0 14.108406 654 73 -25.401112 10.0 25.401112 654 74 -34.029152 10.0 34.029152 654 75 -41.231934 10.0 41.231934 654 76 -44.662609 10.0 44.662609 654 77 -46.071339 10.0 46.071339 654 78 -50.669617 10.0 50.669617 654 79 -56.963543 10.0 56.963543 654 80 -63.307835 10.0 63.307835 654 81 -69.679016 10.0 69.679016 654 82 -66.997986 10.0 66.997986 ik= 655 655 63 4.037959 10.0 0.00650137131004 655 64 3.348022 10.0 0.00642698904493 655 65 2.348267 10.0 0.00617211058165 655 66 1.786677 10.0 0.00598670747037 655 67 1.459319 10.0 0.00532760265051 655 68 1.060906 10.0 0.00510877571155 655 69 0.624429 10.0 0.00477672311991 655 70 -3.531824 10.0 3.531824 655 71 -9.696468 10.0 9.696468 655 72 -19.161947 10.0 19.161947 655 73 -30.39518 10.0 30.39518 655 74 -37.974846 10.0 37.974846 655 75 -43.600304 10.0 43.600304 655 76 -46.131737 10.0 46.131737 655 77 -47.004692 10.0 47.004692 655 78 -51.73288 10.0 51.73288 655 79 -58.512932 10.0 58.512932 655 80 -63.769379 10.0 63.769379 655 81 -68.212196 10.0 68.212196 655 82 -64.782593 10.0 64.782593 ik= 656 656 63 4.124882 10.0 0.00676594029299 656 64 3.348022 10.0 0.00662113360063 656 65 2.348267 10.0 0.00702011016619 656 66 1.29818 10.0 0.00720369307794 656 67 0.221188 10.0 0.00781972783821 656 68 -1.089569 10.0 1.089569 656 69 -2.525559 10.0 2.525559 656 70 -8.006489 10.0 8.006489 656 71 -15.673146 10.0 15.673146 656 72 -24.519905 10.0 24.519905 656 73 -34.003994 10.0 34.003994 656 74 -39.671711 10.0 39.671711 656 75 -43.298145 10.0 43.298145 656 76 -46.433407 10.0 46.433407 656 77 -49.305386 10.0 49.305386 656 78 -54.40612 10.0 54.40612 656 79 -60.686417 10.0 60.686417 656 80 -61.207924 10.0 61.207924 656 81 -58.654167 10.0 58.654167 656 82 -55.552605 10.0 55.552605 ik= 657 657 63 4.572487 10.0 0.00693610156159 657 64 3.428797 10.0 0.00719095630733 657 65 1.883482 10.0 0.00979004822405 657 66 -0.414193 10.0 0.414193 657 67 -3.114057 10.0 3.114057 657 68 -5.002633 10.0 5.002633 657 69 -6.456586 10.0 6.456586 657 70 -12.635776 10.0 12.635776 657 71 -21.367887 10.0 21.367887 657 72 -29.159195 10.0 29.159195 657 73 -36.45689 10.0 36.45689 657 74 -40.628399 10.0 40.628399 657 75 -43.127789 10.0 43.127789 657 76 -46.390381 10.0 46.390381 657 77 -50.062065 10.0 50.062065 657 78 -53.906002 10.0 53.906002 657 79 -57.831413 10.0 57.831413 657 80 -56.241997 10.0 56.241997 657 81 -51.707603 10.0 51.707603 657 82 -48.551682 10.0 48.551682 ik= 658 658 63 5.485741 10.0 0.00700004532146 658 64 3.613866 10.0 0.00741091939958 658 65 0.818584 10.0 0.0106703033325 658 66 -3.706504 10.0 3.706504 658 67 -9.156295 10.0 9.156295 658 68 -11.190227 10.0 11.190227 658 69 -11.394213 10.0 11.394213 658 70 -17.462078 10.0 17.462078 658 71 -26.695091 10.0 26.695091 658 72 -32.86742 10.0 32.86742 658 73 -37.415188 10.0 37.415188 658 74 -40.628399 10.0 40.628399 658 75 -43.127789 10.0 43.127789 658 76 -45.902122 10.0 45.902122 658 77 -48.823826 10.0 48.823826 658 78 -49.306984 10.0 49.306984 658 79 -48.482521 10.0 48.482521 658 80 -48.173012 10.0 48.173012 658 81 -48.138493 10.0 48.138493 658 82 -44.434261 10.0 44.434261 ik= 659 659 63 6.18031 10.0 0.00683458238837 659 64 3.865191 10.0 0.0072561740341 659 65 0.25694 10.0 0.01039449001 659 66 -5.34713 10.0 5.34713 659 67 -12.018106 10.0 12.018106 659 68 -14.730158 10.0 14.730158 659 69 -15.321331 10.0 15.321331 659 70 -20.997734 10.0 20.997734 659 71 -29.419762 10.0 29.419762 659 72 -33.802792 10.0 33.802792 659 73 -36.038322 10.0 36.038322 659 74 -38.587929 10.0 38.587929 659 75 -41.305531 10.0 41.305531 659 76 -43.525917 10.0 43.525917 659 77 -45.479778 10.0 45.479778 659 78 -43.737469 10.0 43.737469 659 79 -40.020111 10.0 40.020111 659 80 -40.284233 10.0 40.284233 659 81 -42.674522 10.0 42.674522 659 82 -39.334209 10.0 39.334209 ik= 660 660 63 6.593453 10.0 0.00633671729132 660 64 4.202269 10.0 0.00667806779579 660 65 0.344025 10.0 0.00858110616078 660 66 -4.858409 10.0 4.858409 660 67 -10.779408 10.0 10.779408 660 68 -14.857687 10.0 14.857687 660 69 -17.948784 10.0 17.948784 660 70 -22.871874 10.0 22.871874 660 71 -28.789398 10.0 28.789398 660 72 -31.161493 10.0 31.161493 660 73 -31.647079 10.0 31.647079 660 74 -33.912613 10.0 33.912613 660 75 -37.130196 10.0 37.130196 660 76 -38.711296 10.0 38.711296 660 77 -39.415199 10.0 39.415199 660 78 -36.909904 10.0 36.909904 660 79 -32.692562 10.0 32.692562 660 80 -32.619667 10.0 32.619667 660 81 -34.75996 10.0 34.75996 660 82 -32.960941 10.0 32.960941 ik= 661 661 63 7.480856 10.0 0.00566726556582 661 64 5.402567 10.0 0.00602436758602 661 65 1.949032 10.0 0.00756734654547 661 66 -2.623924 10.0 2.623924 661 67 -7.795289 10.0 7.795289 661 68 -12.173573 10.0 12.173573 661 69 -16.126986 10.0 16.126986 661 70 -20.719242 10.0 20.719242 661 71 -25.663572 10.0 25.663572 661 72 -27.410759 10.0 27.410759 661 73 -27.456367 10.0 27.456367 661 74 -30.462811 10.0 30.462811 661 75 -35.052933 10.0 35.052933 661 76 -36.08654 10.0 36.08654 661 77 -35.21376 10.0 35.21376 661 78 -32.329655 10.0 32.329655 661 79 -28.376244 10.0 28.376244 661 80 -28.303452 10.0 28.303452 661 81 -30.302963 10.0 30.302963 661 82 -28.803381 10.0 28.803381 ik= 662 662 63 8.981176 10.0 0.00499912528841 662 64 7.718034 10.0 0.00522656720432 662 65 5.51446 10.0 0.00680059923472 662 66 1.865651 10.0 0.00897497091069 662 67 -2.555736 10.0 2.555736 662 68 -5.858473 10.0 5.858473 662 69 -8.561925 10.0 8.561925 662 70 -13.368177 10.0 13.368177 662 71 -19.314308 10.0 19.314308 662 72 -22.224461 10.0 22.224461 662 73 -23.520031 10.0 23.520031 662 74 -28.590809 10.0 28.590809 662 75 -35.680855 10.0 35.680855 662 76 -36.284836 10.0 36.284836 662 77 -33.412117 10.0 33.412117 662 78 -30.644566 10.0 30.644566 662 79 -27.941113 10.0 27.941113 662 80 -28.303452 10.0 28.303452 662 81 -30.302963 10.0 30.302963 662 82 -27.500628 10.0 27.500628 ik= 663 663 63 9.323205 10.0 0.00454556837702 663 64 8.723042 10.0 0.00518916550425 663 65 7.768858 10.0 0.00634132987191 663 66 5.328127 10.0 0.00749971244843 663 67 2.092733 10.0 0.00910814643407 663 68 -0.479974 10.0 0.479974 663 69 -2.697666 10.0 2.697666 663 70 -7.274766 10.0 7.274766 663 71 -13.129343 10.0 13.129343 663 72 -17.320194 10.0 17.320194 663 73 -20.628784 10.0 20.628784 663 74 -27.531546 10.0 27.531546 663 75 -36.356739 10.0 36.356739 663 76 -36.975021 10.0 36.975021 663 77 -33.19418 10.0 33.19418 663 78 -30.42617 10.0 30.42617 663 79 -28.208479 10.0 28.208479 663 80 -28.455462 10.0 28.455462 663 81 -30.018614 10.0 30.018614 663 82 -26.47261 10.0 26.47261 ik= 664 664 63 8.170737 10.0 0.00452453125517 664 64 8.037868 10.0 0.0048470084105 664 65 8.333646 10.0 0.00530653416514 664 66 7.46869 10.0 0.0058285993378 664 67 5.983243 10.0 0.00688424088086 664 68 3.695417 10.0 0.00884852243389 664 69 0.977741 10.0 0.0105159055594 664 70 -2.798052 10.0 2.798052 664 71 -7.149928 10.0 7.149928 664 72 -12.774767 10.0 12.774767 664 73 -19.083265 10.0 19.083265 664 74 -27.520063 10.0 27.520063 664 75 -37.095234 10.0 37.095234 664 76 -38.300743 10.0 38.300743 664 77 -35.019882 10.0 35.019882 664 78 -32.100418 10.0 32.100418 664 79 -29.382744 10.0 29.382744 664 80 -28.80381 10.0 28.80381 664 81 -29.366993 10.0 29.366993 664 82 -25.798086 10.0 25.798086 ik= 665 665 63 8.176321 10.0 0.00434067466744 665 64 8.235495 10.0 0.00430601059488 665 65 9.126168 10.0 0.00447484678581 665 66 9.181774 10.0 0.0049603102379 665 67 8.790979 10.0 0.00590333947351 665 68 6.77268 10.0 0.00745086802735 665 69 3.882495 10.0 0.00927090972308 665 70 0.383176 10.0 0.0123316579832 665 71 -3.450225 10.0 3.450225 665 72 -10.565544 10.0 10.565544 665 73 -19.436249 10.0 19.436249 665 74 -27.193323 10.0 27.193323 665 75 -34.35474 10.0 34.35474 665 76 -35.398357 10.0 35.398357 665 77 -33.162666 10.0 33.162666 665 78 -31.563341 10.0 31.563341 665 79 -30.309391 10.0 30.309391 665 80 -31.010616 10.0 31.010616 665 81 -32.755936 10.0 32.755936 665 82 -30.422054 10.0 30.422054 ik= 666 666 63 9.676641 10.0 0.00439463819255 666 64 9.572785 10.0 0.00462387749928 666 65 10.213467 10.0 0.0049545019789 666 66 10.344895 10.0 0.0052561401792 666 67 10.204092 10.0 0.00590689630224 666 68 8.435786 10.0 0.0069997468093 666 69 5.795593 10.0 0.00897532031943 666 70 1.89562 10.0 0.0121906316821 666 71 -2.689131 10.0 2.689131 666 72 -11.369411 10.0 11.369411 666 73 -22.240055 10.0 22.240055 666 74 -26.459328 10.0 26.459328 666 75 -27.120945 10.0 27.120945 666 76 -27.035597 10.0 27.035597 666 77 -26.549852 10.0 26.549852 666 78 -28.171473 10.0 28.171473 666 79 -30.9174 10.0 30.9174 666 80 -35.618504 10.0 35.618504 666 81 -41.363701 10.0 41.363701 666 82 -41.88979 10.0 41.88979 ik= 667 667 57 -24.262741 10.0 24.262741 667 58 -7.889027 10.0 7.889027 667 59 4.471435 10.0 0.00698350342151 667 60 9.657808 10.0 0.00582916662213 667 61 11.002877 10.0 0.00567543829025 667 62 10.78057 10.0 0.00520356043786 667 63 9.715287 10.0 0.00524155985916 667 64 9.742513 10.0 0.00537818850342 667 65 10.351465 10.0 0.0054411728298 667 66 10.563595 10.0 0.00545114045576 667 67 10.563595 10.0 0.00554020969404 667 68 9.007117 10.0 0.00650543946049 667 69 6.616802 10.0 0.00856180064815 667 70 2.174417 10.0 0.0124583915925 667 71 -3.379889 10.0 3.379889 667 72 -12.064629 10.0 12.064629 667 73 -22.425579 10.0 22.425579 667 74 -24.43742 10.0 24.43742 667 75 -21.983524 10.0 21.983524 667 76 -21.878691 10.0 21.878691 ik= 668 668 57 -17.174191 10.0 17.174191 668 58 -3.331582 10.0 3.331582 668 59 5.278996 10.0 0.00761332981826 668 60 8.180814 10.0 0.00664404437542 668 61 8.025923 10.0 0.00648490747103 668 62 7.930596 10.0 0.00627030408923 668 63 7.867115 10.0 0.005881710459 668 64 8.405222 10.0 0.00569741784621 668 65 9.264166 10.0 0.00573949222735 668 66 9.563381 10.0 0.00565386152521 668 67 9.563381 10.0 0.00547892404817 668 68 8.169689 10.0 0.00571202643319 668 69 6.029366 10.0 0.00743692397502 668 70 0.861005 10.0 0.0116825953224 668 71 -5.945552 10.0 5.945552 668 72 -12.620317 10.0 12.620317 668 73 -19.231382 10.0 19.231382 668 74 -20.750832 10.0 20.750832 668 75 -19.546898 10.0 19.546898 668 76 -20.854778 10.0 20.854778 ik= 669 669 57 -10.211714 10.0 10.211714 669 58 0.995733 10.0 0.0144351699524 669 59 6.512543 10.0 0.00836018352438 669 60 7.856288 10.0 0.00714383096047 669 61 6.965596 10.0 0.00678335062569 669 62 6.908899 10.0 0.00638440185431 669 63 7.300426 10.0 0.00591856277407 669 64 8.017225 10.0 0.00559184664597 669 65 8.907914 10.0 0.00553291641162 669 66 9.218187 10.0 0.00509029208763 669 67 9.218187 10.0 0.00532954947625 669 68 8.129246 10.0 0.00598874984588 669 69 6.456935 10.0 0.00686623415459 669 70 0.710097 10.0 0.00907476573948 669 71 -7.238872 10.0 7.238872 669 72 -12.222191 10.0 12.222191 669 73 -15.630422 10.0 15.630422 669 74 -16.705624 10.0 16.705624 669 75 -16.532948 10.0 16.532948 669 76 -19.176773 10.0 19.176773 ik= 670 670 57 -3.404704 10.0 3.404704 670 58 5.030478 10.0 0.0100539674959 670 59 8.297357 10.0 0.00883703162936 670 60 9.019317 10.0 0.00731234959481 670 61 8.378617 10.0 0.00633809215193 670 62 8.246527 10.0 0.00592079243752 670 63 8.387603 10.0 0.00569550931538 670 64 8.85441 10.0 0.00531164391526 670 65 9.495106 10.0 0.0054155722818 670 66 9.718294 10.0 0.00513246024532 670 67 9.718294 10.0 0.00543280832842 670 68 9.117707 10.0 0.00606820719103 670 69 8.195374 10.0 0.00674375070675 670 70 2.05988 10.0 0.00762738159417 670 71 -6.890889 10.0 6.890889 670 72 -10.592222 10.0 10.592222 670 73 -11.50053 10.0 11.50053 670 74 -12.19318 10.0 12.19318 670 75 -12.770481 10.0 12.770481 670 76 -16.652542 10.0 16.652542 5 reading 125.338303 24.719681 LO:Arasato - Japan -1 5 43189 643 85 dilat= 10 0.004167 22.047653 22.043486 ik= 633 633 75 90.888245 10.0 0.0970434326103 633 76 98.156013 10.0 0.0942331227069 633 77 102.728127 10.0 0.0914771065706 633 78 111.31015 10.0 0.0888626753378 633 79 122.016068 10.0 0.0867283298269 633 80 135.234375 10.0 0.0844491334161 633 81 149.794342 10.0 0.0814222646887 633 82 177.319702 10.0 0.0776349343515 633 83 211.78363 10.0 0.0740473582111 633 84 247.525726 10.0 0.0707734275262 633 85 283.953308 10.0 0.0678225754624 633 86 321.828308 10.0 0.0652351117401 633 87 360.372711 10.0 0.0630687932946 633 88 401.399353 10.0 0.0612948047165 633 89 443.752258 10.0 0.059925727902 633 90 469.478333 10.0 0.059001166213 633 91 486.301605 10.0 0.0584624072218 633 92 493.537079 10.0 0.058245862051 633 93 495.631592 10.0 0.0582667058018 633 94 501.296356 10.0 0.0584252429926 ik= 634 634 65 18.704958 10.0 0.109994568113 634 66 19.610384 10.0 0.109513932124 634 67 22.644566 10.0 0.109445902194 634 68 28.127117 10.0 0.109688454777 634 69 34.921314 10.0 0.109142542632 634 70 40.863266 10.0 0.109097065286 634 71 46.357773 10.0 0.109919375564 634 72 49.997002 10.0 0.111584255972 634 73 52.651379 10.0 0.111937953207 634 74 59.796288 10.0 0.109250481979 634 75 69.343079 10.0 0.10630641792 634 76 78.7435 10.0 0.103309909126 634 77 88.065475 10.0 0.0992526286032 634 78 94.882515 10.0 0.094987822061 634 79 100.338593 10.0 0.0914222901301 634 80 111.077492 10.0 0.0881460390054 634 81 124.637497 10.0 0.0845021058098 634 82 149.534439 10.0 0.0801930657074 634 83 180.498489 10.0 0.076241728826 634 84 215.669678 10.0 0.0727997251602 ik= 635 635 63 15.176667 10.0 0.104741762673 635 64 13.800468 10.0 0.119012563171 635 65 10.846739 10.0 0.129842511967 635 66 10.641134 10.0 0.129426918687 635 67 11.904595 10.0 0.122079848617 635 68 16.588573 10.0 0.115766008495 635 69 23.104992 10.0 0.1139433003 635 70 27.527895 10.0 0.115047131717 635 71 30.832922 10.0 0.118398216871 635 72 33.764549 10.0 0.123230700046 635 73 36.500114 10.0 0.126635760787 635 74 41.4561 10.0 0.125251003077 635 75 47.599731 10.0 0.121347590684 635 76 56.559895 10.0 0.116090857847 635 77 67.0298 10.0 0.110894882539 635 78 75.023331 10.0 0.104675021311 635 79 81.667885 10.0 0.0977830293958 635 80 92.240051 10.0 0.0916482823224 635 81 104.90963 10.0 0.0865401512835 635 82 124.943588 10.0 0.0820528093705 ik= 636 636 55 10.230922 10.0 0.0904378382952 636 56 8.104565 10.0 0.0803022173408 636 57 7.682157 10.0 0.0620516756889 636 58 11.017916 10.0 0.0787390315112 636 59 16.361631 10.0 0.0618146334574 636 60 16.056303 10.0 0.0666049133915 636 61 12.726226 10.0 0.0784970054573 636 62 10.477358 10.0 0.0896294218984 636 63 8.805586 10.0 0.0916273913245 636 64 7.114012 10.0 0.0792417080768 636 65 5.410244 10.0 0.0655863957946 636 66 6.780416 10.0 0.0766273421068 636 67 9.793823 10.0 0.0971369535937 636 68 13.623187 10.0 0.107605260293 636 69 17.889675 10.0 0.11037424833 636 70 19.737343 10.0 0.116749393648 636 71 20.287416 10.0 0.124915806016 636 72 21.121117 10.0 0.133567552991 636 73 22.106735 10.0 0.139767678508 636 74 23.684025 10.0 0.141440670812 ik= 637 637 64 3.703683 10.0 0.0390022461937 637 65 3.249306 10.0 0.0457279927167 637 66 5.768058 10.0 0.0618693357384 637 67 9.876158 10.0 0.061057579822 637 68 13.617358 10.0 0.0920204628122 637 69 17.162004 10.0 0.0946878851373 637 70 18.104603 10.0 0.101578610056 637 71 17.649391 10.0 0.110318253017 637 72 16.566738 10.0 0.12175030148 637 73 15.148754 10.0 0.135358149554 637 74 13.689351 10.0 0.149783511145 637 75 12.207792 10.0 0.167764694897 637 76 14.377037 10.0 0.163597675918 637 77 18.503212 10.0 0.153821798258 637 78 32.473419 10.0 0.131343380032 637 79 51.677586 10.0 0.110633652245 637 80 65.431061 10.0 0.0991439996434 637 81 76.273796 10.0 0.0909191796003 637 82 84.529449 10.0 0.0856471928821 637 83 91.400589 10.0 0.0823415599478 ik= 638 638 65 5.314414 10.0 0.0451450232105 638 66 8.431499 10.0 0.0468545010107 638 67 12.789591 10.0 0.0736105477533 638 68 17.431925 10.0 0.0813506251122 638 69 22.226532 10.0 0.0838787908458 638 70 24.419083 10.0 0.0874182543212 638 71 25.216124 10.0 0.0925114227212 638 72 22.449488 10.0 0.100669357401 638 73 17.781605 10.0 0.113151814373 638 74 13.723799 10.0 0.128068007326 638 75 9.99231 10.0 0.140073163778 638 76 10.074376 10.0 0.159740945454 638 77 12.200611 10.0 0.168986568062 638 78 22.04707 10.0 0.133490950236 638 79 36.001396 10.0 0.117977736401 638 80 46.949524 10.0 0.103177976851 638 81 56.292309 10.0 0.0930401222391 638 82 65.327827 10.0 0.0875797506459 638 83 74.198906 10.0 0.0846481358362 638 84 83.839859 10.0 0.0833182083256 ik= 639 639 67 13.613751 10.0 0.0738735340692 639 68 18.646982 10.0 0.0761001890307 639 69 23.382162 10.0 0.0798105463348 639 70 26.295921 10.0 0.0814908600391 639 71 28.235373 10.0 0.0837728995435 639 72 25.5254 10.0 0.0890871888687 639 73 20.335802 10.0 0.0967822693417 639 74 15.057347 10.0 0.0993626893641 639 75 9.731364 10.0 0.0721329266057 639 76 7.387524 10.0 0.0732974928377 639 77 6.642191 10.0 0.0853663564013 639 78 11.634952 10.0 0.143345069783 639 79 19.687429 10.0 0.128780065416 639 80 27.31929 10.0 0.116849629497 639 81 34.726536 10.0 0.10461567224 639 82 42.82645 10.0 0.100221634492 639 83 51.297058 10.0 0.0963016185848 639 84 56.644093 10.0 0.0926364067471 639 85 60.315914 10.0 0.0909396033797 639 86 68.505775 10.0 0.0884545046879 ik= 640 640 67 11.741465 10.0 0.0812887184617 640 68 16.507273 10.0 0.0705124172177 640 69 19.492508 10.0 0.0765064097687 640 70 22.445602 10.0 0.0785122792821 640 71 25.386856 10.0 0.0796968881506 640 72 24.980827 10.0 0.0835404729281 640 73 22.791138 10.0 0.0872821376309 640 74 18.069471 10.0 0.0841411149698 640 75 11.993511 10.0 0.0627207008411 640 76 6.783909 10.0 0.039813153157 640 77 2.0387 10.0 0.0535713518445 640 78 1.230284 10.0 0.0913095349599 640 79 2.532969 10.0 0.14294498465 640 80 6.185463 10.0 0.195351090495 640 81 11.092785 10.0 0.208278790283 640 82 16.041399 10.0 0.18100493572 640 83 21.012114 10.0 0.162719902619 640 84 24.6492 10.0 0.125392505626 640 85 27.571043 10.0 0.117342040029 640 86 37.129311 10.0 0.10608785927 ik= 641 641 71 20.168346 10.0 0.0780410667044 641 72 20.031013 10.0 0.0826543688356 641 73 18.767714 10.0 0.0869986751993 641 74 14.519968 10.0 0.0915391481002 641 75 8.675918 10.0 0.0936520799884 641 76 2.506431 10.0 0.0663335589663 641 77 -3.837498 10.0 3.837498 641 78 -7.684971 10.0 7.684971 641 79 -10.184361 10.0 10.184361 641 80 -9.12887 10.0 9.12887 641 81 -6.175025 10.0 6.175025 641 82 -3.546801 10.0 3.546801 641 83 -1.092835 10.0 1.092835 641 84 1.177732 10.0 0.172729891617 641 85 3.349941 10.0 0.157945686595 641 86 11.999671 10.0 0.182554121833 641 87 24.096804 10.0 0.124651341626 641 88 31.976246 10.0 0.120397169434 641 89 37.60218 10.0 0.100774652359 641 90 44.175194 10.0 0.101262856035 ik= 642 642 71 11.884256 10.0 0.081771994477 642 72 9.388007 10.0 0.0939668913753 642 73 6.37476 10.0 0.115530008251 642 74 2.494439 10.0 0.0918065690845 642 75 -1.849657 10.0 1.849657 642 76 -6.51919 10.0 6.51919 642 77 -11.363165 10.0 11.363165 642 78 -14.686466 10.0 14.686466 642 79 -17.185856 10.0 17.185856 642 80 -16.945196 10.0 16.945196 642 81 -15.241314 10.0 15.241314 642 82 -13.863051 10.0 13.863051 642 83 -12.659047 10.0 12.659047 642 84 -11.312997 10.0 11.312997 642 85 -9.890766 10.0 9.890766 642 86 -5.090484 10.0 5.090484 642 87 1.506816 10.0 0.171483510189 642 88 6.167527 10.0 0.180013203736 642 89 9.793518 10.0 0.19095803999 642 90 13.552532 10.0 0.195344193787 ik= 643 643 71 3.723476 10.0 0.058186391146 643 72 0.325474 10.0 0.0533055827204 643 73 -3.018547 10.0 3.018547 643 74 -5.75239 10.0 5.75239 643 75 -8.159864 10.0 8.159864 643 76 -11.745626 10.0 11.745626 643 77 -15.962985 10.0 15.962985 643 78 -20.206795 10.0 20.206795 643 79 -24.452858 10.0 24.452858 643 80 -26.560211 10.0 26.560211 643 81 -27.525463 10.0 27.525463 643 82 -27.749668 10.0 27.749668 643 83 -27.577291 10.0 27.577291 643 84 -26.866367 10.0 26.866367 643 85 -25.866611 10.0 25.866611 643 86 -24.089249 10.0 24.089249 643 87 -21.900108 10.0 21.900108 643 88 -18.583794 10.0 18.583794 643 89 -14.665232 10.0 14.665232 643 90 -11.925401 10.0 11.925401 ik= 644 644 71 -4.27457 10.0 4.27457 644 72 -6.69504 10.0 6.69504 644 73 -8.539793 10.0 8.539793 644 74 -9.123168 10.0 9.123168 644 75 -9.031863 10.0 9.031863 644 76 -12.070984 10.0 12.070984 644 77 -16.788097 10.0 16.788097 644 78 -23.814768 10.0 23.814768 644 79 -32.05888 10.0 32.05888 644 80 -38.490063 10.0 38.490063 644 81 -43.953121 10.0 43.953121 644 82 -46.233582 10.0 46.233582 644 83 -46.810841 10.0 46.810841 644 84 -46.361607 10.0 46.361607 644 85 -45.361851 10.0 45.361851 644 86 -45.540283 10.0 45.540283 644 87 -46.349682 10.0 46.349682 644 88 -41.960373 10.0 41.960373 644 89 -34.793396 10.0 34.793396 644 90 -30.758022 10.0 30.758022 ik= 645 645 71 -8.829857 10.0 8.829857 645 72 -10.29113 10.0 10.29113 645 73 -11.072567 10.0 11.072567 645 74 -10.510082 10.0 10.510082 645 75 -9.228767 10.0 9.228767 645 76 -12.035984 10.0 12.035984 645 77 -17.034763 10.0 17.034763 645 78 -25.914726 10.0 25.914726 645 79 -36.848801 10.0 36.848801 645 80 -45.441967 10.0 45.441967 645 81 -52.785053 10.0 52.785053 645 82 -55.640591 10.0 55.640591 645 83 -56.094547 10.0 56.094547 645 84 -56.312798 10.0 56.312798 645 85 -56.40464 10.0 56.40464 645 86 -57.639778 10.0 57.639778 645 87 -59.484211 10.0 59.484211 645 88 -55.258121 10.0 55.258121 645 89 -47.788555 10.0 47.788555 645 90 -44.977791 10.0 44.977791 ik= 646 646 71 -8.938669 10.0 8.938669 646 72 -9.465407 10.0 9.465407 646 73 -9.747088 10.0 9.747088 646 74 -9.336049 10.0 9.336049 646 75 -8.55449 10.0 8.55449 646 76 -11.536106 10.0 11.536106 646 77 -16.534885 10.0 16.534885 646 78 -26.066902 10.0 26.066902 646 79 -38.000488 10.0 38.000488 646 80 -45.964249 10.0 45.964249 646 81 -51.808071 10.0 51.808071 646 82 -53.32711 10.0 53.32711 646 83 -52.531677 10.0 52.531677 646 84 -53.940254 10.0 53.940254 646 85 -56.530869 10.0 56.530869 646 86 -57.661633 10.0 57.661633 646 87 -58.006798 10.0 58.006798 646 88 -55.53867 10.0 55.53867 646 89 -51.56739 10.0 51.56739 646 90 -53.23135 10.0 53.23135 ik= 647 647 71 -8.924032 10.0 8.924032 647 72 -9.071168 10.0 9.071168 647 73 -9.18032 10.0 9.18032 647 74 -9.319365 10.0 9.319365 647 75 -9.474398 10.0 9.474398 647 76 -13.209223 10.0 13.209223 647 77 -18.862913 10.0 18.862913 647 78 -28.421654 10.0 28.421654 647 79 -40.045387 10.0 40.045387 647 80 -46.496559 10.0 46.496559 647 81 -50.185516 10.0 50.185516 647 82 -50.992352 10.0 50.992352 647 83 -50.256783 10.0 50.256783 647 84 -52.674046 10.0 52.674046 647 85 -56.782219 10.0 56.782219 647 86 -57.109169 10.0 57.109169 647 87 -55.408623 10.0 55.408623 647 88 -55.007187 10.0 55.007187 647 89 -55.299866 10.0 55.299866 647 90 -60.14312 10.0 60.14312 ik= 648 648 71 -8.75012 10.0 8.75012 648 72 -9.23409 10.0 9.23409 648 73 -9.59312 10.0 9.59312 648 74 -10.796042 10.0 10.796042 648 75 -12.450344 10.0 12.450344 648 76 -17.684437 10.0 17.684437 648 77 -24.837397 10.0 24.837397 648 78 -33.615959 10.0 33.615959 648 79 -43.240669 10.0 43.240669 648 80 -47.041248 10.0 47.041248 648 81 -47.73167 10.0 47.73167 648 82 -48.632591 10.0 48.632591 648 83 -49.646168 10.0 49.646168 648 84 -52.836693 10.0 52.836693 648 85 -57.194744 10.0 57.194744 648 86 -55.816238 10.0 55.816238 648 87 -51.367031 10.0 51.367031 648 88 -53.42849 10.0 53.42849 648 89 -58.968605 10.0 58.968605 648 90 -65.316299 10.0 65.316299 ik= 649 649 71 -6.478259 10.0 6.478259 649 72 -7.778145 10.0 7.778145 649 73 -9.58773 10.0 9.58773 649 74 -12.628928 10.0 12.628928 649 75 -16.328884 10.0 16.328884 649 76 -22.969135 10.0 22.969135 649 77 -31.185467 10.0 31.185467 649 78 -39.102142 10.0 39.102142 649 79 -46.836071 10.0 46.836071 649 80 -49.090084 10.0 49.090084 649 81 -48.417755 10.0 48.417755 649 82 -48.988194 10.0 48.988194 649 83 -50.223701 10.0 50.223701 649 84 -52.44672 10.0 52.44672 649 85 -55.199345 10.0 55.199345 649 86 -53.744007 10.0 53.744007 649 87 -50.03746 10.0 50.03746 649 88 -54.498741 10.0 54.498741 649 89 -63.324093 10.0 63.324093 649 90 -69.070175 10.0 69.070175 ik= 650 650 71 -1.501336 10.0 1.501336 650 72 -4.234554 10.0 4.234554 650 73 -9.042675 10.0 9.042675 650 74 -14.919607 10.0 14.919607 650 75 -21.368221 10.0 21.368221 650 76 -29.293028 10.0 29.293028 650 77 -38.009117 10.0 38.009117 650 78 -44.959335 10.0 44.959335 650 79 -50.944115 10.0 50.944115 650 80 -53.077904 10.0 53.077904 650 81 -53.155209 10.0 53.155209 650 82 -52.84758 10.0 52.84758 650 83 -52.33395 10.0 52.33395 650 84 -51.34399 10.0 51.34399 650 85 -50.098568 10.0 50.098568 650 86 -50.668243 10.0 50.668243 650 87 -52.209133 10.0 52.209133 650 88 -58.986347 10.0 58.986347 650 89 -68.561333 10.0 68.561333 650 90 -70.988571 10.0 70.988571 ik= 651 651 71 0.915062 10.0 0.00184404223377 651 72 -3.318919 10.0 3.318919 651 73 -10.47214 10.0 10.47214 651 74 -18.317987 10.0 18.317987 651 75 -26.534306 10.0 26.534306 651 76 -34.69099 10.0 34.69099 651 77 -42.81572 10.0 42.81572 651 78 -48.844841 10.0 48.844841 651 79 -53.734486 10.0 53.734486 651 80 -56.189369 10.0 56.189369 651 81 -57.344055 10.0 57.344055 651 82 -56.627544 10.0 56.627544 651 83 -54.909641 10.0 54.909641 651 84 -52.103352 10.0 52.103352 651 85 -48.713341 10.0 48.713341 651 86 -50.818592 10.0 50.818592 651 87 -55.863167 10.0 55.863167 651 88 -61.859749 10.0 61.859749 651 89 -68.364998 10.0 68.364998 651 90 -68.911827 10.0 68.911827 ik= 652 652 71 0.024119 10.0 0.00200577858413 652 72 -5.796086 10.0 5.796086 652 73 -14.448575 10.0 14.448575 652 74 -23.14249 10.0 23.14249 652 75 -31.858561 10.0 31.858561 652 76 -38.888222 10.0 38.888222 652 77 -45.013924 10.0 45.013924 652 78 -50.181461 10.0 50.181461 652 79 -54.821228 10.0 54.821228 652 80 -58.166473 10.0 58.166473 652 81 -60.820427 10.0 60.820427 652 82 -60.301033 10.0 60.301033 652 83 -58.08337 10.0 58.08337 652 84 -55.265266 10.0 55.265266 652 85 -52.12513 10.0 52.12513 652 86 -55.132652 10.0 55.132652 652 87 -61.426617 10.0 61.426617 652 88 -62.646729 10.0 62.646729 652 89 -61.155884 10.0 61.155884 652 90 -61.680832 10.0 61.680832 6 reading 125.425301 24.727579 LO:Bora - Japan -1 5 43223 644 106 dilat= 10 0.004167 22.047653 22.043486 ik= 634 634 96 475.88324 10.0 0.0597309650489 634 97 475.70752 10.0 0.0600829310735 634 98 478.566437 10.0 0.0605145739555 634 99 483.051147 10.0 0.0610285464639 634 100 481.914948 10.0 0.0616822245957 634 101 477.753326 10.0 0.0625230716505 634 102 465.308899 10.0 0.0636230319704 634 103 448.439636 10.0 0.0650291262852 634 104 424.345734 10.0 0.0667940040406 634 105 396.387482 10.0 0.0689199868504 634 106 366.609497 10.0 0.0713942568113 634 107 335.856049 10.0 0.0742305428888 634 108 307.081299 10.0 0.0774636813274 634 109 279.447205 10.0 0.0811819677375 634 110 251.106628 10.0 0.0855369685891 634 111 222.388779 10.0 0.0906449664789 634 112 200.958252 10.0 0.0962295051661 634 113 183.427582 10.0 0.102006115153 634 114 172.28508 10.0 0.10747841491 634 115 164.568619 10.0 0.112231870271 ik= 635 635 105 353.237061 10.0 0.0703249929245 635 106 318.956848 10.0 0.0732928172742 635 107 283.874329 10.0 0.0767118363503 635 108 253.678574 10.0 0.080597416001 635 109 226.185303 10.0 0.0850620835256 635 110 202.282715 10.0 0.0902002563448 635 111 180.297607 10.0 0.0960920260593 635 112 164.428192 10.0 0.102435257162 635 113 151.831696 10.0 0.109071982217 635 114 141.944351 10.0 0.115721124713 635 115 133.509964 10.0 0.121722109363 635 116 130.864029 10.0 0.125360644907 635 117 131.327896 10.0 0.12562780487 635 118 137.353867 10.0 0.122650937073 635 119 146.351669 10.0 0.118741257136 635 120 152.318756 10.0 0.115889030955 635 121 156.66304 10.0 0.114162870265 635 122 157.286865 10.0 0.113173719702 635 123 155.911804 10.0 0.111854070945 635 124 165.415558 10.0 0.108909370173 ik= 636 636 107 235.737503 10.0 0.0796444513865 636 108 204.668121 10.0 0.0840560960748 636 109 177.174835 10.0 0.0890815120447 636 110 157.020447 10.0 0.0947296022501 636 111 140.785187 10.0 0.101207261291 636 112 130.502762 10.0 0.108242127524 636 113 123.406082 10.0 0.115536433328 636 114 114.787796 10.0 0.122993991187 636 115 105.353447 10.0 0.129766035584 636 116 105.292984 10.0 0.133018241617 636 117 110.256714 10.0 0.132121562226 636 118 117.849701 10.0 0.128327884775 636 119 126.847504 10.0 0.124062753413 636 120 131.837708 10.0 0.121274002172 636 121 134.682037 10.0 0.119780842366 636 122 133.48053 10.0 0.118887715706 636 123 130.101883 10.0 0.117079641475 636 124 140.866241 10.0 0.112763990883 636 125 159.171875 10.0 0.108414147432 636 126 169.957581 10.0 0.105908110094 ik= 637 637 106 224.033066 10.0 0.0785076305648 637 107 190.714508 10.0 0.0826945716267 637 108 163.625717 10.0 0.0872484574319 637 109 139.950073 10.0 0.0924546378268 637 110 124.373459 10.0 0.098467731209 637 111 113.121857 10.0 0.105449722156 637 112 107.091911 10.0 0.112902463906 637 113 103.856415 10.0 0.120591990859 637 114 97.284416 10.0 0.128871601722 637 115 88.922989 10.0 0.136255404127 637 116 90.677254 10.0 0.138313869122 637 117 97.848198 10.0 0.135522354624 637 118 105.214539 10.0 0.130859508652 637 119 112.685287 10.0 0.126654644561 637 120 116.450676 10.0 0.12429793497 637 121 118.23204 10.0 0.123241552356 637 122 116.991066 10.0 0.122466092281 637 123 114.123047 10.0 0.120311017466 637 124 124.032639 10.0 0.115536154564 637 125 140.755615 10.0 0.111443940614 ik= 638 638 106 169.982834 10.0 0.0809771829593 638 107 149.663895 10.0 0.084989214692 638 108 132.826019 10.0 0.0894375715744 638 109 117.900101 10.0 0.0948992635854 638 110 107.976868 10.0 0.101369661406 638 111 100.725128 10.0 0.108807465719 638 112 97.229462 10.0 0.116646669228 638 113 95.743927 10.0 0.124992028171 638 114 92.22364 10.0 0.134137553475 638 115 87.612099 10.0 0.141468909518 638 116 90.18808 10.0 0.142066792481 638 117 96.609047 10.0 0.137585486213 638 118 101.433121 10.0 0.13216570701 638 119 105.403976 10.0 0.128097648019 638 120 107.623238 10.0 0.126276933844 638 121 108.90461 10.0 0.125748947963 638 122 109.929413 10.0 0.124940508442 638 123 110.818146 10.0 0.122354845584 638 124 117.141388 10.0 0.117938102417 638 125 126.364548 10.0 0.114908291622 ik= 639 639 106 130.927261 10.0 0.0822760674394 639 107 119.784599 10.0 0.0860389757034 639 108 109.510864 10.0 0.0906031038636 639 109 99.731445 10.0 0.0966427268305 639 110 92.997353 10.0 0.104001341332 639 111 87.889503 10.0 0.112510178817 639 112 86.351639 10.0 0.12151399893 639 113 86.724304 10.0 0.131257222766 639 114 85.795479 10.0 0.141189171049 639 115 84.168633 10.0 0.160821850002 639 116 86.018539 10.0 0.147087104966 639 117 89.726646 10.0 0.141626095248 639 118 92.747665 10.0 0.135485560509 639 119 95.401588 10.0 0.131019379776 639 120 96.765091 10.0 0.129210954563 639 121 97.437653 10.0 0.128857080703 639 122 99.340469 10.0 0.127954398343 639 123 101.908157 10.0 0.125455963908 639 124 105.561722 10.0 0.122026762775 639 125 109.797058 10.0 0.120058840133 ik= 640 640 105 125.25885 10.0 0.0786644039686 640 106 111.189255 10.0 0.0822518609503 640 107 104.296455 10.0 0.0857045252408 640 108 95.834045 10.0 0.0903736550608 640 109 86.554611 10.0 0.0972198898901 640 110 79.831612 10.0 0.106403479165 640 111 74.47377 10.0 0.117736568284 640 112 74.151512 10.0 0.129658622973 640 113 76.524117 10.0 0.141383167901 640 114 77.595215 10.0 0.151488977984 640 115 77.968315 10.0 0.16411366969 640 116 77.09314 10.0 0.154790804673 640 117 75.551407 10.0 0.149062595975 640 118 77.721863 10.0 0.142380829239 640 119 81.87574 10.0 0.137122487921 640 120 83.27388 10.0 0.1348728143 640 121 83.196449 10.0 0.134239269644 640 122 84.186607 10.0 0.132784066087 640 123 85.752502 10.0 0.130217001475 640 124 87.917 10.0 0.127969301585 ik= 641 641 105 97.511238 10.0 0.0791104298069 641 106 88.715683 10.0 0.0818618928441 641 107 84.871147 10.0 0.0840119352811 641 108 78.653793 10.0 0.0878300372485 641 109 71.182838 10.0 0.0953101926967 641 110 63.788986 10.0 0.108130885977 641 111 56.436298 10.0 0.126466023691 641 112 56.152454 10.0 0.144807987797 641 113 59.6516 10.0 0.159280931066 641 114 59.932564 10.0 0.172300116351 641 115 58.487568 10.0 0.181966508134 641 116 55.830494 10.0 0.184650477393 641 117 52.531258 10.0 0.178088156262 641 118 55.280094 10.0 0.164814371099 641 119 61.260418 10.0 0.1552398945 641 120 63.091377 10.0 0.151546243792 641 121 62.700558 10.0 0.149695999668 641 122 65.272987 10.0 0.145128830207 641 123 69.443115 10.0 0.139376013789 641 124 71.30011 10.0 0.136649601549 ik= 642 642 106 62.68644 10.0 0.0936311552303 642 107 60.341858 10.0 0.0959490788536 642 108 56.931904 10.0 0.0984605705249 642 109 52.960842 10.0 0.104690729036 642 110 44.014923 10.0 0.118231176618 642 111 32.412369 10.0 0.14820114694 642 112 30.647009 10.0 0.236427461124 642 113 34.146156 10.0 0.194936735399 642 114 30.033623 10.0 0.203172891907 642 115 21.838835 10.0 0.25486865536 642 116 18.615803 10.0 0.325754838478 642 117 18.066481 10.0 0.311732312016 642 118 23.239361 10.0 0.22091967053 642 119 31.469616 10.0 0.184000936915 642 120 34.247997 10.0 0.178625860889 642 121 34.10717 10.0 0.178283751326 642 122 41.484951 10.0 0.165892206261 642 123 52.918137 10.0 0.152895304701 642 124 55.992905 10.0 0.148738303261 642 125 54.620102 10.0 0.148373089146 ik= 643 643 106 32.081398 10.0 0.177509288299 643 107 30.581764 10.0 0.193536379264 643 108 29.536671 10.0 0.203791755532 643 109 28.737999 10.0 0.213165525532 643 110 20.972589 10.0 0.23400744409 643 111 9.486853 10.0 0.289083494963 643 112 8.544436 10.0 0.264671619069 643 113 13.244421 10.0 0.268942459199 643 114 9.207891 10.0 0.227550851312 643 115 0.485834 10.0 0.219354351949 643 116 -1.768724 10.0 1.768724 643 117 -0.550634 10.0 0.550634 643 118 4.640764 10.0 0.247334476443 643 119 11.955102 10.0 0.221961608823 643 120 15.216776 10.0 0.198234908715 643 121 16.308447 10.0 0.205611241441 643 122 27.271706 10.0 0.182930869418 643 123 43.561874 10.0 0.163031400285 643 124 49.012287 10.0 0.158315541682 643 125 48.696236 10.0 0.154987393994 ik= 644 644 106 -4.409692 10.0 4.409692 644 107 -5.909325 10.0 5.909325 644 108 -5.161266 10.0 5.161266 644 109 -3.211282 10.0 3.211282 644 110 -6.273335 10.0 6.273335 644 111 -12.011879 10.0 12.011879 644 112 -9.160336 10.0 9.160336 644 113 -1.711695 10.0 1.711695 644 114 0.090735 10.0 0.0935424477169 644 115 -1.134982 10.0 1.134982 644 116 -0.443002 10.0 0.443002 644 117 1.274844 10.0 0.0343871789482 644 118 3.383052 10.0 0.0724614573159 644 119 5.699831 10.0 0.122203417076 644 120 8.846121 10.0 0.168590769256 644 121 12.436571 10.0 0.218783925751 644 122 25.410757 10.0 0.184475353717 644 123 43.453274 10.0 0.168446178124 644 124 52.771217 10.0 0.161857566283 644 125 57.452763 10.0 0.153059756687 ik= 645 645 106 -30.277962 10.0 30.277962 645 107 -32.541714 10.0 32.541714 645 108 -31.548538 10.0 31.548538 645 109 -28.813509 10.0 28.813509 645 110 -28.423328 10.0 28.423328 645 111 -29.285324 10.0 29.285324 645 112 -22.444771 10.0 22.444771 645 113 -11.482098 10.0 11.482098 645 114 -4.637077 10.0 4.637077 645 115 -0.000417 10.0 0.0390060631042 645 116 2.426256 10.0 0.034872580219 645 117 3.661651 10.0 0.0420623926404 645 118 4.762105 10.0 0.0648122362714 645 119 5.790461 10.0 0.131669480584 645 120 10.755415 10.0 0.167650878126 645 121 17.828224 10.0 0.203248416164 645 122 31.523434 10.0 0.178704801669 645 123 48.803833 10.0 0.165007488129 645 124 59.836342 10.0 0.15650071772 645 125 67.552887 10.0 0.146572724778 ik= 646 646 106 -42.414021 10.0 42.414021 646 107 -46.426918 10.0 46.426918 646 108 -47.186092 10.0 47.186092 646 109 -46.200211 10.0 46.200211 646 110 -43.975555 10.0 43.975555 646 111 -41.089386 10.0 41.089386 646 112 -30.012356 10.0 30.012356 646 113 -14.551878 10.0 14.551878 646 114 -3.696997 10.0 3.696997 646 115 4.687832 10.0 0.0581552703018 646 116 7.283909 10.0 0.0409622122339 646 117 6.770158 10.0 0.0797535850518 646 118 9.541551 10.0 0.111419419658 646 119 14.068197 10.0 0.178619141838 646 120 23.345139 10.0 0.172333642541 646 121 35.165627 10.0 0.171809449689 646 122 47.916924 10.0 0.159268024035 646 123 61.191952 10.0 0.150674092668 646 124 71.159561 10.0 0.144772341684 646 125 79.375862 10.0 0.138509483367 ik= 647 647 106 -52.098171 10.0 52.098171 647 107 -56.769493 10.0 56.769493 647 108 -58.330719 10.0 58.330719 647 109 -58.221565 10.0 58.221565 647 110 -52.078762 10.0 52.078762 647 111 -42.713905 10.0 42.713905 647 112 -28.082518 10.0 28.082518 647 113 -10.632672 10.0 10.632672 647 114 0.515598 10.0 0.0842802631352 647 115 8.284237 10.0 0.056639980594 647 116 10.377834 10.0 0.0643583578904 647 117 9.42396 10.0 0.113974696423 647 118 14.394326 10.0 0.159411187703 647 119 22.530018 10.0 0.165329511677 647 120 34.523964 10.0 0.157091622589 647 121 48.583817 10.0 0.149787885272 647 122 60.93475 10.0 0.142159237251 647 123 72.389618 10.0 0.136738857682 647 124 80.627625 10.0 0.133862293412 647 125 87.160866 10.0 0.131983788792 ik= 648 648 106 -58.608429 10.0 58.608429 648 107 -62.530113 10.0 62.530113 648 108 -63.666363 10.0 63.666363 648 109 -63.307331 10.0 63.307331 648 110 -50.561878 10.0 50.561878 648 111 -31.201902 10.0 31.201902 648 112 -13.900028 10.0 13.900028 648 113 2.300427 10.0 0.108688922917 648 114 8.946356 10.0 0.06636968834 648 115 10.468047 10.0 0.0845731232981 648 116 11.19275 10.0 0.110309749667 648 117 11.488266 10.0 0.14501521678 648 118 19.336634 10.0 0.151019966895 648 119 31.220495 10.0 0.147647516425 648 120 43.870567 10.0 0.140827675942 648 121 56.930908 10.0 0.134935535075 648 122 69.583267 10.0 0.129951564414 648 123 82.039474 10.0 0.126715986008 648 124 87.692032 10.0 0.12612233447 648 125 89.727432 10.0 0.127408322931 ik= 649 649 106 -62.648846 10.0 62.648846 649 107 -65.711418 10.0 65.711418 649 108 -65.458725 10.0 65.458725 649 109 -63.430859 10.0 63.430859 649 110 -46.004894 10.0 46.004894 649 111 -20.356146 10.0 20.356146 649 112 -0.894151 10.0 0.894151 649 113 15.256919 10.0 0.132726970721 649 114 19.30946 10.0 0.0846692674335 649 115 16.873379 10.0 0.0959301873156 649 116 16.673866 10.0 0.113954657321 649 117 17.673622 10.0 0.127728198842 649 118 25.436989 10.0 0.135718422185 649 119 36.814156 10.0 0.134524860883 649 120 49.062767 10.0 0.130301931716 649 121 61.778 10.0 0.125550426456 649 122 74.32135 10.0 0.122056598934 649 123 86.795265 10.0 0.120556138584 649 124 90.943008 10.0 0.121534580334 649 125 90.661423 10.0 0.124446979642 ik= 650 650 106 -63.497765 10.0 63.497765 650 107 -65.560822 10.0 65.560822 650 108 -62.676662 10.0 62.676662 650 109 -57.150501 10.0 57.150501 650 110 -37.529377 10.0 37.529377 650 111 -10.381359 10.0 10.381359 650 112 10.579904 10.0 0.144777226065 650 113 28.230242 10.0 0.0720277552466 650 114 32.155575 10.0 0.0736737142596 650 115 28.719982 10.0 0.0871068599895 650 116 28.171059 10.0 0.101992790376 650 117 29.170815 10.0 0.113668742762 650 118 33.025513 10.0 0.122243925655 650 119 38.405605 10.0 0.126003983622 650 WT_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 120 48.888367 10.0 0.124618340804 650 121 62.103355 10.0 0.120430833177 650 122 74.008148 10.0 0.117643244437 650 123 85.230385 10.0 0.117185587459 650 124 89.269409 10.0 0.11923445813 650 125 89.487572 10.0 0.123051426558 ik= 651 651 106 -53.512333 10.0 53.512333 651 107 -54.029751 10.0 54.029751 651 108 -49.674946 10.0 49.674946 651 109 -42.722454 10.0 42.722454 651 110 -23.192156 10.0 23.192156 651 111 3.054852 10.0 0.153415997753 651 112 21.977665 10.0 0.0776985279484 651 113 36.980839 10.0 0.0663150740988 651 114 39.899471 10.0 0.0728876440747 651 115 36.33699 10.0 0.0849969211406 651 116 36.384354 10.0 0.0977356220255 651 117 38.366325 10.0 0.106929776708 651 118 40.573116 10.0 0.113456375354 651 119 42.900032 10.0 0.117952634663 651 120 51.861855 10.0 0.118457904816 651 121 64.376343 10.0 0.11589749789 651 122 75.365097 10.0 0.114490392959 651 123 85.553757 10.0 0.115104317627 651 124 88.990585 10.0 0.118275365616 651 125 88.835648 10.0 0.123262344708 ik= 652 652 106 -29.553722 10.0 29.553722 652 107 -27.822243 10.0 27.822243 652 108 -23.496609 10.0 23.496609 652 109 -17.793503 10.0 17.793503 652 110 -1.304404 10.0 1.304404 652 111 20.944557 10.0 0.103595332371 652 112 33.265007 10.0 0.0679412211548 652 113 40.272087 10.0 0.0673272923957 652 114 41.049942 10.0 0.0761399929322 652 115 38.486969 10.0 0.0874837784906 652 116 40.350594 10.0 0.0974768221047 652 117 44.581463 10.0 0.103138952299 652 118 48.05999 10.0 0.106904298196 652 119 51.136543 10.0 0.110393473735 652 120 58.895126 10.0 0.112015642162 652 121 69.160721 10.0 0.111869487807 652 122 78.876266 10.0 0.112523813816 652 123 88.313919 10.0 0.114597666482 652 124 90.512253 10.0 0.119085543527 652 125 88.85804 10.0 0.12536055486 ik= 653 653 106 -9.914087 10.0 9.914087 653 107 -8.224344 10.0 8.224344 653 108 -3.732055 10.0 3.732055 653 109 2.248868 10.0 0.0862888717607 653 110 15.017868 10.0 0.0842151507938 653 111 31.411791 10.0 0.0701286413616 653 112 38.470524 10.0 0.0656585159554 653 113 40.533401 10.0 0.0711318902113 653 114 40.236168 10.0 0.0806305051479 653 115 38.673164 10.0 0.0909199089204 653 116 42.567413 10.0 0.098401525118 653 117 49.375595 10.0 0.101215647539 653 118 54.098198 10.0 0.10303152126 653 119 57.70647 10.0 0.105831334375 653 120 64.469452 10.0 0.108284702609 653 121 72.921616 10.0 0.110176853401 653 122 81.444801 10.0 0.112739280123 653 123 90.021774 10.0 0.116333909863 653 124 91.370071 10.0 0.121987153803 653 125 88.870667 10.0 0.128866752349 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: 0.325754838478 minval: -8.881784197e-15 end ./P1_MAXHEIGHT_END.jpg creating png end ./P1_MAXHEIGHT_END.png /home/critechuser/operational/bin -i -i iDeck1408112.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 iDeck1408112.txt -o . -opt rel -code SWAN **** Start of file : ./iDeck1408112.txt Line 1: ********************************************* Line 2: * Tsunami input deck: Line 3: ********************************************* Line 4: * General data Line 5: Title ="M 6.6, 184 km SE of Hirara, Japan" 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 =1.750000 * 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: *----------------------------------------Input file size is 43200, 21600 0...10...20...30...40...50...60...70...80...90...100 - done. --- Line 19: FaultNumber 1 Line 20: *------------------------------------------- Line 21: * EPICENTER * Line 22: Lat =23.541401 * degree Line 23: Lon =126.479797 * degree Line 24: Mag =6.600000 * Richter scale Line 25: faultform =8 * Okada parameters Line 26: flenght =31.000000 * km Line 27: fwidth =8.000000 * km Line 28: strike =233.000000 * degree (geog North=0) Line 29: slip =0.898000 * m Line 30: dip =16.000000 * degree Line 31: rake =90.000000 * degree Line 32: ipodepth =10.000000 * km (hypocenter, center of the fault, tof: 8.9 km) Line 33: ------end of fault 1 ------------ Line 34: * Line 35: FaultMode =0 Line 36: * Line 37: * Code parameters * Line 38: code =HYSEA Line 39: * Line 40: * Grid parameters * Line 41: constbat =False * for back compatibility Line 42: automscale =False * for back compatibility Line 43: width = 3.000000 * degree Line 44: batgrid =0.250000 * min Line 45: * Line 46: * calculation window Line 47: lonmin =124.979797 Line 48: lonmax =127.979797 Line 49: latmin =22.041401 Line 50: latmax =25.041401 Line 51: bathymetry =GEBCO30 **** End of file : ./iDeck1408112.txt ---| batmode = 3 gdal_translate -srcwin 36596 7794 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=0.898000 and depth=8.897451 ! calling gdal factor 1 End of programme Reading inline arguments -i iDeck1408112.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 iDeck1408112.txt -o . -opt rel -code HYSEA Reading file: ./iDeck1408112.txt Line 1: ********************************************* Line 2: * Tsunami input deck: Line 3: ********************************************* Line 4: * General data Line 5: Title ="M 6.6, 184 km SE of Hirara, Japan" 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 =1.750000 * 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 1on 124.979797 127.979797 22.041401 25.041401 =West East North South DPC=2.01600000000000000000 E=127.979797 W=124.979797 S=22.041401 N=25.041401 DPC=2.01600000000000000000 BATHY=5 LAB= ImageName=Image TTTBase= RUNTTT= BATHY=5 -Rg124.979797/127.979797/22.041401/25.041401 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 -Rg124.979797/127.979797/22.041401/25.041401 -Jx -Cttt.cpt -P -K -V -X0.75i > Image.ps on Line 20: *------------------------------------------- Line 21: * EPICENTER * Line 22: Lat =23.541401 * degree Line 23: Lon =126.479797 * degree Line 24: Mag =6.600000 * Richter scale Line 25: faultform =8 * Okada parameters Line 26: flenght =31.000000 * km Line 27: fwidth =8.000000 * km Line 28: strike =233.000000 * degree (geog North=0) Line 29: slip =0.898000 * m Line 30: dip =16.000000 * degree Line 31: rake =90.000000 * degree Line 32: ipodepth =10.000000 * km (hypocenter, center of the fault, tof: 8.9 km) Line 33: ------end of fault 1 ------------ Line 34: * Line 35: FaultMode =0 Line 36: * Line 37: * Code parameters * Line 38: code =HYSEA Line 39: * Line 40: * Grid parameters * Line 41: constbat =False * for back compatibility Line 42: automscale =False * for back compatibility Line 43: width = 3.000000 * degree Line 44: batgrid =0.250000 * min Line 45: * Line 46: * calculation window Line 47: lonmin =124.979797 Line 48: lonmax =127.979797 Line 49: latmin =22.041401 Line 50: latmax =25.041401 Line 51: bathymetry =GEBCO30 End of Reading file: ./iDeck1408112.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 124.979797 127.979797 22.041401 25.041401 720 End of Reading file: ./iDeck1408112.txt