/home/critechuser/operational/bin -title -title "M6.5_MaxCase_41" -dateEvent 10_Nov_2021_15:45 -Mag 6.547784 -Lat 23.626965 -Lon 126.415794 -eqDepth 8.247056 -i iDeck1295194.txt -o . -opt rel -code HYSEA -addparams --depthtype_topofthefault_-strike_233.460007_-rake_98.75_-dip_11.18 Parsing addparams string: --depthtype_topofthefault_-strike_233.460007_-rake_98.75_-dip_11.18 --depthtype=topofthefault -strike=233.460007 $$ strike=233.460007 -rake=98.75 $$ rake= 98.750000 -dip=11.18 searching faults Exiting from search fault Dist calculated from NOAA faults: 63.149384 km searching faults Exiting from search fault Dist calculated from MedEU faults: 9602.132812 km /home/critechuser/operational/bin -title -title "M6.5 MaxCase 41" -dateEvent 10 Nov 2021 15:45 -Mag 6.547784 -Lat 23.626965 -Lon 126.415794 -eqDepth 8.247056 -i iDeck1295194.txt -o . -opt rel -code HYSEA -addparams --depthtype_topofthefault_-strike_233.460007_-rake_98.75_-dip_11.18 Parsing addparams string: --depthtype_topofthefault_-strike_233.460007_-rake_98.75_-dip_11.18 --depthtype=topofthefault -strike=233.460007 $$ strike=233.460007 -rake=98.75 $$ rake= 98.750000 -dip=11.18 lonmin= 124.915794 lonmax=127.915794 fl=29.000000 fw=8.000000 slip original: 0.801000 slip reaclulated: 0.801000 ** End of creation ** /home/critechuser/operational/bin -i -i iDeck1295194.txt -o . -opt rel -code HYSEA Reading file: /home/critechuser/operational/bin/config.txt Line 1: **************** Line 2: *Output options Line 3: **************** Line 4: * Line 5: outTxt =false Line 6: * Line 7: outHTif_exec_SWAN =true Line 8: outHTif_exec_TILES=false Line 9: outHTif_post =false Line 10: * Line 11: outuvTif_exec_SWAN =true Line 12: outuvTif_exec_TILES=false Line 13: outuvTif_post =false Line 14: * Line 15: outBMP =false Line 16: outJPG =false Line 17: * Line 18: outGIF_exec_SWAN =true Line 19: outGIF_exec_TILES =false Line 20: outGIF_post_SWAN =false Line 21: outGIF_post_HYFLUX =true Line 22: outGIF_post_NAMIDANCE =true Line 23: outGIF_post_MOST =true Line 24: outGIF_post_CORR =false Line 25: outGIF_post_HYSEA =false Line 26: * Line 27: checkWatchPoints_exec_SWAN =true Line 28: checkWatchPoints_exec_TILES=true Line 29: checkWatchPoints_post_SWAN =false Line 30: checkWatchPoints_post_HYFLUX =true Line 31: checkWatchPoints_post_NAMIDANCE =true Line 32: checkWatchPoints_post_MOST =true Line 33: checkWatchPoints_post_CORR =true Line 34: checkWatchPoints_post_HYSEA=true Line 35: * Line 36: outkml_exec_SWAN =true Line 37: outkml_exec_TILES =false Line 38: outkml_post_SWAN =false Line 39: outkml_post_HYFLUX =true Line 40: outkml_post_NAMIDANCE =true Line 41: outkml_post_MOST =true Line 42: outkml_post_CORR =false Line 43: outkml_post_HYSEA =true Line 44: * Line 45: outGifAnimation_exec =false Line 46: outGifAnimation_post =true Line 47: outGifAnimation_post_CORR=false Line 48: * Line 49: intermediateAnimation =true Line 50: intermediateAnimation_CORR =false Line 51: * Line 52: tifH2netcdf_exec_SWAN =true Line 53: tifH2netcdf_exec_TILES=false Line 54: tifH2netcdf_post_SWAN =false Line 55: tifH2netcdf_post_HYFLUX=true Line 56: tifH2netcdf_post_NAMIDANCE=true Line 57: tifH2netcdf_post_CORR=false Line 58: * Line 59: tifuv2netcdf =false Line 60: * Line 61: writeWPtxtFiles_exec_SWAN=true Line 62: writeWPtxtFiles_exec_TILES=true Line 63: writeWPtxtFiles_post_SWAN=false Line 64: writeWPtxtFiles_post_HYFLUX=true Line 65: writeWPtxtFiles_post_NAMIDANCE=true Line 66: writeWPtxtFiles_post_MOST=true Line 67: writeWPtxtFiles_post_CORR=true Line 68: * Line 69: formatBat =GTiff Line 70: inFormat =GTiff Line 71: inFormat_NAMIDANCE =netcdf Line 72: inFormat_MOST =netcdf_NOAA Line 73: inFormat_HYSEA =netcdf_HYSEA Line 74: * Line 75: outFormat =GTiff Line 76: outFormat_CORR =netcdf Line 77: outFormat_NAMIDANCE =netcdf Line 78: outFormat_MOST =netcdf_NOAA Line 79: outFormat_HYSEA =netcdf_HYSEA Line 80: * Line 81: tarFilesAndDelete =true Line 82: deleteAnimFiles =true Line 83: deleteAnimFiles_NAMIDANCE=false Line 84: deleteAnimFiles_MOST=false Line 85: deleteAnimFiles_HYSEA=true Line 86: * Line 87: outTTT_TILES=false Line 88: * Line 89: * HYFLUX flags Line 90: mapfmt = PCRaster Line 91: mapext = .map Line 92: outfmt = GTiff Line 93: outext = .tif Line 94: radius=6378388. Line 95: houtmin = 1e-7 Line 96: voutmin = 1e-7 End of Reading file: /home/critechuser/operational/bin/config.txt /home/critechuser/operational/bin -i -i iDeck1295194.txt -o . -opt rel -code HYSEA **** Start of file : ./iDeck1295194.txt Line 1: ********************************************* Line 2: * Tsunami input deck: Line 3: ********************************************* Line 4: * General data Line 5: Title ="M6.5 MaxCase 41" 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 =1.619460 * end time (h) Line 13: Tsave =0.416667 * t save (min) Line 14: dtMax =0.250000 * deltat (s) Line 15: fanning =0.015 Line 16: * Line 17: * Fault parameters (nfaults=1) * Line 18: *------------------------------------------- Line 19: FauInput file size is 43200, 21600 0...10...20...30...40...50...60...70...80...90...100 - done. ltNumber 1 Line 20: *------------------------------------------- Line 21: * EPICENTER * Line 22: Lat =23.626965 * degree Line 23: Lon =126.415794 * degree Line 24: Mag =6.547784 * Richter scale Line 25: faultform =8 * Okada parameters Line 26: flenght =29.000000 * km Line 27: fwidth =8.000000 * km Line 28: strike =233.460007 * degree (geog North=0) Line 29: slip =0.801000 * m Line 30: dip =11.180000 * degree Line 31: rake =98.750000 * degree Line 32: depth =8.247056 * km (top of the fault) Line 33: ------end of fault 1 ------------ Line 34: * Line 35: FaultMode =0 Line 36: * Line 37: * Code parameters * Line 38: code =HYSEA Line 39: * Line 40: * Grid parameters * Line 41: constbat =False * for back compatibility Line 42: automscale =False * for back compatibility Line 43: width = 3.000000 * degree Line 44: batgrid =0.250000 * min Line 45: * Line 46: * calculation window Line 47: lonmin =124.915794 Line 48: lonmax =127.915794 Line 49: latmin =22.126965 Line 50: latmax =25.126965 Line 51: bathymetry =GEBCO30 **** End of file : ./iDeck1295194.txt ---| batmode = 3 gdal_translate -srcwin 36588 7783 362 362 /home/critechuser/operational/DATA/gebco30.tif ./clipFile.tif *** Interpolating clipped bathymetry. Dataset ./clipFile.tif ncols=720, nrows=720 ix=10/720 ix=20/720 ix=30/720 ix=40/720 ix=50/720 ix=60/720 ix=70/720 ix=80/720 ix=90/720 ix=100/720 ix=110/720 ix=120/720 ix=130/720 ix=140/720 ix=150/720 ix=160/720 ix=170/720 ix=180/720 ix=190/720 ix=200/720 ix=210/720 ix=220/720 ix=230/720 ix=240/720 ix=250/720 ix=260/720 ix=270/720 ix=280/720 ix=290/720 ix=300/720 ix=310/720 ix=320/720 ix=330/720 ix=340/720 ix=350/720 ix=360/720 ix=370/720 ix=380/720 ix=390/720 ix=400/720 ix=410/720 ix=420/720 ix=430/720 ix=440/720 ix=450/720 ix=460/720 ix=470/720 ix=480/720 ix=490/720 ix=500/720 ix=510/720 ix=520/720 ix=530/720 ix=540/720 ix=550/720 ix=560/720 ix=570/720 ix=580/720 ix=590/720 ix=600/720 ix=610/720 ix=620/720 ix=630/720 ix=640/720 ix=650/720 ix=660/720 ix=670/720 ix=680/720 ix=690/720 ix=700/720 ix=710/720 ix=720/720 Fault number 1 Calling Okada with slip=0.801000 and depth=8.247056 ! calling gdal factor 1 fnamePlaces= /home/critechuser/operational/DATA/places.csv Selecting place names24.823860 125.174698 Kuninaka Japan 1 24.825520 125.209801 Ichimasui Japan 1 24.879471 125.276199 Karimata Japan 1 24.732580 125.279297 Sugama Japan 1 24.794680 125.286102 Hirara Japan 1 24.719681 125.338303 Arasato Japan 1 24.727579 125.425301 Bora Japan 1 Place names found in area: 6 Selecting place names24.823860 125.174698 Kuninaka Japan 1 24.823860 125.174698 64 649 Kuninaka Japan 24.825520 125.209801 Ichimasui Japan 1 24.825520 125.209801 72 649 Ichimasui Japan 24.879471 125.276199 Karimata Japan 1 24.879471 125.276199 88 662 Karimata Japan 24.732580 125.279297 Sugama Japan 1 24.732580 125.279297 89 627 Sugama Japan 24.794680 125.286102 Hirara Japan 1 24.794680 125.286102 90 642 Hirara Japan 24.719681 125.338303 Arasato Japan 1 24.719681 125.338303 103 624 Arasato Japan 24.727579 125.425301 Bora Japan 1 24.727579 125.425301 124 626 Bora Japan Place names found in area: 6 Selecting measuring gauges /home/critechuser/operational/DATA/gauges.csv Gauges names found in area: -1 Selecting measuring gauges /home/critechuser/operational/DATA/gauges.csv Gauges names found in area: -1 fnamexx= TS_location.txt Created HYSEA input deck as ./hysea.txt End of programmeOpening file hysea.bat Converting hysea_bin.bat Opening file hysea.ini Converting hysea_bin.ini [('-t', 'TS_location.txt'), ('-o', 'TS_location.dat')] empty line empty line file closed /************************************************************* Tsunami-HySEA numerical model Copyright (C) 2010-2017 EDANYA Research Group, University of Malaga (Spain). Tsunami-HySEA can not be copied, modified and/or distributed without the express permission of the EDANYA Research Group. Tsunami-HySEA is distributed under license. For more information, visit: https://edanya.uma.es/hysea/tsunami-hysea_license.html *************************************************************/ Problem data Initialization: from file CFL: 0.5 Water-bottom friction: 0.03 Maximum allowed velocity of water: 100 Epsilon h: 0.005 m Threshold for the 2s+WAF scheme: 20 m Stability coefficients Level 0: 0.2 Simulation time: 5830.06 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: [124.918, 127.913] Latitude: [22.129, 25.1255] Load balancing data Process 0: rows 0-719 Writing '"M6.5_lb_01level_01proc.bin' Process 0 loading data /************************************************************* Tsunami-HySEA numerical model Copyright (C) 2010-2017 EDANYA Research Group, University of Malaga (Spain). Tsunami-HySEA can not be copied, modified and/or distributed without the express permission of the EDANYA Research Group. Tsunami-HySEA is distributed under license. For more information, visit: https://edanya.uma.es/hysea/tsunami-hysea_license.html *************************************************************/ Problem data Initialization: from file CFL: 0.5 Water-bottom friction: 0.03 Maximum allowed velocity of water: 100 Epsilon h: 0.005 m Threshold for the 2s+WAF scheme: 20 m Stability coefficients Level 0: 0.2 Simulation time: 5830.06 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: [124.918, 127.913] Latitude: [22.129, 25.1255] Reading time: 8.378254e-02 sec. Initial deltaT = 3.959358e-01 sec Iteration 1, deltaT = 3.959358e-01 sec, Time = 0.395936 sec Iteration 2, deltaT = 3.959358e-01 sec, Time = 0.791872 sec Iteration 3, deltaT = 3.959358e-01 sec, Time = 1.18781 sec Iteration 4, deltaT = 3.959358e-01 sec, Time = 1.58374 sec Iteration 5, deltaT = 3.959358e-01 sec, Time = 1.97968 sec Iteration 6, deltaT = 3.959358e-01 sec, Time = 2.37561 sec Iteration 7, deltaT = 3.959358e-01 sec, Time = 2.77155 sec Iteration 8, deltaT = 3.959358e-01 sec, Time = 3.16749 sec Iteration 9, deltaT = 3.959358e-01 sec, Time = 3.56342 sec Iteration 10, deltaT = 3.959358e-01 sec, Time = 3.95936 sec Iteration 11, deltaT = 3.959358e-01 sec, Time = 4.35529 sec Iteration 12, deltaT = 3.959358e-01 sec, Time = 4.75123 sec Iteration 13, deltaT = 3.959358e-01 sec, Time = 5.14717 sec Iteration 14, deltaT = 3.959358e-01 sec, Time = 5.5431 sec Iteration 15, deltaT = 3.959358e-01 sec, Time = 5.93904 sec Iteration 16, deltaT = 3.959358e-01 sec, Time = 6.33497 sec Iteration 17, deltaT = 3.959358e-01 sec, Time = 6.73091 sec Iteration 18, deltaT = 3.959358e-01 sec, Time = 7.12684 sec Iteration 19, deltaT = 3.959358e-01 sec, Time = 7.52278 sec Iteration 20, deltaT = 3.959358e-01 sec, Time = 7.91872 sec Iteration 21, deltaT = 3.959358e-01 sec, Time = 8.31465 sec Iteration 22, deltaT = 3.959358e-01 sec, Time = 8.71059 sec Iteration 23, deltaT = 3.959358e-01 sec, Time = 9.10652 sec Iteration 24, deltaT = 3.959358e-01 sec, Time = 9.50246 sec Iteration 25, deltaT = 3.959358e-01 sec, Time = 9.89839 sec Iteration 26, deltaT = 3.959358e-01 sec, Time = 10.2943 sec Iteration 27, deltaT = 3.959358e-01 sec, Time = 10.6903 sec Iteration 28, deltaT = 3.959358e-01 sec, Time = 11.0862 sec Iteration 29, deltaT = 3.959358e-01 sec, Time = 11.4821 sec Iteration 30, deltaT = 3.959358e-01 sec, Time = 11.8781 sec Iteration 31, deltaT = 3.959358e-01 sec, Time = 12.274 sec Iteration 32, deltaT = 3.959358e-01 sec, Time = 12.6699 sec Iteration 33, deltaT = 3.959358e-01 sec, Time = 13.0659 sec Iteration 34, deltaT = 3.959358e-01 sec, Time = 13.4618 sec Iteration 35, deltaT = 3.959358e-01 sec, Time = 13.8578 sec Iteration 36, deltaT = 3.959358e-01 sec, Time = 14.2537 sec Iteration 37, deltaT = 3.959358e-01 sec, Time = 14.6496 sec Iteration 38, deltaT = 3.959358e-01 sec, Time = 15.0456 sec Iteration 39, deltaT = 3.959358e-01 sec, Time = 15.4415 sec Iteration 40, deltaT = 3.959358e-01 sec, Time = 15.8374 sec Iteration 41, deltaT = 3.959358e-01 sec, Time = 16.2334 sec Iteration 42, deltaT = 3.959358e-01 sec, Time = 16.6293 sec Iteration 43, deltaT = 3.959358e-01 sec, Time = 17.0252 sec Iteration 44, deltaT = 3.959358e-01 sec, Time = 17.4212 sec Iteration 45, deltaT = 3.959358e-01 sec, Time = 17.8171 sec Iteration 46, deltaT = 3.959358e-01 sec, Time = 18.213 sec Iteration 47, deltaT = 3.959358e-01 sec, Time = 18.609 sec Iteration 48, deltaT = 3.959358e-01 sec, Time = 19.0049 sec Iteration 49, deltaT = 3.959358e-01 sec, Time = 19.4009 sec Iteration 50, deltaT = 3.959358e-01 sec, Time = 19.7968 sec Iteration 51, deltaT = 3.959358e-01 sec, Time = 20.1927 sec Iteration 52, deltaT = 3.959358e-01 sec, Time = 20.5887 sec Iteration 53, deltaT = 3.959358e-01 sec, Time = 20.9846 sec Iteration 54, deltaT = 3.959358e-01 sec, Time = 21.3805 sec Iteration 55, deltaT = 3.959358e-01 sec, Time = 21.7765 sec Iteration 56, deltaT = 3.959358e-01 sec, Time = 22.1724 sec Iteration 57, deltaT = 3.959358e-01 sec, Time = 22.5683 sec Iteration 58, deltaT = 3.959358e-01 sec, Time = 22.9643 sec Iteration 59, deltaT = 3.959358e-01 sec, Time = 23.3602 sec Iteration 60, deltaT = 3.959358e-01 sec, Time = 23.7561 sec Iteration 61, deltaT = 3.959358e-01 sec, Time = 24.1521 sec Iteration 62, deltaT = 3.959358e-01 sec, Time = 24.548 sec Iteration 63, deltaT = 3.959358e-01 sec, Time = 24.944 sec Iteration 64, deltaT = 3.959358e-01 sec, Time = 25.3399 sec Iteration 65, deltaT = 3.959358e-01 sec, Time = 25.7358 sec Iteration 66, deltaT = 3.959358e-01 sec, Time = 26.1318 sec Iteration 67, deltaT = 3.959358e-01 sec, Time = 26.5277 sec Iteration 68, deltaT = 3.959358e-01 sec, Time = 26.9236 sec Iteration 69, deltaT = 3.959358e-01 sec, Time = 27.3196 sec Iteration 70, deltaT = 3.959358e-01 sec, Time = 27.7155 sec Iteration 71, deltaT = 3.959358e-01 sec, Time = 28.1114 sec Iteration 72, deltaT = 3.959358e-01 sec, Time = 28.5074 sec Iteration 73, deltaT = 3.959358e-01 sec, Time = 28.9033 sec Iteration 74, deltaT = 3.959358e-01 sec, Time = 29.2992 sec Iteration 75, deltaT = 3.959358e-01 sec, Time = 29.6952 sec Iteration 76, deltaT = 3.959358e-01 sec, Time = 30.0911 sec Iteration 77, deltaT = 3.959358e-01 sec, Time = 30.4871 sec Iteration 78, deltaT = 3.959358e-01 sec, Time = 30.883 sec Iteration 79, deltaT = 3.959358e-01 sec, Time = 31.2789 sec Iteration 80, deltaT = 3.959358e-01 sec, Time = 31.6749 sec Iteration 81, deltaT = 3.959358e-01 sec, Time = 32.0708 sec Iteration 82, deltaT = 3.959358e-01 sec, Time = 32.4667 sec Iteration 83, deltaT = 3.959358e-01 sec, Time = 32.8627 sec Iteration 84, deltaT = 3.959358e-01 sec, Time = 33.2586 sec Iteration 85, deltaT = 3.959358e-01 sec, Time = 33.6545 sec Iteration 86, deltaT = 3.959358e-01 sec, Time = 34.0505 sec Iteration 87, deltaT = 3.959358e-01 sec, Time = 34.4464 sec Iteration 88, deltaT = 3.959358e-01 sec, Time = 34.8423 sec Iteration 89, deltaT = 3.959358e-01 sec, Time = 35.2383 sec Iteration 90, deltaT = 3.959358e-01 sec, Time = 35.6342 sec Iteration 91, deltaT = 3.959358e-01 sec, Time = 36.0302 sec Iteration 92, deltaT = 3.959358e-01 sec, Time = 36.4261 sec Iteration 93, deltaT = 3.959358e-01 sec, Time = 36.822 sec Iteration 94, deltaT = 3.959358e-01 sec, Time = 37.218 sec Iteration 95, deltaT = 3.959358e-01 sec, Time = 37.6139 sec Iteration 96, deltaT = 3.959358e-01 sec, Time = 38.0098 sec Iteration 97, deltaT = 3.959358e-01 sec, Time = 38.4058 sec Iteration 98, deltaT = 3.959358e-01 sec, Time = 38.8017 sec Iteration 99, deltaT = 3.959358e-01 sec, Time = 39.1976 sec Iteration 100, deltaT = 3.959358e-01 sec, Time = 39.5936 sec Iteration 101, deltaT = 3.959358e-01 sec, Time = 39.9895 sec Iteration 102, deltaT = 3.959358e-01 sec, Time = 40.3855 sec Iteration 103, deltaT = 3.959358e-01 sec, Time = 40.7814 sec Iteration 104, deltaT = 3.959358e-01 sec, Time = 41.1773 sec Iteration 105, deltaT = 3.959358e-01 sec, Time = 41.5733 sec Iteration 106, deltaT = 3.959358e-01 sec, Time = 41.9692 sec Iteration 107, deltaT = 3.959358e-01 sec, Time = 42.3651 sec Iteration 108, deltaT = 3.959358e-01 sec, Time = 42.7611 sec Iteration 109, deltaT = 3.959358e-01 sec, Time = 43.157 sec Iteration 110, deltaT = 3.959358e-01 sec, Time = 43.5529 sec Iteration 111, deltaT = 3.959358e-01 sec, Time = 43.9489 sec Iteration 112, deltaT = 3.959358e-01 sec, Time = 44.3448 sec Iteration 113, deltaT = 3.959358e-01 sec, Time = 44.7407 sec Iteration 114, deltaT = 3.959358e-01 sec, Time = 45.1367 sec Iteration 115, deltaT = 3.959358e-01 sec, Time = 45.5326 sec Iteration 116, deltaT = 3.959358e-01 sec, Time = 45.9286 sec Iteration 117, deltaT = 3.959358e-01 sec, Time = 46.3245 sec Iteration 118, deltaT = 3.959358e-01 sec, Time = 46.7204 sec Iteration 119, deltaT = 3.959358e-01 sec, Time = 47.1164 sec Iteration 120, deltaT = 3.959358e-01 sec, Time = 47.5123 sec Iteration 121, deltaT = 3.959358e-01 sec, Time = 47.9082 sec Iteration 122, deltaT = 3.959358e-01 sec, Time = 48.3042 sec Iteration 123, deltaT = 3.959358e-01 sec, Time = 48.7001 sec Iteration 124, deltaT = 3.959358e-01 sec, Time = 49.096 sec Iteration 125, deltaT = 3.959358e-01 sec, Time = 49.492 sec Iteration 126, deltaT = 3.959358e-01 sec, Time = 49.8879 sec Iteration 127, deltaT = 3.959358e-01 sec, Time = 50.2838 sec Iteration 128, deltaT = 3.959358e-01 sec, Time = 50.6798 sec Iteration 129, deltaT = 3.959358e-01 sec, Time = 51.0757 sec Iteration 130, deltaT = 3.959358e-01 sec, Time = 51.4717 sec Iteration 131, deltaT = 3.959358e-01 sec, Time = 51.8676 sec Iteration 132, deltaT = 3.959358e-01 sec, Time = 52.2635 sec Iteration 133, deltaT = 3.959358e-01 sec, Time = 52.6595 sec Iteration 134, deltaT = 3.959358e-01 sec, Time = 53.0554 sec Iteration 135, deltaT = 3.959358e-01 sec, Time = 53.4513 sec Iteration 136, deltaT = 3.959358e-01 sec, Time = 53.8473 sec Iteration 137, deltaT = 3.959358e-01 sec, Time = 54.2432 sec Iteration 138, deltaT = 3.959358e-01 sec, Time = 54.6391 sec Iteration 139, deltaT = 3.959358e-01 sec, Time = 55.0351 sec Iteration 140, deltaT = 3.959358e-01 sec, Time = 55.431 sec Iteration 141, deltaT = 3.959358e-01 sec, Time = 55.8269 sec Iteration 142, deltaT = 3.959358e-01 sec, Time = 56.2229 sec Iteration 143, deltaT = 3.959358e-01 sec, Time = 56.6188 sec Iteration 144, deltaT = 3.959358e-01 sec, Time = 57.0148 sec Iteration 145, deltaT = 3.959358e-01 sec, Time = 57.4107 sec Iteration 146, deltaT = 3.959358e-01 sec, Time = 57.8066 sec Iteration 147, deltaT = 3.959358e-01 sec, Time = 58.2026 sec Iteration 148, deltaT = 3.959358e-01 sec, Time = 58.5985 sec Iteration 149, deltaT = 3.959358e-01 sec, Time = 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Iteration 6948, deltaT = 3.959358e-01 sec, Time = 2750.96 sec Iteration 6949, deltaT = 3.959358e-01 sec, Time = 2751.36 sec Iteration 6950, deltaT = 3.959358e-01 sec, Time = 2751.75 sec Iteration 6951, deltaT = 3.959358e-01 sec, Time = 2752.15 sec Iteration 6952, deltaT = 3.959358e-01 sec, Time = 2752.55 sec Iteration 6953, deltaT = 3.959358e-01 sec, Time = 2752.94 sec Iteration 6954, deltaT = 3.959358e-01 sec, Time = 2753.34 sec Iteration 6955, deltaT = 3.959358e-01 sec, Time = 2753.73 sec Iteration 6956, deltaT = 3.959358e-01 sec, Time = 2754.13 sec Iteration 6957, deltaT = 3.959358e-01 sec, Time = 2754.53 sec Iteration 6958, deltaT = 3.959358e-01 sec, Time = 2754.92 sec Iteration 6959, deltaT = 3.959358e-01 sec, Time = 2755.32 sec Iteration 6960, deltaT = 3.959358e-01 sec, Time = 2755.71 sec Iteration 6961, deltaT = 3.959358e-01 sec, Time = 2756.11 sec Iteration 6962, deltaT = 3.959358e-01 sec, Time = 2756.5 sec Iteration 6963, deltaT = 3.959358e-01 sec, Time = 2756.9 sec Iteration 6964, deltaT = 3.959358e-01 sec, Time = 2757.3 sec Iteration 6965, deltaT = 3.959358e-01 sec, Time = 2757.69 sec Iteration 6966, deltaT = 3.959358e-01 sec, Time = 2758.09 sec Iteration 6967, deltaT = 3.959358e-01 sec, Time = 2758.48 sec Iteration 6968, deltaT = 3.959358e-01 sec, Time = 2758.88 sec Iteration 6969, deltaT = 3.959358e-01 sec, Time = 2759.28 sec Iteration 6970, deltaT = 3.959358e-01 sec, Time = 2759.67 sec Iteration 6971, deltaT = 3.959358e-01 sec, Time = 2760.07 sec Iteration 6972, deltaT = 3.959358e-01 sec, Time = 2760.46 sec Iteration 6973, deltaT = 3.959358e-01 sec, Time = 2760.86 sec Iteration 6974, deltaT = 3.959358e-01 sec, Time = 2761.26 sec Iteration 6975, deltaT = 3.959358e-01 sec, Time = 2761.65 sec Iteration 6976, deltaT = 3.959358e-01 sec, Time = 2762.05 sec Iteration 6977, deltaT = 3.959358e-01 sec, Time = 2762.44 sec Iteration 6978, deltaT = 3.959358e-01 sec, Time = 2762.84 sec Iteration 6979, deltaT = 3.959358e-01 sec, Time = 2763.24 sec Iteration 6980, deltaT = 3.959358e-01 sec, Time = 2763.63 sec Iteration 6981, deltaT = 3.959358e-01 sec, Time = 2764.03 sec Iteration 6982, deltaT = 3.959358e-01 sec, Time = 2764.42 sec Iteration 6983, deltaT = 3.959358e-01 sec, Time = 2764.82 sec Iteration 6984, deltaT = 3.959358e-01 sec, Time = 2765.22 sec Iteration 6985, deltaT = 3.959358e-01 sec, Time = 2765.61 sec Iteration 6986, deltaT = 3.959358e-01 sec, Time = 2766.01 sec Iteration 6987, deltaT = 3.959358e-01 sec, Time = 2766.4 sec Iteration 6988, deltaT = 3.959358e-01 sec, Time = 2766.8 sec Iteration 6989, deltaT = 3.959358e-01 sec, Time = 2767.2 sec Iteration 6990, deltaT = 3.959358e-01 sec, Time = 2767.59 sec Iteration 6991, deltaT = 3.959358e-01 sec, Time = 2767.99 sec Iteration 6992, deltaT = 3.959358e-01 sec, Time = 2768.38 sec Iteration 6993, deltaT = 3.959358e-01 sec, Time = 2768.78 sec Iteration 6994, deltaT = 3.959358e-01 sec, Time = 2769.17 sec Iteration 6995, deltaT = 3.959358e-01 sec, Time = 2769.57 sec Iteration 6996, deltaT = 3.959358e-01 sec, Time = 2769.97 sec Iteration 6997, deltaT = 3.959358e-01 sec, Time = 2770.36 sec Iteration 6998, deltaT = 3.959358e-01 sec, Time = 2770.76 sec Iteration 6999, deltaT = 3.959358e-01 sec, Time = 2771.15 sec Iteration 7000, deltaT = 3.959358e-01 sec, Time = 2771.55 sec Iteration 7001, deltaT = 3.959358e-01 sec, Time = 2771.95 sec Iteration 7002, deltaT = 3.959358e-01 sec, Time = 2772.34 sec Iteration 7003, deltaT = 3.959358e-01 sec, Time = 2772.74 sec Iteration 7004, deltaT = 3.959358e-01 sec, Time = 2773.13 sec Iteration 7005, deltaT = 3.959358e-01 sec, Time = 2773.53 sec Iteration 7006, deltaT = 3.959358e-01 sec, Time = 2773.93 sec Iteration 7007, deltaT = 3.959358e-01 sec, Time = 2774.32 sec Iteration 7008, deltaT = 3.959358e-01 sec, Time = 2774.72 sec Iteration 7009, deltaT = 3.959358e-01 sec, Time = 2775.11 sec Iteration 7010, deltaT = 3.959358e-01 sec, Time = 2775.51 sec Iteration 7011, deltaT = 3.959358e-01 sec, Time = 2775.91 sec Iteration 7012, deltaT = 3.959358e-01 sec, Time = 2776.3 sec Iteration 7013, deltaT = 3.959358e-01 sec, Time = 2776.7 sec Iteration 7014, deltaT = 3.959358e-01 sec, Time = 2777.09 sec Iteration 7015, deltaT = 3.959358e-01 sec, Time = 2777.49 sec Iteration 7016, deltaT = 3.959358e-01 sec, Time = 2777.89 sec Iteration 7017, deltaT = 3.959358e-01 sec, Time = 2778.28 sec Iteration 7018, deltaT = 3.959358e-01 sec, Time = 2778.68 sec Iteration 7019, deltaT = 3.959358e-01 sec, Time = 2779.07 sec Iteration 7020, deltaT = 3.959358e-01 sec, Time = 2779.47 sec Iteration 7021, deltaT = 3.959358e-01 sec, Time = 2779.87 sec Iteration 7022, deltaT = 3.959358e-01 sec, Time = 2780.26 sec Iteration 7023, deltaT = 3.959358e-01 sec, Time = 2780.66 sec Iteration 7024, deltaT = 3.959358e-01 sec, Time = 2781.05 sec Iteration 7025, deltaT = 3.959358e-01 sec, Time = 2781.45 sec Iteration 7026, deltaT = 3.959358e-01 sec, Time = 2781.84 sec Iteration 7027, deltaT = 3.959358e-01 sec, Time = 2782.24 sec Iteration 7028, deltaT = 3.959358e-01 sec, Time = 2782.64 sec Iteration 7029, deltaT = 3.959358e-01 sec, Time = 2783.03 sec Iteration 7030, deltaT = 3.959358e-01 sec, Time = 2783.43 sec Iteration 7031, deltaT = 3.959358e-01 sec, Time = 2783.82 sec Iteration 7032, deltaT = 3.959358e-01 sec, Time = 2784.22 sec Iteration 7033, deltaT = 3.959358e-01 sec, Time = 2784.62 sec Iteration 7034, deltaT = 3.959358e-01 sec, Time = 2785.01 sec Iteration 7035, deltaT = 3.959358e-01 sec, Time = 2785.41 sec Iteration 7036, deltaT = 3.959358e-01 sec, Time = 2785.8 sec Iteration 7037, deltaT = 3.959358e-01 sec, Time = 2786.2 sec Iteration 7038, deltaT = 3.959358e-01 sec, Time = 2786.6 sec Iteration 7039, deltaT = 3.959358e-01 sec, Time = 2786.99 sec Iteration 7040, deltaT = 3.959358e-01 sec, Time = 2787.39 sec Iteration 7041, deltaT = 3.959358e-01 sec, Time = 2787.78 sec Iteration 7042, deltaT = 3.959358e-01 sec, Time = 2788.18 sec Iteration 7043, deltaT = 3.959358e-01 sec, Time = 2788.58 sec Iteration 7044, deltaT = 3.959358e-01 sec, Time = 2788.97 sec Iteration 7045, deltaT = 3.959358e-01 sec, Time = 2789.37 sec Iteration 7046, deltaT = 3.959358e-01 sec, Time = 2789.76 sec Iteration 7047, deltaT = 3.959358e-01 sec, Time = 2790.16 sec Iteration 7048, deltaT = 3.959358e-01 sec, Time = 2790.56 sec Iteration 7049, deltaT = 3.959358e-01 sec, Time = 2790.95 sec Iteration 7050, deltaT = 3.959358e-01 sec, Time = 2791.35 sec Iteration 7051, deltaT = 3.959358e-01 sec, Time = 2791.74 sec Iteration 7052, deltaT = 3.959358e-01 sec, Time = 2792.14 sec Iteration 7053, deltaT = 3.959358e-01 sec, Time = 2792.54 sec Iteration 7054, deltaT = 3.959358e-01 sec, Time = 2792.93 sec Iteration 7055, deltaT = 3.959358e-01 sec, Time = 2793.33 sec Iteration 7056, deltaT = 3.959358e-01 sec, Time = 2793.72 sec Iteration 7057, deltaT = 3.959358e-01 sec, Time = 2794.12 sec Iteration 7058, deltaT = 3.959358e-01 sec, Time = 2794.51 sec Iteration 7059, deltaT = 3.959358e-01 sec, Time = 2794.91 sec Iteration 7060, deltaT = 3.959358e-01 sec, Time = 2795.31 sec Iteration 7061, deltaT = 3.959358e-01 sec, Time = 2795.7 sec Iteration 7062, deltaT = 3.959358e-01 sec, Time = 2796.1 sec Iteration 7063, deltaT = 3.959358e-01 sec, Time = 2796.49 sec Iteration 7064, deltaT = 3.959358e-01 sec, Time = 2796.89 sec Iteration 7065, deltaT = 3.959358e-01 sec, Time = 2797.29 sec Iteration 7066, deltaT = 3.959358e-01 sec, Time = 2797.68 sec Iteration 7067, deltaT = 3.959358e-01 sec, Time = 2798.08 sec Iteration 7068, deltaT = 3.959358e-01 sec, Time = 2798.47 sec Iteration 7069, deltaT = 3.959358e-01 sec, Time = 2798.87 sec Iteration 7070, deltaT = 3.959358e-01 sec, Time = 2799.27 sec Iteration 7071, deltaT = 3.959358e-01 sec, Time = 2799.66 sec Iteration 7072, deltaT = 3.959358e-01 sec, Time = 2800.06 sec Iteration 7073, deltaT = 3.959358e-01 sec, Time = 2800.45 sec Iteration 7074, deltaT = 3.959358e-01 sec, Time = 2800.85 sec Iteration 7075, deltaT = 3.959358e-01 sec, Time = 2801.25 sec Iteration 7076, deltaT = 3.959358e-01 sec, Time = 2801.64 sec Iteration 7077, deltaT = 3.959358e-01 sec, Time = 2802.04 sec Iteration 7078, deltaT = 3.959358e-01 sec, Time = 2802.43 sec Iteration 7079, deltaT = 3.959358e-01 sec, Time = 2802.83 sec Iteration 7080, deltaT = 3.959358e-01 sec, Time = 2803.23 sec Iteration 7081, deltaT = 3.959358e-01 sec, Time = 2803.62 sec Iteration 7082, deltaT = 3.959358e-01 sec, Time = 2804.02 sec Iteration 7083, deltaT = 3.959358e-01 sec, Time = 2804.41 sec Iteration 7084, deltaT = 3.959358e-01 sec, Time = 2804.81 sec Iteration 7085, deltaT = 3.959358e-01 sec, Time = 2805.2 sec Iteration 7086, deltaT = 3.959358e-01 sec, Time = 2805.6 sec Iteration 7087, deltaT = 3.959358e-01 sec, Time = 2806 sec Iteration 7088, deltaT = 3.959358e-01 sec, Time = 2806.39 sec Iteration 7089, deltaT = 3.959358e-01 sec, Time = 2806.79 sec Iteration 7090, deltaT = 3.959358e-01 sec, Time = 2807.18 sec Iteration 7091, deltaT = 3.959358e-01 sec, Time = 2807.58 sec Iteration 7092, deltaT = 3.959358e-01 sec, Time = 2807.98 sec Iteration 7093, deltaT = 3.959358e-01 sec, Time = 2808.37 sec Iteration 7094, deltaT = 3.959358e-01 sec, Time = 2808.77 sec Iteration 7095, deltaT = 3.959358e-01 sec, Time = 2809.16 sec Iteration 7096, deltaT = 3.959358e-01 sec, Time = 2809.56 sec Iteration 7097, deltaT = 3.959358e-01 sec, Time = 2809.96 sec Iteration 7098, deltaT = 3.959358e-01 sec, Time = 2810.35 sec Iteration 7099, deltaT = 3.959358e-01 sec, Time = 2810.75 sec Iteration 7100, deltaT = 3.959358e-01 sec, Time = 2811.14 sec Iteration 7101, deltaT = 3.959358e-01 sec, Time = 2811.54 sec Iteration 7102, deltaT = 3.959358e-01 sec, Time = 2811.94 sec Iteration 7103, deltaT = 3.959358e-01 sec, Time = 2812.33 sec Iteration 7104, deltaT = 3.959358e-01 sec, Time = 2812.73 sec Iteration 7105, deltaT = 3.959358e-01 sec, Time = 2813.12 sec Iteration 7106, deltaT = 3.959358e-01 sec, Time = 2813.52 sec Iteration 7107, deltaT = 3.959358e-01 sec, Time = 2813.92 sec Iteration 7108, deltaT = 3.959358e-01 sec, Time = 2814.31 sec Iteration 7109, deltaT = 3.959358e-01 sec, Time = 2814.71 sec Iteration 7110, deltaT = 3.959358e-01 sec, Time = 2815.1 sec Iteration 7111, deltaT = 3.959358e-01 sec, Time = 2815.5 sec Iteration 7112, deltaT = 3.959358e-01 sec, Time = 2815.9 sec Iteration 7113, deltaT = 3.959358e-01 sec, Time = 2816.29 sec Iteration 7114, deltaT = 3.959358e-01 sec, Time = 2816.69 sec Iteration 7115, deltaT = 3.959358e-01 sec, Time = 2817.08 sec Iteration 7116, deltaT = 3.959358e-01 sec, Time = 2817.48 sec Iteration 7117, deltaT = 3.959358e-01 sec, Time = 2817.87 sec Iteration 7118, deltaT = 3.959358e-01 sec, Time = 2818.27 sec Iteration 7119, deltaT = 3.959358e-01 sec, Time = 2818.67 sec Iteration 7120, deltaT = 3.959358e-01 sec, Time = 2819.06 sec Iteration 7121, deltaT = 3.959358e-01 sec, Time = 2819.46 sec Iteration 7122, deltaT = 3.959358e-01 sec, Time = 2819.85 sec Iteration 7123, deltaT = 3.959358e-01 sec, Time = 2820.25 sec Iteration 7124, deltaT = 3.959358e-01 sec, Time = 2820.65 sec Iteration 7125, deltaT = 3.959358e-01 sec, Time = 2821.04 sec Iteration 7126, deltaT = 3.959358e-01 sec, Time = 2821.44 sec Iteration 7127, deltaT = 3.959358e-01 sec, Time = 2821.83 sec Iteration 7128, deltaT = 3.959358e-01 sec, Time = 2822.23 sec Iteration 7129, deltaT = 3.959358e-01 sec, Time = 2822.63 sec Iteration 7130, deltaT = 3.959358e-01 sec, Time = 2823.02 sec Iteration 7131, deltaT = 3.959358e-01 sec, Time = 2823.42 sec Iteration 7132, deltaT = 3.959358e-01 sec, Time = 2823.81 sec Iteration 7133, deltaT = 3.959358e-01 sec, Time = 2824.21 sec Iteration 7134, deltaT = 3.959358e-01 sec, Time = 2824.61 sec Iteration 7135, deltaT = 3.959358e-01 sec, Time = 2825 sec Iteration 7136, deltaT = 3.959358e-01 sec, Time = 2825.4 sec Iteration 7137, deltaT = 3.959358e-01 sec, Time = 2825.79 sec Iteration 7138, deltaT = 3.959358e-01 sec, Time = 2826.19 sec Iteration 7139, deltaT = 3.959358e-01 sec, Time = 2826.59 sec Iteration 7140, deltaT = 3.959358e-01 sec, Time = 2826.98 sec Iteration 7141, deltaT = 3.959358e-01 sec, Time = 2827.38 sec Iteration 7142, deltaT = 3.959358e-01 sec, Time = 2827.77 sec Iteration 7143, deltaT = 3.959358e-01 sec, Time = 2828.17 sec Iteration 7144, deltaT = 3.959358e-01 sec, Time = 2828.57 sec Iteration 7145, deltaT = 3.959358e-01 sec, Time = 2828.96 sec Iteration 7146, deltaT = 3.959358e-01 sec, Time = 2829.36 sec Iteration 7147, deltaT = 3.959358e-01 sec, Time = 2829.75 sec Iteration 7148, deltaT = 3.959358e-01 sec, Time = 2830.15 sec Iteration 7149, deltaT = 3.959358e-01 sec, Time = 2830.54 sec Iteration 7150, deltaT = 3.959358e-01 sec, Time = 2830.94 sec Iteration 7151, deltaT = 3.959358e-01 sec, Time = 2831.34 sec Iteration 7152, deltaT = 3.959358e-01 sec, Time = 2831.73 sec Iteration 7153, deltaT = 3.959358e-01 sec, Time = 2832.13 sec Iteration 7154, deltaT = 3.959358e-01 sec, Time = 2832.52 sec Iteration 7155, deltaT = 3.959358e-01 sec, Time = 2832.92 sec Iteration 7156, deltaT = 3.959358e-01 sec, Time = 2833.32 sec Iteration 7157, deltaT = 3.959358e-01 sec, Time = 2833.71 sec Iteration 7158, deltaT = 3.959358e-01 sec, Time = 2834.11 sec Iteration 7159, deltaT = 3.959358e-01 sec, Time = 2834.5 sec Iteration 7160, deltaT = 3.959358e-01 sec, Time = 2834.9 sec Iteration 7161, deltaT = 3.959358e-01 sec, Time = 2835.3 sec Iteration 7162, deltaT = 3.959358e-01 sec, Time = 2835.69 sec Iteration 7163, deltaT = 3.959358e-01 sec, Time = 2836.09 sec Iteration 7164, deltaT = 3.959358e-01 sec, Time = 2836.48 sec Iteration 7165, deltaT = 3.959358e-01 sec, Time = 2836.88 sec Iteration 7166, deltaT = 3.959358e-01 sec, Time = 2837.28 sec Iteration 7167, deltaT = 3.959358e-01 sec, Time = 2837.67 sec Iteration 7168, deltaT = 3.959358e-01 sec, Time = 2838.07 sec Iteration 7169, deltaT = 3.959358e-01 sec, Time = 2838.46 sec Iteration 7170, deltaT = 3.959358e-01 sec, Time = 2838.86 sec Iteration 7171, deltaT = 3.959358e-01 sec, Time = 2839.26 sec Iteration 7172, deltaT = 3.959358e-01 sec, Time = 2839.65 sec Iteration 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sec Iteration 14697, deltaT = 3.959358e-01 sec, Time = 5819.07 sec Iteration 14698, deltaT = 3.959358e-01 sec, Time = 5819.46 sec Iteration 14699, deltaT = 3.959358e-01 sec, Time = 5819.86 sec Iteration 14700, deltaT = 3.959358e-01 sec, Time = 5820.26 sec Iteration 14701, deltaT = 3.959358e-01 sec, Time = 5820.65 sec Iteration 14702, deltaT = 3.959358e-01 sec, Time = 5821.05 sec Iteration 14703, deltaT = 3.959358e-01 sec, Time = 5821.44 sec Iteration 14704, deltaT = 3.959358e-01 sec, Time = 5821.84 sec Iteration 14705, deltaT = 3.959358e-01 sec, Time = 5822.24 sec Iteration 14706, deltaT = 3.959358e-01 sec, Time = 5822.63 sec Iteration 14707, deltaT = 3.959358e-01 sec, Time = 5823.03 sec Iteration 14708, deltaT = 3.959358e-01 sec, Time = 5823.42 sec Iteration 14709, deltaT = 3.959358e-01 sec, Time = 5823.82 sec Iteration 14710, deltaT = 3.959358e-01 sec, Time = 5824.22 sec Iteration 14711, deltaT = 3.959358e-01 sec, Time = 5824.61 sec Iteration 14712, deltaT = 3.959358e-01 sec, Time = 5825.01 sec Iteration 14713, deltaT = 3.959358e-01 sec, Time = 5825.4 sec Iteration 14714, deltaT = 3.959358e-01 sec, Time = 5825.8 sec Iteration 14715, deltaT = 3.959358e-01 sec, Time = 5826.2 sec Iteration 14716, deltaT = 3.959358e-01 sec, Time = 5826.59 sec Iteration 14717, deltaT = 3.959358e-01 sec, Time = 5826.99 sec Iteration 14718, deltaT = 3.959358e-01 sec, Time = 5827.38 sec Iteration 14719, deltaT = 3.959358e-01 sec, Time = 5827.78 sec Iteration 14720, deltaT = 3.959358e-01 sec, Time = 5828.17 sec Iteration 14721, deltaT = 3.959358e-01 sec, Time = 5828.57 sec Iteration 14722, deltaT = 3.959358e-01 sec, Time = 5828.97 sec Iteration 14723, deltaT = 3.959358e-01 sec, Time = 5829.36 sec Iteration 14724, deltaT = 3.959358e-01 sec, Time = 5829.76 sec Iteration 14725, deltaT = 3.959358e-01 sec, Time = 5830.15 sec Runtime: 2.444504e+01 sec Input file size is 720, 720 0...10...20...30...40...50...60...70...80...90...100 - done. Input file size is 720, 720 0...10...20...30...40...50...60...70...80...90...100 - done. Input file size is 720, 720 0...10...20...30...40...50...60...70...80...90...100 - done. ['-n', 'NETCDF.nc', '-t', 'TS_location.txt', '-m', 'locations', '-d', '10_Nov_2021_15:45', '-i', 'iDeck1295194.txt', '-r', '5', '-b', '20', '-e', 'Yes', '-x', '0.05'] NETCDF.nc gdal_translate -of GTiff NETCDF:"NETCDF.nc":max_height TIF_MAXHEIGHT_END.tif gdal_translate -of GTiff NETCDF:"NETCDF.nc":arrival_times TIF_Arrival_Time.tif gdal_translate -of GTiff NETCDF:"NETCDF.nc":arrival_times TIF_Maximum_Time.tif end extract Tif files opening dataset: NETCDF.nc extracting lat/lon extracting arrival times extracting bathymetry extracting maxHeight ('t= ', (234,)) opening TS_location.txt 0 reading 125.174698 24.823860 LO:Kuninaka - Japan -1 5 43135 647 61 dilat= 10 0.004168 22.133217 22.129049 ik= 637 637 51 87.897552 10.0 0.0213911757356 637 52 80.956116 10.0 0.0211575269875 637 53 73.347672 10.0 0.0216826590922 637 54 64.10704 10.0 0.0230146798006 637 55 52.54591 10.0 0.0253157940158 637 56 35.261414 10.0 0.0293716154989 637 57 22.787174 10.0 0.0369042052244 637 58 21.957985 10.0 0.0509260966849 637 59 21.120884 10.0 0.0469600112795 637 60 20.264462 10.0 0.0465784359946 637 61 19.142853 10.0 0.0513375154992 637 62 17.37196 10.0 0.060138365237 637 63 15.323128 10.0 0.0680421275107 637 64 12.609333 10.0 0.0678523071508 637 65 10.601798 10.0 0.0640530382928 637 66 10.316324 10.0 0.0601369805547 637 67 9.815202 10.0 0.0530716066253 637 68 8.787018 10.0 0.029554225414 637 69 8.412924 10.0 0.023700791468 637 70 9.641298 10.0 0.0201251259017 ik= 638 638 53 72.274933 10.0 0.0215505785874 638 54 62.784309 10.0 0.0224354593281 638 55 51.117992 10.0 0.0243136671419 638 56 34.083946 10.0 0.0279741622962 638 57 20.041248 10.0 0.0359143722684 638 58 13.212243 10.0 0.0479189369461 638 59 9.207346 10.0 0.0640358259219 638 60 12.100821 10.0 0.0535695608503 638 61 13.859163 10.0 0.0503359820605 638 62 12.838246 10.0 0.0571703515661 638 63 10.95812 10.0 0.0622339795947 638 64 6.994364 10.0 0.0419058544572 638 65 4.463951 10.0 0.0369835173986 638 66 5.42844 10.0 0.0308314483438 638 67 6.104692 10.0 0.0263296681342 638 68 6.076478 10.0 0.0227331685687 638 69 6.629883 10.0 0.0192302730674 638 70 8.608234 10.0 0.0167848164768 638 71 9.43185 10.0 0.0151421739595 638 72 7.432339 10.0 0.012508751619 ik= 639 639 53 68.013649 10.0 0.0232664701452 639 54 59.001617 10.0 0.0248505547021 639 55 48.028961 10.0 0.0281361971516 639 56 32.21833 10.0 0.0323243556665 639 57 19.062889 10.0 0.0358241934571 639 58 12.307423 10.0 0.046665956627 639 59 7.962234 10.0 0.0439741469349 639 60 9.504561 10.0 0.0508365952265 639 61 10.591376 10.0 0.0534350992799 639 62 10.562918 10.0 0.0524230469582 639 63 9.73137 10.0 0.0476503335351 639 64 6.946468 10.0 0.0361153331178 639 65 4.979812 10.0 0.0324386849196 639 66 5.00827 10.0 0.0274259392339 639 67 5.028465 10.0 0.0236786123285 639 68 5.028465 10.0 0.0201027499171 639 69 5.396886 10.0 0.0173848307852 639 70 6.667925 10.0 0.0157016786707 639 71 7.201035 10.0 0.0140556075136 639 72 5.929996 10.0 0.0121387256125 ik= 640 640 53 63.657734 10.0 0.028415396213 640 54 55.145687 10.0 0.0315315158852 640 55 44.890224 10.0 0.0352376590973 640 56 30.331844 10.0 0.0413751077394 640 57 18.135414 10.0 0.0475316808994 640 58 11.62994 10.0 0.0545588167449 640 59 7.026433 10.0 0.0451940392033 640 60 7.068799 10.0 0.0430451075625 640 61 7.380607 10.0 0.0380691291247 640 62 8.352118 10.0 0.0351809875312 640 63 8.595201 10.0 0.0316132104697 640 64 7.060263 10.0 0.0266982611662 640 65 5.689192 10.0 0.0229251812007 640 66 4.717681 10.0 0.0211304813978 640 67 4.028252 10.0 0.0258285220563 640 68 4.028252 10.0 0.0245714344496 640 69 4.179286 10.0 0.0228585865045 640 70 4.700347 10.0 0.0210330548584 640 71 4.918895 10.0 0.0142094179382 640 72 4.397834 10.0 0.0125206047894 ik= 641 641 53 48.383904 10.0 0.036802810096 641 54 34.54401 10.0 0.0412502671746 641 55 22.272064 10.0 0.0437775571159 641 56 13.830591 10.0 0.0499501585088 641 57 6.742566 10.0 0.0670017755244 641 58 2.915137 10.0 0.062572718308 641 59 0.411065 10.0 0.0549998554368 641 60 1.139518 10.0 0.048782793656 641 61 2.721197 10.0 0.0441057243483 641 62 6.391936 10.0 0.0278462119214 641 63 8.56311 10.0 0.0249737023752 641 64 7.063477 10.0 0.0213784715203 641 65 5.073636 10.0 0.0226409433672 641 66 1.888529 10.0 0.0307636715432 641 67 -0.65378 10.0 0.65378 641 68 -1.625047 10.0 1.625047 641 69 -1.888354 10.0 1.888354 641 70 -0.417209 10.0 0.417209 641 71 0.7655 10.0 0.0141303542474 641 72 1.236889 10.0 0.0131117562025 ik= 642 642 53 32.785381 10.0 0.0481731054003 642 54 13.445653 10.0 0.0569958741767 642 55 -0.923221 10.0 0.923221 642 56 -3.103439 10.0 3.103439 642 57 -4.959987 10.0 4.959987 642 58 -6.0375 10.0 6.0375 642 59 -6.372582 10.0 6.372582 642 60 -4.89415 10.0 4.89415 642 61 -1.982536 10.0 1.982536 642 62 4.43812 10.0 0.0253382250914 642 63 8.56311 10.0 0.0200882310662 642 64 7.063477 10.0 0.0278708847435 642 65 4.41926 10.0 0.0343546612524 642 66 -1.015778 10.0 1.015778 642 67 -5.445087 10.0 5.445087 642 68 -7.416323 10.0 7.416323 642 69 -8.099894 10.0 8.099894 642 70 -5.628779 10.0 5.628779 642 71 -3.444269 10.0 3.444269 642 72 -1.972911 10.0 1.972911 ik= 643 643 53 15.36491 10.0 0.0616330829726 643 54 2.67153 10.0 0.0768085261159 643 55 -6.924717 10.0 6.924717 643 56 -8.927891 10.0 8.927891 643 57 -10.000381 10.0 10.000381 643 58 -8.813826 10.0 8.813826 643 59 -7.677455 10.0 7.677455 643 60 -6.663664 10.0 6.663664 643 61 -4.763851 10.0 4.763851 643 62 -0.694674 10.0 0.694674 643 63 0.910336 10.0 0.0279716715403 643 64 -3.50438 10.0 3.50438 643 65 -9.29414 10.0 9.29414 643 66 -18.436649 10.0 18.436649 643 67 -26.139967 10.0 26.139967 643 68 -30.325788 10.0 30.325788 643 69 -32.573818 10.0 32.573818 643 70 -30.074429 10.0 30.074429 643 71 -25.102747 10.0 25.102747 643 72 -14.129094 10.0 14.129094 ik= 644 644 53 -2.100578 10.0 2.100578 644 54 -7.797376 10.0 7.797376 644 55 -12.423374 10.0 12.423374 644 56 -14.426548 10.0 14.426548 644 57 -14.844697 10.0 14.844697 644 58 -11.409239 10.0 11.409239 644 59 -8.822375 10.0 8.822375 644 60 -8.308343 10.0 8.308343 644 61 -7.487978 10.0 7.487978 644 62 -5.91758 10.0 5.91758 644 63 -6.96152 10.0 6.96152 644 64 -14.374772 10.0 14.374772 644 65 -23.381094 10.0 23.381094 644 66 -36.27177 10.0 36.27177 644 67 -47.287937 10.0 47.287937 644 68 -53.722664 10.0 53.722664 644 69 -57.567715 10.0 57.567715 644 70 -55.068325 10.0 55.068325 644 71 -47.258816 10.0 47.258816 644 72 -26.539927 10.0 26.539927 ik= 645 645 53 -4.327581 10.0 4.327581 645 54 -9.09749 10.0 9.09749 645 55 -12.853986 10.0 12.853986 645 56 -14.127077 10.0 14.127077 645 57 -13.939306 10.0 13.939306 645 58 -10.197245 10.0 10.197245 645 59 -7.538069 10.0 7.538069 645 60 -7.524022 10.0 7.524022 645 61 -8.417584 10.0 8.417584 645 62 -11.533353 10.0 11.533353 645 63 -16.285402 10.0 16.285402 645 64 -24.99815 10.0 24.99815 645 65 -34.109085 10.0 34.109085 645 66 -44.190922 10.0 44.190922 645 67 -52.950169 10.0 52.950169 645 68 -58.476921 10.0 58.476921 645 69 -62.099655 10.0 62.099655 645 70 -61.057758 10.0 61.057758 645 71 -53.779198 10.0 53.779198 645 72 -31.326832 10.0 31.326832 ik= 646 646 53 -6.10962 10.0 6.10962 646 54 -10.129896 10.0 10.129896 646 55 -13.136757 10.0 13.136757 646 56 -13.658842 10.0 13.658842 646 57 -12.866845 10.0 12.866845 646 58 -8.874907 10.0 8.874907 646 59 -6.1836 10.0 6.1836 646 60 -6.669312 10.0 6.669312 646 61 -9.294477 10.0 9.294477 646 62 -17.157927 10.0 17.157927 646 63 -25.647188 10.0 25.647188 646 64 -35.609329 10.0 35.609329 646 65 -44.734177 10.0 44.734177 646 66 -51.817478 10.0 51.817478 646 67 -58.158615 10.0 58.158615 646 68 -62.685852 10.0 62.685852 646 69 -66.033379 10.0 66.033379 646 70 -66.490746 10.0 66.490746 646 71 -59.841022 10.0 59.841022 646 72 -35.889389 10.0 35.889389 ik= 647 647 53 -6.638727 10.0 6.638727 647 54 -8.937393 10.0 8.937393 647 55 -10.504045 10.0 10.504045 647 56 -10.27478 10.0 10.27478 647 57 -9.514374 10.0 9.514374 647 58 -7.458616 10.0 7.458616 647 59 -6.709666 10.0 6.709666 647 60 -9.15282 10.0 9.15282 647 61 -13.488579 10.0 13.488579 647 62 -22.45826 10.0 22.45826 647 63 -31.036152 10.0 31.036152 647 64 -38.60463 10.0 38.60463 647 65 -45.65403 10.0 45.65403 647 66 -51.437778 10.0 51.437778 647 67 -56.777939 10.0 56.777939 647 68 -61.033936 10.0 61.033936 647 69 -63.426655 10.0 63.426655 647 70 -61.254539 10.0 61.254539 647 71 -52.794586 10.0 52.794586 647 72 -29.043354 10.0 29.043354 ik= 648 648 53 -7.131045 10.0 7.131045 648 54 -7.680565 10.0 7.680565 648 55 -7.787549 10.0 7.787549 648 56 -6.807276 10.0 6.807276 648 57 -6.096988 10.0 6.096988 648 58 -6.040254 10.0 6.040254 648 59 -7.290327 10.0 7.290327 648 60 -11.732512 10.0 11.732512 648 61 -17.777449 10.0 17.777449 648 62 -27.746641 10.0 27.746641 648 63 -36.306717 10.0 36.306717 648 64 -41.376415 10.0 41.376415 648 65 -46.290413 10.0 46.290413 648 66 -50.824768 10.0 50.824768 648 67 -55.205753 10.0 55.205753 648 68 -59.211864 10.0 59.211864 648 69 -60.630424 10.0 60.630424 648 70 -55.709652 10.0 55.709652 648 71 -45.369183 10.0 45.369183 648 72 -21.867826 10.0 21.867826 ik= 649 649 53 -5.060404 10.0 5.060404 649 54 -5.074481 10.0 5.074481 649 55 -4.654237 10.0 4.654237 649 56 -3.165959 10.0 3.165959 649 57 -2.748712 10.0 2.748712 649 58 -4.934817 10.0 4.934817 649 59 -8.568842 10.0 8.568842 649 60 -15.739677 10.0 15.739677 649 61 -23.448456 10.0 23.448456 649 62 -32.474411 10.0 32.474411 649 63 -39.989838 10.0 39.989838 649 64 -43.774109 10.0 43.774109 649 65 -47.342354 10.0 47.342354 649 66 -50.383854 10.0 50.383854 649 67 -53.703373 10.0 53.703373 649 68 -57.702396 10.0 57.702396 649 69 -57.473949 10.0 57.473949 649 70 -46.888454 10.0 46.888454 649 71 -33.585518 10.0 33.585518 649 72 -13.734766 10.0 13.734766 ik= 650 650 53 -2.915926 10.0 2.915926 650 54 -2.430251 10.0 2.430251 650 55 -1.510255 10.0 1.510255 650 56 0.47869 10.0 0.00244953863791 650 57 0.595944 10.0 0.00171958002119 650 58 -3.839046 10.0 3.839046 650 59 -9.867119 10.0 9.867119 650 60 -19.786602 10.0 19.786602 650 61 -29.157103 10.0 29.157103 650 62 -37.183552 10.0 37.183552 650 63 -43.624844 10.0 43.624844 650 64 -46.159744 10.0 46.159744 650 65 -48.405933 10.0 48.405933 650 66 -49.948174 10.0 49.948174 650 67 -52.203751 10.0 52.203751 650 68 -56.202774 10.0 56.202774 650 69 -54.308468 10.0 54.308468 650 70 -37.975826 10.0 37.975826 650 71 -21.680254 10.0 21.680254 650 72 -5.577642 10.0 5.577642 ik= 651 651 53 0.334931 10.0 0.0187994209242 651 54 0.106136 10.0 0.00593038901292 651 55 0.241315 10.0 0.00268482045319 651 56 1.271145 10.0 0.00290280939139 651 57 -0.227737 10.0 0.227737 651 58 -7.884223 10.0 7.884223 651 59 -16.361832 10.0 16.361832 651 60 -26.845211 10.0 26.845211 651 61 -35.762623 10.0 35.762623 651 62 -40.845978 10.0 40.845978 651 63 -44.973564 10.0 44.973564 651 64 -46.744286 10.0 46.744286 651 65 -48.648087 10.0 48.648087 651 66 -50.876392 10.0 50.876392 651 67 -52.27887 10.0 52.27887 651 68 -51.662964 10.0 51.662964 651 69 -46.092075 10.0 46.092075 651 70 -28.381649 10.0 28.381649 651 71 -12.623334 10.0 12.623334 651 72 -1.727954 10.0 1.727954 ik= 652 652 53 3.616603 10.0 0.0143267296296 652 54 2.638174 10.0 0.00803230852002 652 55 1.951351 10.0 0.00456382383125 652 56 1.979838 10.0 0.00593830141966 652 57 -1.172898 10.0 1.172898 652 58 -12.077797 10.0 12.077797 652 59 -23.005409 10.0 23.005409 652 60 -33.988548 10.0 33.988548 652 61 -42.391251 10.0 42.391251 652 62 -44.47607 10.0 44.47607 652 63 -46.25481 10.0 46.25481 652 64 -47.27589 10.0 47.27589 652 65 -48.866112 10.0 48.866112 652 66 -51.844055 10.0 51.844055 652 67 -52.399998 10.0 52.399998 652 68 -47.036407 10.0 47.036407 652 69 -37.731884 10.0 37.731884 652 70 -18.772066 10.0 18.772066 652 71 -3.653957 10.0 3.653957 652 72 1.993986 10.0 0.0173061421449 ik= 653 653 53 2.879117 10.0 0.014063523734 653 54 2.365129 10.0 0.00837438148976 653 55 2.0 10.0 0.00632922200179 653 56 2.0 10.0 0.00696527308267 653 57 -1.553135 10.0 1.553135 653 58 -13.764867 10.0 13.764867 653 59 -24.70668 10.0 24.70668 653 60 -32.546539 10.0 32.546539 653 61 -39.044914 10.0 39.044914 653 62 -42.258842 10.0 42.258842 653 63 -44.19677 10.0 44.19677 653 64 -43.010574 10.0 43.010574 653 65 -40.993103 10.0 40.993103 653 66 -36.94875 10.0 36.94875 653 67 -31.283253 10.0 31.283253 653 68 -21.655577 10.0 21.655577 653 69 -12.058344 10.0 12.058344 653 70 -2.535438 10.0 2.535438 653 71 6.25741 10.0 0.0241332621795 653 72 13.213368 10.0 0.0165789170558 ik= 654 654 53 2.024344 10.0 0.0135245491079 654 54 2.010111 10.0 0.008824050468 654 55 2.0 10.0 0.00710940946531 654 56 2.0 10.0 0.00725363153978 654 57 -1.916658 10.0 1.916658 654 58 -15.37778 10.0 15.37778 654 59 -26.262497 10.0 26.262497 654 60 -30.85393 10.0 30.85393 654 61 -35.408199 10.0 35.408199 654 62 -39.871517 10.0 39.871517 654 63 -42.041958 10.0 42.041958 654 64 -38.606861 10.0 38.606861 654 65 -32.886986 10.0 32.886986 654 66 -21.596176 10.0 21.596176 654 67 -9.554857 10.0 9.554857 654 68 4.320745 10.0 0.0181752031935 654 69 14.10984 10.0 0.0232543894491 654 70 13.887506 10.0 0.025994605905 654 71 16.191679 10.0 0.0223470444476 654 72 24.646904 10.0 0.0216700551701 ik= 655 655 53 9.06198 10.0 0.0357549736278 655 54 4.93309 10.0 0.0169375465968 655 55 2.984776 10.0 0.0113396610123 655 56 6.391266 10.0 0.0123510455085 655 57 4.733839 10.0 0.0194538335295 655 58 -9.248617 10.0 9.248617 655 59 -20.405813 10.0 20.405813 655 60 -24.661856 10.0 24.661856 655 61 -27.650124 10.0 27.650124 655 62 -27.534382 10.0 27.534382 655 63 -26.008196 10.0 26.008196 655 64 -21.051796 10.0 21.051796 655 65 -14.334332 10.0 14.334332 655 66 -3.322891 10.0 3.322891 655 67 6.016577 10.0 0.0236917225344 655 68 11.269629 10.0 0.016305829684 655 69 14.714308 10.0 0.0192789270448 655 70 13.728678 10.0 0.0199134762633 655 71 14.512705 10.0 0.019526530487 655 72 19.610367 10.0 0.0159875646596 ik= 656 656 53 16.327557 10.0 0.0336210176784 656 54 7.950741 10.0 0.032917926418 656 55 3.997943 10.0 0.0126298082318 656 56 10.909131 10.0 0.0117251263088 656 57 11.58672 10.0 0.014348513712 656 58 -2.895491 10.0 2.895491 656 59 -14.334696 10.0 14.334696 656 60 -18.340858 10.0 18.340858 656 61 -19.774939 10.0 19.774939 656 62 -14.911518 10.0 14.911518 656 63 -9.575319 10.0 9.575319 656 64 -3.119651 10.0 3.119651 656 65 4.51568 10.0 0.0227388114917 656 66 15.027365 10.0 0.0215132264168 656 67 21.400272 10.0 0.0203617897492 656 68 17.657717 10.0 0.0189883247083 656 69 14.569449 10.0 0.0186524477521 656 70 13.084064 10.0 0.0201743018125 656 71 12.494242 10.0 0.0216004577582 656 72 14.093615 10.0 0.0180900897725 1 reading 125.209801 24.825520 LO:Ichimasui - Japan -1 5 43153 647 70 dilat= 10 0.004168 22.133217 22.129049 ik= 637 637 60 20.264462 10.0 0.0465784359946 637 61 19.142853 10.0 0.0513375154992 637 62 17.37196 10.0 0.060138365237 637 63 15.323128 10.0 0.0680421275107 637 64 12.609333 10.0 0.0678523071508 637 65 10.601798 10.0 0.0640530382928 637 66 10.316324 10.0 0.0601369805547 637 67 9.815202 10.0 0.0530716066253 637 68 8.787018 10.0 0.029554225414 637 69 8.412924 10.0 0.023700791468 637 70 9.641298 10.0 0.0201251259017 637 71 9.931957 10.0 0.0177765876887 637 72 7.932446 10.0 0.0135065821391 637 73 6.514217 10.0 0.0107924146763 637 74 6.514217 10.0 0.00864018264403 637 75 6.365016 10.0 0.007377115965 637 76 5.850924 10.0 0.00646302302634 637 77 5.411307 10.0 0.00577084433588 637 78 5.15379 10.0 0.00524207910009 637 79 4.327141 10.0 0.00528978719798 ik= 638 638 53 72.274933 10.0 0.0215505785874 638 54 62.784309 10.0 0.0224354593281 638 55 51.117992 10.0 0.0243136671419 638 56 34.083946 10.0 0.0279741622962 638 57 20.041248 10.0 0.0359143722684 638 58 13.212243 10.0 0.0479189369461 638 59 9.207346 10.0 0.0640358259219 638 60 12.100821 10.0 0.0535695608503 638 61 13.859163 10.0 0.0503359820605 638 62 12.838246 10.0 0.0571703515661 638 63 10.95812 10.0 0.0622339795947 638 64 6.994364 10.0 0.0419058544572 638 65 4.463951 10.0 0.0369835173986 638 66 5.42844 10.0 0.0308314483438 638 67 6.104692 10.0 0.0263296681342 638 68 6.076478 10.0 0.0227331685687 638 69 6.629883 10.0 0.0192302730674 638 70 8.608234 10.0 0.0167848164768 638 71 9.43185 10.0 0.0151421739595 638 72 7.432339 10.0 0.012508751619 ik= 639 639 53 68.013649 10.0 0.0232664701452 639 54 59.001617 10.0 0.0248505547021 639 55 48.028961 10.0 0.0281361971516 639 56 32.21833 10.0 0.0323243556665 639 57 19.062889 10.0 0.0358241934571 639 58 12.307423 10.0 0.046665956627 639 59 7.962234 10.0 0.0439741469349 639 60 9.504561 10.0 0.0508365952265 639 61 10.591376 10.0 0.0534350992799 639 62 10.562918 10.0 0.0524230469582 639 63 9.73137 10.0 0.0476503335351 639 64 6.946468 10.0 0.0361153331178 639 65 4.979812 10.0 0.0324386849196 639 66 5.00827 10.0 0.0274259392339 639 67 5.028465 10.0 0.0236786123285 639 68 5.028465 10.0 0.0201027499171 639 69 5.396886 10.0 0.0173848307852 639 70 6.667925 10.0 0.0157016786707 639 71 7.201035 10.0 0.0140556075136 639 72 5.929996 10.0 0.0121387256125 ik= 640 640 53 63.657734 10.0 0.028415396213 640 54 55.145687 10.0 0.0315315158852 640 55 44.890224 10.0 0.0352376590973 640 56 30.331844 10.0 0.0413751077394 640 57 18.135414 10.0 0.0475316808994 640 58 11.62994 10.0 0.0545588167449 640 59 7.026433 10.0 0.0451940392033 640 60 7.068799 10.0 0.0430451075625 640 61 7.380607 10.0 0.0380691291247 640 62 8.352118 10.0 0.0351809875312 640 63 8.595201 10.0 0.0316132104697 640 64 7.060263 10.0 0.0266982611662 640 65 5.689192 10.0 0.0229251812007 640 66 4.717681 10.0 0.0211304813978 640 67 4.028252 10.0 0.0258285220563 640 68 4.028252 10.0 0.0245714344496 640 69 4.179286 10.0 0.0228585865045 640 70 4.700347 10.0 0.0210330548584 640 71 4.918895 10.0 0.0142094179382 640 72 4.397834 10.0 0.0125206047894 ik= 641 641 53 48.383904 10.0 0.036802810096 641 54 34.54401 10.0 0.0412502671746 641 55 22.272064 10.0 0.0437775571159 641 56 13.830591 10.0 0.0499501585088 641 57 6.742566 10.0 0.0670017755244 641 58 2.915137 10.0 0.062572718308 641 59 0.411065 10.0 0.0549998554368 641 60 1.139518 10.0 0.048782793656 641 61 2.721197 10.0 0.0441057243483 641 62 6.391936 10.0 0.0278462119214 641 63 8.56311 10.0 0.0249737023752 641 64 7.063477 10.0 0.0213784715203 641 65 5.073636 10.0 0.0226409433672 641 66 1.888529 10.0 0.0307636715432 641 67 -0.65378 10.0 0.65378 641 68 -1.625047 10.0 1.625047 641 69 -1.888354 10.0 1.888354 641 70 -0.417209 10.0 0.417209 641 71 0.7655 10.0 0.0141303542474 641 72 1.236889 10.0 0.0131117562025 ik= 642 642 53 32.785381 10.0 0.0481731054003 642 54 13.445653 10.0 0.0569958741767 642 55 -0.923221 10.0 0.923221 642 56 -3.103439 10.0 3.103439 642 57 -4.959987 10.0 4.959987 642 58 -6.0375 10.0 6.0375 642 59 -6.372582 10.0 6.372582 642 60 -4.89415 10.0 4.89415 642 61 -1.982536 10.0 1.982536 642 62 4.43812 10.0 0.0253382250914 642 63 8.56311 10.0 0.0200882310662 642 64 7.063477 10.0 0.0278708847435 642 65 4.41926 10.0 0.0343546612524 642 66 -1.015778 10.0 1.015778 642 67 -5.445087 10.0 5.445087 642 68 -7.416323 10.0 7.416323 642 69 -8.099894 10.0 8.099894 642 70 -5.628779 10.0 5.628779 642 71 -3.444269 10.0 3.444269 642 72 -1.972911 10.0 1.972911 ik= 643 643 53 15.36491 10.0 0.0616330829726 643 54 2.67153 10.0 0.0768085261159 643 55 -6.924717 10.0 6.924717 643 56 -8.927891 10.0 8.927891 643 57 -10.000381 10.0 10.000381 643 58 -8.813826 10.0 8.813826 643 59 -7.677455 10.0 7.677455 643 60 -6.663664 10.0 6.663664 643 61 -4.763851 10.0 4.763851 643 62 -0.694674 10.0 0.694674 643 63 0.910336 10.0 0.0279716715403 643 64 -3.50438 10.0 3.50438 643 65 -9.29414 10.0 9.29414 643 66 -18.436649 10.0 18.436649 643 67 -26.139967 10.0 26.139967 643 68 -30.325788 10.0 30.325788 643 69 -32.573818 10.0 32.573818 643 70 -30.074429 10.0 30.074429 643 71 -25.102747 10.0 25.102747 643 72 -14.129094 10.0 14.129094 ik= 644 644 53 -2.100578 10.0 2.100578 644 54 -7.797376 10.0 7.797376 644 55 -12.423374 10.0 12.423374 644 56 -14.426548 10.0 14.426548 644 57 -14.844697 10.0 14.844697 644 58 -11.409239 10.0 11.409239 644 59 -8.822375 10.0 8.822375 644 60 -8.308343 10.0 8.308343 644 61 -7.487978 10.0 7.487978 644 62 -5.91758 10.0 5.91758 644 63 -6.96152 10.0 6.96152 644 64 -14.374772 10.0 14.374772 644 65 -23.381094 10.0 23.381094 644 66 -36.27177 10.0 36.27177 644 67 -47.287937 10.0 47.287937 644 68 -53.722664 10.0 53.722664 644 69 -57.567715 10.0 57.567715 644 70 -55.068325 10.0 55.068325 644 71 -47.258816 10.0 47.258816 644 72 -26.539927 10.0 26.539927 ik= 645 645 53 -4.327581 10.0 4.327581 645 54 -9.09749 10.0 9.09749 645 55 -12.853986 10.0 12.853986 645 56 -14.127077 10.0 14.127077 645 57 -13.939306 10.0 13.939306 645 58 -10.197245 10.0 10.197245 645 59 -7.538069 10.0 7.538069 645 60 -7.524022 10.0 7.524022 645 61 -8.417584 10.0 8.417584 645 62 -11.533353 10.0 11.533353 645 63 -16.285402 10.0 16.285402 645 64 -24.99815 10.0 24.99815 645 65 -34.109085 10.0 34.109085 645 66 -44.190922 10.0 44.190922 645 67 -52.950169 10.0 52.950169 645 68 -58.476921 10.0 58.476921 645 69 -62.099655 10.0 62.099655 645 70 -61.057758 10.0 61.057758 645 71 -53.779198 10.0 53.779198 645 72 -31.326832 10.0 31.326832 ik= 646 646 53 -6.10962 10.0 6.10962 646 54 -10.129896 10.0 10.129896 646 55 -13.136757 10.0 13.136757 646 56 -13.658842 10.0 13.658842 646 57 -12.866845 10.0 12.866845 646 58 -8.874907 10.0 8.874907 646 59 -6.1836 10.0 6.1836 646 60 -6.669312 10.0 6.669312 646 61 -9.294477 10.0 9.294477 646 62 -17.157927 10.0 17.157927 646 63 -25.647188 10.0 25.647188 646 64 -35.609329 10.0 35.609329 646 65 -44.734177 10.0 44.734177 646 66 -51.817478 10.0 51.817478 646 67 -58.158615 10.0 58.158615 646 68 -62.685852 10.0 62.685852 646 69 -66.033379 10.0 66.033379 646 70 -66.490746 10.0 66.490746 646 71 -59.841022 10.0 59.841022 646 72 -35.889389 10.0 35.889389 ik= 647 647 53 -6.638727 10.0 6.638727 647 54 -8.937393 10.0 8.937393 647 55 -10.504045 10.0 10.504045 647 56 -10.27478 10.0 10.27478 647 57 -9.514374 10.0 9.514374 647 58 -7.458616 10.0 7.458616 647 59 -6.709666 10.0 6.709666 647 60 -9.15282 10.0 9.15282 647 61 -13.488579 10.0 13.488579 647 62 -22.45826 10.0 22.45826 647 63 -31.036152 10.0 31.036152 647 64 -38.60463 10.0 38.60463 647 65 -45.65403 10.0 45.65403 647 66 -51.437778 10.0 51.437778 647 67 -56.777939 10.0 56.777939 647 68 -61.033936 10.0 61.033936 647 69 -63.426655 10.0 63.426655 647 70 -61.254539 10.0 61.254539 647 71 -52.794586 10.0 52.794586 647 72 -29.043354 10.0 29.043354 ik= 648 648 53 -7.131045 10.0 7.131045 648 54 -7.680565 10.0 7.680565 648 55 -7.787549 10.0 7.787549 648 56 -6.807276 10.0 6.807276 648 57 -6.096988 10.0 6.096988 648 58 -6.040254 10.0 6.040254 648 59 -7.290327 10.0 7.290327 648 60 -11.732512 10.0 11.732512 648 61 -17.777449 10.0 17.777449 648 62 -27.746641 10.0 27.746641 648 63 -36.306717 10.0 36.306717 648 64 -41.376415 10.0 41.376415 648 65 -46.290413 10.0 46.290413 648 66 -50.824768 10.0 50.824768 648 67 -55.205753 10.0 55.205753 648 68 -59.211864 10.0 59.211864 648 69 -60.630424 10.0 60.630424 648 70 -55.709652 10.0 55.709652 648 71 -45.369183 10.0 45.369183 648 72 -21.867826 10.0 21.867826 ik= 649 649 53 -5.060404 10.0 5.060404 649 54 -5.074481 10.0 5.074481 649 55 -4.654237 10.0 4.654237 649 56 -3.165959 10.0 3.165959 649 57 -2.748712 10.0 2.748712 649 58 -4.934817 10.0 4.934817 649 59 -8.568842 10.0 8.568842 649 60 -15.739677 10.0 15.739677 649 61 -23.448456 10.0 23.448456 649 62 -32.474411 10.0 32.474411 649 63 -39.989838 10.0 39.989838 649 64 -43.774109 10.0 43.774109 649 65 -47.342354 10.0 47.342354 649 66 -50.383854 10.0 50.383854 649 67 -53.703373 10.0 53.703373 649 68 -57.702396 10.0 57.702396 649 69 -57.473949 10.0 57.473949 649 70 -46.888454 10.0 46.888454 649 71 -33.585518 10.0 33.585518 649 72 -13.734766 10.0 13.734766 ik= 650 650 53 -2.915926 10.0 2.915926 650 54 -2.430251 10.0 2.430251 650 55 -1.510255 10.0 1.510255 650 56 0.47869 10.0 0.00244953863791 650 57 0.595944 10.0 0.00171958002119 650 58 -3.839046 10.0 3.839046 650 59 -9.867119 10.0 9.867119 650 60 -19.786602 10.0 19.786602 650 61 -29.157103 10.0 29.157103 650 62 -37.183552 10.0 37.183552 650 63 -43.624844 10.0 43.624844 650 64 -46.159744 10.0 46.159744 650 65 -48.405933 10.0 48.405933 650 66 -49.948174 10.0 49.948174 650 67 -52.203751 10.0 52.203751 650 68 -56.202774 10.0 56.202774 650 69 -54.308468 10.0 54.308468 650 70 -37.975826 10.0 37.975826 650 71 -21.680254 10.0 21.680254 650 72 -5.577642 10.0 5.577642 ik= 651 651 53 0.334931 10.0 0.0187994209242 651 54 0.106136 10.0 0.00593038901292 651 55 0.241315 10.0 0.00268482045319 651 56 1.271145 10.0 0.00290280939139 651 57 -0.227737 10.0 0.227737 651 58 -7.884223 10.0 7.884223 651 59 -16.361832 10.0 16.361832 651 60 -26.845211 10.0 26.845211 651 61 -35.762623 10.0 35.762623 651 62 -40.845978 10.0 40.845978 651 63 -44.973564 10.0 44.973564 651 64 -46.744286 10.0 46.744286 651 65 -48.648087 10.0 48.648087 651 66 -50.876392 10.0 50.876392 651 67 -52.27887 10.0 52.27887 651 68 -51.662964 10.0 51.662964 651 69 -46.092075 10.0 46.092075 651 70 -28.381649 10.0 28.381649 651 71 -12.623334 10.0 12.623334 651 72 -1.727954 10.0 1.727954 ik= 652 652 53 3.616603 10.0 0.0143267296296 652 54 2.638174 10.0 0.00803230852002 652 55 1.951351 10.0 0.00456382383125 652 56 1.979838 10.0 0.00593830141966 652 57 -1.172898 10.0 1.172898 652 58 -12.077797 10.0 12.077797 652 59 -23.005409 10.0 23.005409 652 60 -33.988548 10.0 33.988548 652 61 -42.391251 10.0 42.391251 652 62 -44.47607 10.0 44.47607 652 63 -46.25481 10.0 46.25481 652 64 -47.27589 10.0 47.27589 652 65 -48.866112 10.0 48.866112 652 66 -51.844055 10.0 51.844055 652 67 -52.399998 10.0 52.399998 652 68 -47.036407 10.0 47.036407 652 69 -37.731884 10.0 37.731884 652 70 -18.772066 10.0 18.772066 652 71 -3.653957 10.0 3.653957 652 72 1.993986 10.0 0.0173061421449 ik= 653 653 53 2.879117 10.0 0.014063523734 653 54 2.365129 10.0 0.00837438148976 653 55 2.0 10.0 0.00632922200179 653 56 2.0 10.0 0.00696527308267 653 57 -1.553135 10.0 1.553135 653 58 -13.764867 10.0 13.764867 653 59 -24.70668 10.0 24.70668 653 60 -32.546539 10.0 32.546539 653 61 -39.044914 10.0 39.044914 653 62 -42.258842 10.0 42.258842 653 63 -44.19677 10.0 44.19677 653 64 -43.010574 10.0 43.010574 653 65 -40.993103 10.0 40.993103 653 66 -36.94875 10.0 36.94875 653 67 -31.283253 10.0 31.283253 653 68 -21.655577 10.0 21.655577 653 69 -12.058344 10.0 12.058344 653 70 -2.535438 10.0 2.535438 653 71 6.25741 10.0 0.0241332621795 653 72 13.213368 10.0 0.0165789170558 ik= 654 654 53 2.024344 10.0 0.0135245491079 654 54 2.010111 10.0 0.008824050468 654 55 2.0 10.0 0.00710940946531 654 56 2.0 10.0 0.00725363153978 654 57 -1.916658 10.0 1.916658 654 58 -15.37778 10.0 15.37778 654 59 -26.262497 10.0 26.262497 654 60 -30.85393 10.0 30.85393 654 61 -35.408199 10.0 35.408199 654 62 -39.871517 10.0 39.871517 654 63 -42.041958 10.0 42.041958 654 64 -38.606861 10.0 38.606861 654 65 -32.886986 10.0 32.886986 654 66 -21.596176 10.0 21.596176 654 67 -9.554857 10.0 9.554857 654 68 4.320745 10.0 0.0181752031935 654 69 14.10984 10.0 0.0232543894491 654 70 13.887506 10.0 0.025994605905 654 71 16.191679 10.0 0.0223470444476 654 72 24.646904 10.0 0.0216700551701 ik= 655 655 53 9.06198 10.0 0.0357549736278 655 54 4.93309 10.0 0.0169375465968 655 55 2.984776 10.0 0.0113396610123 655 56 6.391266 10.0 0.0123510455085 655 57 4.733839 10.0 0.0194538335295 655 58 -9.248617 10.0 9.248617 655 59 -20.405813 10.0 20.405813 655 60 -24.661856 10.0 24.661856 655 61 -27.650124 10.0 27.650124 655 62 -27.534382 10.0 27.534382 655 63 -26.008196 10.0 26.008196 655 64 -21.051796 10.0 21.051796 655 65 -14.334332 10.0 14.334332 655 66 -3.322891 10.0 3.322891 655 67 6.016577 10.0 0.0236917225344 655 68 11.269629 10.0 0.016305829684 655 69 14.714308 10.0 0.0192789270448 655 70 13.728678 10.0 0.0199134762633 655 71 14.512705 10.0 0.019526530487 655 72 19.610367 10.0 0.0159875646596 ik= 656 656 53 16.327557 10.0 0.0336210176784 656 54 7.950741 10.0 0.032917926418 656 55 3.997943 10.0 0.0126298082318 656 56 10.909131 10.0 0.0117251263088 656 57 11.58672 10.0 0.014348513712 656 58 -2.895491 10.0 2.895491 656 59 -14.334696 10.0 14.334696 656 60 -18.340858 10.0 18.340858 656 61 -19.774939 10.0 19.774939 656 62 -14.911518 10.0 14.911518 656 63 -9.575319 10.0 9.575319 656 64 -3.119651 10.0 3.119651 656 65 4.51568 10.0 0.0227388114917 656 66 15.027365 10.0 0.0215132264168 656 67 21.400272 10.0 0.0203617897492 656 68 17.657717 10.0 0.0189883247083 656 69 14.569449 10.0 0.0186524477521 656 70 13.084064 10.0 0.0201743018125 656 71 12.494242 10.0 0.0216004577582 656 72 14.093615 10.0 0.0180900897725 2 reading 125.276199 24.879471 LO:Karimata - Japan -1 5 43168 660 86 dilat= 10 0.004168 22.133217 22.129049 ik= 650 650 76 9.317472 10.0 0.00483190953635 650 77 8.959439 10.0 0.00515309267446 650 78 8.966554 10.0 0.00484531539682 650 79 9.11916 10.0 0.00417695835631 650 80 9.626138 10.0 0.00416663016066 650 81 9.985794 10.0 0.00448305916198 650 82 9.985794 10.0 0.00420046403046 650 83 9.834598 10.0 0.00402421493631 650 84 9.313416 10.0 0.00384966151883 650 85 6.200743 10.0 0.00615569704186 650 86 -3.285876 10.0 3.285876 650 87 -9.875219 10.0 9.875219 650 88 -9.446353 10.0 9.446353 650 89 -9.426269 10.0 9.426269 650 90 -10.404721 10.0 10.404721 650 91 -12.971498 10.0 12.971498 650 92 -19.427303 10.0 19.427303 650 93 -22.61587 10.0 22.61587 650 94 -17.815926 10.0 17.815926 650 95 -12.110645 10.0 12.110645 ik= 651 651 76 8.242376 10.0 0.00598845159759 651 77 7.471923 10.0 0.00600893574418 651 78 7.228587 10.0 0.00563815978757 651 79 7.484702 10.0 0.00453963920849 651 80 8.956145 10.0 0.00403887849502 651 81 10.0 10.0 0.0043290817474 651 82 10.0 10.0 0.00447929966046 651 83 9.854984 10.0 0.00423844674682 651 84 9.355106 10.0 0.00409609785335 651 85 7.304509 10.0 0.00462916840575 651 86 1.439474 10.0 0.00763047761529 651 87 -2.848727 10.0 2.848727 651 88 -3.320414 10.0 3.320414 651 89 -4.368801 10.0 4.368801 651 90 -6.825904 10.0 6.825904 651 91 -10.52534 10.0 10.52534 651 92 -17.266644 10.0 17.266644 651 93 -19.963299 10.0 19.963299 651 94 -12.778498 10.0 12.778498 651 95 -5.074613 10.0 5.074613 ik= 652 652 76 7.097701 10.0 0.00751610806764 652 77 5.89989 10.0 0.00705590143324 652 78 5.406219 10.0 0.00637672514042 652 79 5.776128 10.0 0.00501889835361 652 80 8.247082 10.0 0.00413382357034 652 81 10.0 10.0 0.0042664231957 652 82 10.0 10.0 0.00463839181379 652 83 9.854984 10.0 0.00460104829246 652 84 9.355106 10.0 0.00400412317189 652 85 8.390031 10.0 0.00353742882667 652 86 6.280029 10.0 0.00376376489479 652 87 4.358627 10.0 0.00489378704677 652 88 2.887428 10.0 0.00847298437076 652 89 0.694366 10.0 0.0142277279662 652 90 -3.262005 10.0 3.262005 652 91 -8.09841 10.0 8.09841 652 92 -15.089593 10.0 15.089593 652 93 -17.308628 10.0 17.308628 652 94 -7.874928 10.0 7.874928 652 95 1.714493 10.0 0.04298377426 ik= 653 653 76 10.874655 10.0 0.0191548717485 653 77 8.003107 10.0 0.00820066347948 653 78 6.529 10.0 0.00833375203443 653 79 6.072009 10.0 0.00717024018734 653 80 8.085632 10.0 0.00584965857788 653 81 9.584694 10.0 0.00495956301419 653 82 9.827578 10.0 0.00462440027769 653 83 9.925446 10.0 0.00461174155486 653 84 9.668451 10.0 0.00433667801902 653 85 8.836456 10.0 0.00314602887873 653 86 6.589954 10.0 0.00340509263902 653 87 4.563671 10.0 0.00411577172589 653 88 3.064037 10.0 0.00719367016806 653 89 -0.008191 10.0 0.00974084918566 653 90 -6.921816 10.0 6.921816 653 91 -12.803522 10.0 12.803522 653 92 -16.158562 10.0 16.158562 653 93 -15.421659 10.0 15.421659 653 94 -4.709561 10.0 4.709561 653 95 5.158973 10.0 0.0454401988722 ik= 654 654 66 -21.596176 10.0 21.596176 654 67 -9.554857 10.0 9.554857 654 68 4.320745 10.0 0.0181752031935 654 69 14.10984 10.0 0.0232543894491 654 70 13.887506 10.0 0.025994605905 654 71 16.191679 10.0 0.0223470444476 654 72 24.646904 10.0 0.0216700551701 654 73 29.361027 10.0 0.0187571069906 654 74 24.947523 10.0 0.01574711066 654 75 20.235603 10.0 0.0121276058586 654 76 14.79388 10.0 0.00993117487993 654 77 10.212902 10.0 0.0103382083992 654 78 7.737453 10.0 0.00827007451298 654 79 6.426418 10.0 0.00785406358998 654 80 7.940285 10.0 0.006086988402 654 81 9.157429 10.0 0.00633867656381 654 82 9.650189 10.0 0.00571264395136 654 83 9.997935 10.0 0.00550258050377 654 84 9.990819 10.0 0.00492280164625 654 85 9.263967 10.0 0.00321869118868 ik= 655 655 60 -24.661856 10.0 24.661856 655 61 -27.650124 10.0 27.650124 655 62 -27.534382 10.0 27.534382 655 63 -26.008196 10.0 26.008196 655 64 -21.051796 10.0 21.051796 655 65 -14.334332 10.0 14.334332 655 66 -3.322891 10.0 3.322891 655 67 6.016577 10.0 0.0236917225344 655 68 11.269629 10.0 0.016305829684 655 69 14.714308 10.0 0.0192789270448 655 70 13.728678 10.0 0.0199134762633 655 71 14.512705 10.0 0.019526530487 655 72 19.610367 10.0 0.0159875646596 655 73 23.471542 10.0 0.0145166629483 655 74 24.31591 10.0 0.0127048171851 655 75 23.24889 10.0 0.0107596723771 655 76 17.507357 10.0 0.0117997811469 655 77 13.408888 10.0 0.0119467431873 655 78 13.338127 10.0 0.0101253906294 655 79 13.158998 10.0 0.00977079285686 ik= 656 656 60 -18.340858 10.0 18.340858 656 61 -19.774939 10.0 19.774939 656 62 -14.911518 10.0 14.911518 656 63 -9.575319 10.0 9.575319 656 64 -3.119651 10.0 3.119651 656 65 4.51568 10.0 0.0227388114917 656 66 15.027365 10.0 0.0215132264168 656 67 21.400272 10.0 0.0203617897492 656 68 17.657717 10.0 0.0189883247083 656 69 14.569449 10.0 0.0186524477521 656 70 13.084064 10.0 0.0201743018125 656 71 12.494242 10.0 0.0216004577582 656 72 14.093615 10.0 0.0180900897725 656 73 17.071634 10.0 0.0133677537983 656 74 23.413319 10.0 0.00993047848938 656 75 26.175636 10.0 0.0121602238516 656 76 20.184225 10.0 0.0124442525338 656 77 16.632263 10.0 0.012108000545 656 78 19.064857 10.0 0.0106916219708 656 79 20.075294 10.0 0.0102803224369 ik= 657 657 60 11.899446 10.0 0.0494111507106 657 61 9.008873 10.0 0.0369002730951 657 62 5.264397 10.0 0.0283075278004 657 63 4.426376 10.0 0.023042199616 657 64 10.681921 10.0 0.0233903720408 657 65 16.405277 10.0 0.0174766596288 657 66 20.831009 10.0 0.0162649469338 657 67 23.163166 10.0 0.0155993675763 657 68 20.378485 10.0 0.0182044186786 657 69 17.82551 10.0 0.0205691790827 657 70 15.840139 10.0 0.0219362562431 657 71 16.209717 10.0 0.0185089752478 657 72 22.323847 10.0 0.0182478697924 657 73 27.773041 10.0 0.0150638067248 657 74 31.599903 10.0 0.0118999112705 657 75 34.196381 10.0 0.0138955335548 657 76 33.783813 10.0 0.0117511391212 657 77 33.159431 10.0 0.0100871654626 657 78 32.013702 10.0 0.0109170270868 657 79 29.061558 10.0 0.0100777782999 ik= 658 658 50 70.284378 10.0 0.017341789406 658 51 64.522232 10.0 0.0185427260853 658 52 64.423988 10.0 0.0147060899867 658 53 64.176659 10.0 0.0142500204062 658 54 63.564499 10.0 0.0145182258961 658 55 61.302456 10.0 0.0174743197563 658 56 54.981956 10.0 0.0166068374942 658 57 49.589035 10.0 0.0147605431332 658 58 46.428371 10.0 0.0150630404158 658 59 43.88316 10.0 0.0149216538648 658 60 42.841297 10.0 0.0197802369234 658 61 38.405899 10.0 0.0212817621587 658 62 25.661697 10.0 0.0281961768998 658 63 18.356537 10.0 0.0191889878468 658 64 24.362089 10.0 0.0236858235823 658 65 28.090452 10.0 0.0203663965405 658 66 26.266375 10.0 0.0136180982729 658 67 24.526312 10.0 0.0175821769878 658 68 22.99159 10.0 0.0157301292327 658 69 21.181334 10.0 0.0182241188495 ik= 659 659 50 86.706573 10.0 0.0178260612635 659 51 81.456161 10.0 0.0176670715982 659 52 82.913315 10.0 0.0158507739949 659 53 83.309547 10.0 0.0142658981645 659 54 81.10965 10.0 0.0127574582139 659 55 77.946167 10.0 0.0153421209643 659 56 72.409073 10.0 0.014962734014 659 57 67.829559 10.0 0.0133966637581 659 58 65.558868 10.0 0.0124436533534 659 59 64.151161 10.0 0.0101901372798 659 60 64.851433 10.0 0.0115852964741 659 61 58.833076 10.0 0.011135194491 659 62 36.364685 10.0 0.0128609489301 659 63 22.643707 10.0 0.013985908253 659 64 30.342266 10.0 0.0166136385495 659 65 35.714653 10.0 0.0152811335448 659 66 35.415169 10.0 0.0139245887868 659 67 34.837727 10.0 0.0189880433955 659 68 33.580956 10.0 0.0215291803849 659 69 31.471241 10.0 0.0208346513201 ik= 660 660 50 103.210167 10.0 0.0164056063647 660 51 98.395622 10.0 0.0167018688882 660 52 101.352745 10.0 0.0165041988613 660 53 102.306122 10.0 0.0155703160588 660 54 98.356262 10.0 0.0140192724433 660 55 94.239258 10.0 0.0141377004302 660 56 89.703964 10.0 0.0142764359063 660 57 86.051682 10.0 0.0135228795162 660 58 84.530975 10.0 0.0129490678133 660 59 84.163719 10.0 0.00969829335867 660 60 86.613953 10.0 0.00871312702454 660 61 79.010773 10.0 0.0118713881855 660 62 46.792641 10.0 0.0151636140993 660 63 26.654284 10.0 0.01684941413 660 64 36.102795 10.0 0.0152367869343 660 65 43.225136 10.0 0.0134363273426 660 66 44.675602 10.0 0.0145548750616 660 67 45.412598 10.0 0.015259399435 660 68 44.405819 10.0 0.015097768553 660 69 41.966396 10.0 0.0148772199007 ik= 661 661 50 133.857147 10.0 0.0145646051462 661 51 127.527145 10.0 0.0152373006963 661 52 128.826447 10.0 0.0156646894756 661 53 127.884125 10.0 0.015346505388 661 54 121.456558 10.0 0.0144800440631 661 55 114.954559 10.0 0.0139051215226 661 56 108.257736 10.0 0.0134186110778 661 57 102.375153 10.0 0.012661596703 661 58 98.446983 10.0 0.0125456212702 661 59 95.892044 10.0 0.010982371978 661 60 96.69146 10.0 0.00854878838734 661 61 90.09034 10.0 0.0103743427476 661 62 65.369598 10.0 0.012608748931 661 63 49.440453 10.0 0.0153015295242 661 64 55.052467 10.0 0.0143193184072 661 65 58.974007 10.0 0.0145050545906 661 66 58.773663 10.0 0.0136306472035 661 67 58.55275 10.0 0.0136792764536 661 68 58.281551 10.0 0.0125908473842 661 69 55.99828 10.0 0.0122153383698 ik= 662 662 50 164.927628 10.0 0.0130592140182 662 51 157.02504 10.0 0.01377373682 662 52 156.574371 10.0 0.0143180727063 662 53 153.664536 10.0 0.0144034040042 662 54 144.737061 10.0 0.0141063692576 662 55 135.807541 10.0 0.013597522035 662 56 126.856659 10.0 0.0128028409537 662 57 118.651405 10.0 0.0117785764897 662 58 112.223312 10.0 0.0113102556826 662 59 107.386292 10.0 0.010815913463 662 60 106.43576 10.0 0.00949312486298 662 61 100.91198 10.0 0.00933843030557 662 62 84.191002 10.0 0.0106920515826 662 63 72.780403 10.0 0.0109612892753 662 64 74.39254 10.0 0.0116166819552 662 65 74.968567 10.0 0.0141046624067 662 66 73.01828 10.0 0.0150546339987 662 67 71.773277 10.0 0.0154720917318 662 68 72.252068 10.0 0.0147330396549 662 69 70.139061 10.0 0.0131431473917 ik= 663 663 50 201.686188 10.0 0.0116284110456 663 51 189.644165 10.0 0.0122752309381 663 52 189.872833 10.0 0.0128282658645 663 53 186.297623 10.0 0.0131272555205 663 54 173.414276 10.0 0.0131397303439 663 55 161.093597 10.0 0.0128082115489 663 56 150.132996 10.0 0.0120696130307 663 57 140.838196 10.0 0.0110469531757 663 58 135.554016 10.0 0.0102184363739 663 59 130.879486 10.0 0.00975489179328 663 60 127.694107 10.0 0.00917405039352 663 61 121.141777 10.0 0.00881871645032 663 62 106.345734 10.0 0.00964560481662 663 63 93.935318 10.0 0.00991015961817 663 64 87.421021 10.0 0.00910477417719 663 65 82.078552 10.0 0.0102777902588 663 66 79.593353 10.0 0.0125072202463 663 67 77.833855 10.0 0.0140364707729 663 68 77.848038 10.0 0.0142307817257 663 69 76.028442 10.0 0.0128552955307 ik= 664 664 50 238.626785 10.0 0.0102205024328 664 51 222.369064 10.0 0.0107694804126 664 52 223.347702 10.0 0.011296592114 664 53 219.144485 10.0 0.0116662417917 664 54 202.261276 10.0 0.0118038753003 664 55 186.519943 10.0 0.0116222106513 664 56 173.555725 10.0 0.0110807093802 664 57 163.206589 10.0 0.0102831340915 664 58 159.172379 10.0 0.00947506944129 664 59 154.731171 10.0 0.00885842598902 664 60 149.295853 10.0 0.00843789270524 664 61 141.653503 10.0 0.00981428375746 664 62 128.607407 10.0 0.0112979241359 664 63 115.036926 10.0 0.0122128276839 664 64 100.272881 10.0 0.0123212846493 664 65 88.934639 10.0 0.0117106917478 664 66 85.94944 10.0 0.0114612799024 664 67 83.689964 10.0 0.0122555007796 664 68 83.20417 10.0 0.0127132922557 664 69 81.681664 10.0 0.0130574444524 ik= 665 665 50 274.72348 10.0 0.00888726034204 665 51 258.737274 10.0 0.00932681291138 665 52 256.33728 10.0 0.00978672105745 665 53 250.759689 10.0 0.0101429389249 665 54 237.406418 10.0 0.0103113408175 665 55 225.000336 10.0 0.0102278175169 665 56 214.899109 10.0 0.00987907029548 665 57 204.890717 10.0 0.00934135119104 665 58 195.063568 10.0 0.00873750260572 665 59 185.22406 10.0 0.0082050081118 665 60 175.354263 10.0 0.00787695146265 665 61 161.760895 10.0 0.00952183099184 665 62 139.050507 10.0 0.011539270505 665 63 118.828865 10.0 0.0133446743742 665 64 104.803879 10.0 0.0146440028998 665 65 93.561874 10.0 0.0148126979328 665 66 89.105576 10.0 0.0135107923911 665 67 85.657028 10.0 0.0124153025165 665 68 84.671463 10.0 0.0118592152551 665 69 81.826996 10.0 0.0121341851683 ik= 666 666 50 310.812714 10.0 0.00767603533269 666 51 295.228241 10.0 0.0080205221456 666 52 289.328369 10.0 0.00840266412355 666 53 282.354065 10.0 0.00872713322103 666 54 272.750671 10.0 0.00891651653884 666 55 263.877289 10.0 0.00892206384112 666 56 256.781464 10.0 0.00873753154512 666 57 247.154419 10.0 0.00840653802744 666 58 231.327454 10.0 0.00800401237927 666 59 215.923813 10.0 0.0076524456816 666 60 201.554138 10.0 0.00746912507193 666 61 181.866013 10.0 0.00805569001472 666 62 149.15593 10.0 0.0102302042613 666 63 122.120827 10.0 0.0125432992808 666 64 109.095818 10.0 0.0144950584575 666 65 98.126701 10.0 0.0151785602008 666 66 92.170441 10.0 0.013991482607 666 67 87.512283 10.0 0.0118724470729 666 68 86.026741 10.0 0.0100474543013 666 69 81.812737 10.0 0.0103801249304 ik= 667 667 50 339.254211 10.0 0.00662208224939 667 51 325.192017 10.0 0.00690036419027 667 52 318.464966 10.0 0.00722203056397 667 53 311.286407 10.0 0.00751921434722 667 54 303.002869 10.0 0.00773110819113 667 55 294.24765 10.0 0.00781606011285 667 56 284.3172 10.0 0.00776434074107 667 57 272.422852 10.0 0.00759482509405 667 58 255.698242 10.0 0.00737033492221 667 59 239.761963 10.0 0.00732811026224 667 60 225.751099 10.0 0.00791324238744 667 61 208.630219 10.0 0.0085348106644 667 62 183.894516 10.0 0.00906006727971 667 63 158.147278 10.0 0.010195345716 667 64 130.09494 10.0 0.0119358898734 667 65 107.04425 10.0 0.0126502574865 667 66 96.189102 10.0 0.0118396144658 667 67 86.922241 10.0 0.0108541604034 667 68 81.537308 10.0 0.01086511539 667 69 74.032921 10.0 0.0107607637952 ik= 668 668 50 367.487183 10.0 0.00576006280706 668 51 354.980469 10.0 0.00599923577049 668 52 347.503448 10.0 0.00628108373918 668 53 340.155121 10.0 0.00656060798865 668 54 333.121552 10.0 0.00679073915733 668 55 324.385468 10.0 0.0069370518887 668 56 311.449615 10.0 0.00698985702602 668 57 297.209961 10.0 0.00696369434389 668 58 279.735382 10.0 0.00731267150034 668 59 263.412201 10.0 0.00819638496702 668 60 249.901321 10.0 0.00929520220563 668 61 235.60025 10.0 0.0103607249676 668 62 219.364319 10.0 0.0110546621085 668 63 195.140656 10.0 0.0113593892857 668 64 151.588776 10.0 0.0118352055797 668 65 116.092331 10.0 0.0123083034579 668 66 100.237328 10.0 0.0122953893823 668 67 86.260971 10.0 0.0117722490413 668 68 76.876167 10.0 0.0105200369435 668 69 66.024078 10.0 0.0104092530864 ik= 669 669 50 387.197723 10.0 0.00551848751085 669 51 375.533936 10.0 0.00588678362368 669 52 369.00708 10.0 0.00605733171533 669 53 361.216309 10.0 0.00598954563824 669 54 350.332886 10.0 0.00611902732911 669 55 338.204407 10.0 0.00631950213092 669 56 322.994354 10.0 0.00646523622277 669 57 306.291138 10.0 0.00695479730733 669 58 285.881531 10.0 0.0076737369622 669 59 262.683655 10.0 0.00868250630548 669 60 232.674835 10.0 0.0100993658219 669 61 208.771698 10.0 0.0114351219544 669 62 199.817474 10.0 0.0121847008322 669 63 183.186783 10.0 0.012453397665 669 64 147.939178 10.0 0.0128544754658 669 65 118.290718 10.0 0.0130624670804 669 66 102.294624 10.0 0.0127777366328 669 67 87.762344 10.0 0.012839564243 669 68 76.807724 10.0 0.0123356002047 669 69 65.037704 10.0 0.00993058279568 3 reading 125.279297 24.732580 LO:Sugama - Japan -1 5 43169 625 86 dilat= 10 0.004168 22.133217 22.129049 ik= 615 615 76 15.465876 10.0 0.0678534043776 615 77 11.982136 10.0 0.0849436157301 615 78 11.823206 10.0 0.0954749871604 615 79 11.045753 10.0 0.101894814185 615 80 8.761188 10.0 0.103239026928 615 81 7.779879 10.0 0.0839942359636 615 82 9.980168 10.0 0.0993692103449 615 83 13.083151 10.0 0.109943408997 615 84 18.395077 10.0 0.110749472002 615 85 22.697668 10.0 0.114333932216 615 86 24.52784 10.0 0.120710451285 615 87 26.346493 10.0 0.127313824751 615 88 28.145227 10.0 0.132065789809 615 89 30.545158 10.0 0.132185277057 615 90 34.413631 10.0 0.129338318357 615 91 39.653069 10.0 0.125633928727 615 92 48.249317 10.0 0.118118460417 615 93 57.774303 10.0 0.108315129002 615 94 69.504494 10.0 0.0970895223424 615 95 81.391121 10.0 0.0867064485576 ik= 616 616 79 3.911256 10.0 0.0363725793627 616 80 2.87608 10.0 0.0396902562918 616 81 3.289385 10.0 0.0473104671775 616 82 7.23882 10.0 0.0592662209144 616 83 10.931105 10.0 0.0937801057927 616 84 13.994129 10.0 0.0951093913688 616 85 15.903085 10.0 0.102991910687 616 86 14.979565 10.0 0.114067446738 616 87 14.340375 10.0 0.125293355121 616 88 14.389963 10.0 0.137016811426 616 89 14.31493 10.0 0.146240216008 616 90 13.935481 10.0 0.154179185604 616 91 15.144372 10.0 0.156016816236 616 92 20.242329 10.0 0.146525919693 616 93 30.047966 10.0 0.129139576558 616 94 51.273521 10.0 0.105137437644 616 95 69.675911 10.0 0.089613721291 616 96 81.194351 10.0 0.0802029488382 616 97 91.204727 10.0 0.0747368064036 616 98 97.529129 10.0 0.071567569389 ik= 617 617 81 5.662342 10.0 0.0453667004858 617 82 9.904274 10.0 0.0442625916878 617 83 14.138046 10.0 0.0786978687454 617 84 18.351856 10.0 0.076546514434 617 85 21.407494 10.0 0.0813247010465 617 86 21.622671 10.0 0.0887924697463 617 87 20.856178 10.0 0.0961178943892 617 88 17.69837 10.0 0.107819807281 617 89 14.677591 10.0 0.123569111255 617 90 11.991539 10.0 0.144753644944 617 91 10.970427 10.0 0.162593821581 617 92 14.02594 10.0 0.154619421287 617 93 20.972767 10.0 0.131844151376 617 94 37.366444 10.0 0.10929271546 617 95 51.912174 10.0 0.0922547946048 617 96 61.95192 10.0 0.0828190778617 617 97 71.38253 10.0 0.0771914712101 617 98 79.324333 10.0 0.0734885727237 617 99 89.326126 10.0 0.0706844171702 617 100 104.374847 10.0 0.0689081474334 ik= 618 618 81 8.234344 10.0 0.0403000632129 618 82 12.726153 10.0 0.0591045040691 618 83 17.499765 10.0 0.0729109887752 618 84 22.962963 10.0 0.0721657462744 618 85 27.26799 10.0 0.0737235366554 618 86 28.734848 10.0 0.0776100318643 618 87 27.909075 10.0 0.0821703682061 618 88 21.502855 10.0 0.0911290190299 618 89 15.523991 10.0 0.10151744645 618 90 10.589037 10.0 0.100117492388 618 91 7.391482 10.0 0.0796778888983 618 92 8.447971 10.0 0.0986864745122 618 93 12.445775 10.0 0.13479510349 618 94 23.592014 10.0 0.10707477805 618 95 33.980412 10.0 0.0990322759219 618 96 42.520885 10.0 0.09138363066 618 97 51.467945 10.0 0.0846514193304 618 98 61.408772 10.0 0.0796647489414 618 99 69.715706 10.0 0.0757177930644 618 100 74.019669 10.0 0.0737518437929 ik= 619 619 81 3.182146 10.0 0.0568393409129 619 82 10.110054 10.0 0.0678265408142 619 83 16.13007 10.0 0.0676049391176 619 84 19.928423 10.0 0.0705149902694 619 85 23.342424 10.0 0.0711636066997 619 86 25.818188 10.0 0.0720275271565 619 87 26.527725 10.0 0.0741458010687 619 88 22.94412 10.0 0.0796903194758 619 89 18.737785 10.0 0.0826824072666 619 90 13.010305 10.0 0.0722692670888 619 91 8.106607 10.0 0.0405557771109 619 92 5.219953 10.0 0.0569320246322 619 93 4.462143 10.0 0.120466989465 619 94 8.90114 10.0 0.166734863315 619 95 13.814176 10.0 0.185877288575 619 96 19.883093 10.0 0.153334819182 619 97 26.105324 10.0 0.108459234293 619 98 32.702271 10.0 0.0953005269948 619 99 38.334969 10.0 0.0897135341766 619 100 41.605293 10.0 0.0865430856472 ik= 620 620 85 19.132996 10.0 0.0679242451057 620 86 22.610102 10.0 0.068649371495 620 87 24.90078 10.0 0.0701653715135 620 88 24.31571 10.0 0.0735038151128 620 89 22.019186 10.0 0.0755870028952 620 90 15.542071 10.0 0.0729248977592 620 91 8.946764 10.0 0.0591370829996 620 92 2.062063 10.0 0.0389381944628 620 93 -3.501864 10.0 3.501864 620 94 -5.809572 10.0 5.809572 620 95 -6.407796 10.0 6.407796 620 96 -2.837658 10.0 2.837658 620 97 0.595588 10.0 0.141260065068 620 98 3.694246 10.0 0.142338038064 620 99 6.625375 10.0 0.162586557402 620 100 9.146063 10.0 0.164367224965 620 101 15.138052 10.0 0.142779556313 620 102 29.563519 10.0 0.10866105612 620 103 41.74847 10.0 0.0854032288432 620 104 48.466961 10.0 0.0769473730021 ik= 621 621 85 15.599045 10.0 0.0622287815466 621 86 15.697868 10.0 0.0696681429005 621 87 15.127667 10.0 0.0784782083587 621 88 12.927539 10.0 0.0894308151009 621 89 9.902209 10.0 0.114178476182 621 90 4.861156 10.0 0.107962985568 621 91 -0.324854 10.0 0.324854 621 92 -5.865788 10.0 5.865788 621 93 -10.530796 10.0 10.530796 621 94 -13.030186 10.0 13.030186 621 95 -14.138201 10.0 14.138201 621 96 -11.85352 10.0 11.85352 621 97 -9.713978 10.0 9.713978 621 98 -7.929175 10.0 7.929175 621 99 -6.148458 10.0 6.148458 621 100 -4.377747 10.0 4.377747 621 101 -0.454117 10.0 0.454117 621 102 8.698696 10.0 0.223849000649 621 103 16.514946 10.0 0.170194028016 621 104 21.070213 10.0 0.174633614252 ik= 622 622 85 12.086502 10.0 0.0527496765576 622 86 8.680628 10.0 0.0621272801573 622 87 5.121061 10.0 0.0675159740885 622 88 1.171786 10.0 0.060422735402 622 89 -2.659126 10.0 2.659126 622 90 -6.200913 10.0 6.200913 622 91 -9.887655 10.0 9.887655 622 92 -13.92932 10.0 13.92932 622 93 -17.529087 10.0 17.529087 622 94 -20.028477 10.0 20.028477 622 95 -21.499857 10.0 21.499857 622 96 -20.464569 10.0 20.464569 622 97 -19.574415 10.0 19.574415 622 98 -19.039001 10.0 19.039001 622 99 -18.362816 10.0 18.362816 622 100 -17.341738 10.0 17.341738 622 101 -15.551646 10.0 15.551646 622 102 -11.896147 10.0 11.896147 622 103 -8.560215 10.0 8.560215 622 104 -6.00397 10.0 6.00397 ik= 623 623 85 4.212368 10.0 0.032329051646 623 86 0.706814 10.0 0.03288248842 623 87 -2.513759 10.0 2.513759 623 88 -5.05547 10.0 5.05547 623 89 -7.16978 10.0 7.16978 623 90 -8.240072 10.0 8.240072 623 91 -10.300501 10.0 10.300501 623 92 -14.785295 10.0 14.785295 623 93 -19.832039 10.0 19.832039 623 94 -26.217596 10.0 26.217596 623 95 -31.726757 10.0 31.726757 623 96 -35.098938 10.0 35.098938 623 97 -37.558445 10.0 37.558445 623 98 -37.787224 10.0 37.787224 623 99 -37.659901 10.0 37.659901 623 100 -36.660145 10.0 36.660145 623 101 -35.779476 10.0 35.779476 623 102 -35.194954 10.0 35.194954 623 103 -33.13583 10.0 33.13583 623 104 -27.478928 10.0 27.478928 ik= 624 624 85 -3.785679 10.0 3.785679 624 86 -7.291233 10.0 7.291233 624 87 -10.075584 10.0 10.075584 624 88 -11.118027 10.0 11.118027 624 89 -11.442743 10.0 11.442743 624 90 -10.014255 10.0 10.014255 624 91 -10.44542 10.0 10.44542 624 92 -15.429971 10.0 15.429971 624 93 -21.996519 10.0 21.996519 624 94 -32.380123 10.0 32.380123 624 95 -42.032677 10.0 42.032677 624 96 -49.902664 10.0 49.902664 624 97 -55.771702 10.0 55.771702 624 98 -56.750114 10.0 56.750114 624 99 -57.15514 10.0 57.15514 624 100 -56.155384 10.0 56.155384 624 101 -56.147888 10.0 56.147888 624 102 -58.561905 10.0 58.561905 624 103 -57.685246 10.0 57.685246 624 104 -48.779934 10.0 48.779934 ik= 625 625 85 -6.436261 10.0 6.436261 625 86 -8.238557 10.0 8.238557 625 87 -9.663677 10.0 9.663677 625 88 -10.177678 10.0 10.177678 625 89 -10.247877 10.0 10.247877 625 90 -9.233999 10.0 9.233999 625 91 -9.963673 10.0 9.963673 625 92 -14.962452 10.0 14.962452 625 93 -21.855297 10.0 21.855297 625 94 -33.324245 10.0 33.324245 625 95 -43.359909 10.0 43.359909 625 96 -49.900688 10.0 49.900688 625 97 -54.480061 10.0 54.480061 625 98 -54.265427 10.0 54.265427 625 99 -54.527222 10.0 54.527222 625 100 -55.956245 10.0 55.956245 625 101 -57.275215 10.0 57.275215 625 102 -58.317337 10.0 58.317337 625 103 -57.429237 10.0 57.429237 625 104 -51.831718 10.0 51.831718 ik= 626 626 85 -8.928951 10.0 8.928951 626 86 -8.978898 10.0 8.978898 626 87 -9.018393 10.0 9.018393 626 88 -9.032637 10.0 9.032637 626 89 -8.893407 10.0 8.893407 626 90 -8.379285 10.0 8.379285 626 91 -9.463795 10.0 9.463795 626 92 -14.462574 10.0 14.462574 626 93 -21.646599 10.0 21.646599 626 94 -34.115059 10.0 34.115059 626 95 -44.423504 10.0 44.423504 626 96 -49.465019 10.0 49.465019 626 97 -52.617668 10.0 52.617668 626 98 -51.153645 10.0 51.153645 626 99 -51.252491 10.0 51.252491 626 100 -55.18029 10.0 55.18029 626 101 -57.838383 10.0 57.838383 626 102 -57.381241 10.0 57.381241 626 103 -56.44672 10.0 56.44672 626 104 -54.347496 10.0 54.347496 ik= 627 627 85 -8.16896 10.0 8.16896 627 86 -8.655589 10.0 8.655589 627 87 -9.070665 10.0 9.070665 627 88 -9.313535 10.0 9.313535 627 89 -9.763937 10.0 9.763937 627 90 -10.72128 10.0 10.72128 627 91 -13.273125 10.0 13.273125 627 92 -19.729126 10.0 19.729126 627 93 -27.390789 10.0 27.390789 627 94 -37.944775 10.0 37.944775 627 95 -46.035492 10.0 46.035492 627 96 -48.119831 10.0 48.119831 627 97 -49.657188 10.0 49.657188 627 98 -49.857647 10.0 49.857647 627 99 -51.229546 10.0 51.229546 627 100 -55.471443 10.0 55.471443 627 101 -57.562332 10.0 57.562332 627 102 -54.390881 10.0 54.390881 627 103 -53.042839 10.0 53.042839 627 104 -56.1436 10.0 56.1436 ik= 628 628 85 -7.313548 10.0 7.313548 628 86 -8.301079 10.0 8.301079 628 87 -9.143402 10.0 9.143402 628 88 -9.636264 10.0 9.636264 628 89 -10.699733 10.0 10.699733 628 90 -13.15703 10.0 13.15703 628 91 -17.20883 10.0 17.20883 628 92 -25.164783 10.0 25.164783 628 93 -33.309547 10.0 33.309547 628 94 -41.863594 10.0 41.863594 628 95 -47.663551 10.0 47.663551 628 96 -46.747978 10.0 46.747978 628 97 -46.664532 10.0 46.664532 628 98 -48.614937 10.0 48.614937 628 99 -51.30201 10.0 51.30201 628 100 -55.793896 10.0 55.793896 628 101 -57.261654 10.0 57.261654 628 102 -51.34029 10.0 51.34029 628 103 -49.567966 10.0 49.567966 628 104 -57.918568 10.0 57.918568 ik= 629 629 85 -4.438307 10.0 4.438307 629 86 -3.98005 10.0 3.98005 629 87 -4.649113 10.0 4.649113 629 88 -8.063341 10.0 8.063341 629 89 -11.987821 10.0 11.987821 629 90 -17.158699 10.0 17.158699 629 91 -23.290249 10.0 23.290249 629 92 -31.774021 10.0 31.774021 629 93 -39.782196 10.0 39.782196 629 94 -46.580082 10.0 46.580082 629 95 -51.322041 10.0 51.322041 629 96 -51.050873 10.0 51.050873 629 97 -50.945389 10.0 50.945389 629 98 -51.244862 10.0 51.244862 629 99 -51.635246 10.0 51.635246 629 100 -52.248344 10.0 52.248344 629 101 -52.422409 10.0 52.422409 629 102 -51.523987 10.0 51.523987 629 103 -53.569016 10.0 53.569016 629 104 -62.795525 10.0 62.795525 ik= 630 630 85 -1.503365 10.0 1.503365 630 86 0.457593 10.0 0.00204586743228 630 87 -0.020782 10.0 0.020782 630 88 -6.434919 10.0 6.434919 630 89 -13.286692 10.0 13.286692 630 90 -21.207485 10.0 21.207485 630 91 -29.436518 10.0 29.436518 630 92 -38.420273 10.0 38.420273 630 93 -46.273891 10.0 46.273891 630 94 -51.321831 10.0 51.321831 630 95 -55.040909 10.0 55.040909 630 96 -55.519718 10.0 55.519718 630 97 -55.438366 10.0 55.438366 630 98 -53.987892 10.0 53.987892 630 99 -51.97617 10.0 51.97617 630 100 -48.58939 10.0 48.58939 630 101 -47.449783 10.0 47.449783 630 102 -51.801201 10.0 51.801201 630 103 -57.787899 10.0 57.787899 630 104 -67.764389 10.0 67.764389 ik= 631 631 85 0.030061 10.0 0.00212578349136 631 86 0.330137 10.0 0.000896023112068 631 87 -1.772206 10.0 1.772206 631 88 -9.727748 10.0 9.727748 631 89 -17.83672 10.0 17.83672 631 90 -26.320477 10.0 26.320477 631 91 -34.389912 10.0 34.389912 631 92 -41.444878 10.0 41.444878 631 93 -47.842995 10.0 47.842995 631 94 -52.598923 10.0 52.598923 631 95 -56.540825 10.0 56.540825 631 96 -58.497829 10.0 58.497829 631 97 -59.310188 10.0 59.310188 631 98 -57.324844 10.0 57.324844 631 99 -54.971107 10.0 54.971107 631 100 -51.714817 10.0 51.714817 631 101 -51.064484 10.0 51.064484 631 102 -56.777657 10.0 56.777657 631 103 -61.477127 10.0 61.477127 631 104 -63.703327 10.0 63.703327 ik= 632 632 85 1.523679 10.0 0.00227011661733 632 86 0.070604 10.0 0.00216215831646 632 87 -3.708948 10.0 3.708948 632 88 -13.164444 10.0 13.164444 632 89 -22.48291 10.0 22.48291 632 90 -31.466654 10.0 31.466654 632 91 -39.311146 10.0 39.311146 632 92 -44.366169 10.0 44.366169 632 93 -49.270489 10.0 49.270489 632 94 -53.776421 10.0 53.776421 632 95 -57.977276 10.0 57.977276 632 96 -61.434235 10.0 61.434235 632 97 -63.165878 10.0 63.165878 632 98 -60.680546 10.0 60.680546 632 99 -58.044209 10.0 58.044209 632 100 -55.037914 10.0 55.037914 632 101 -54.929218 10.0 54.929218 632 102 -61.892361 10.0 61.892361 632 103 -65.152771 10.0 65.152771 632 104 -59.379223 10.0 59.379223 ik= 633 633 85 1.00303 10.0 0.00181988026603 633 86 -2.445687 10.0 2.445687 633 87 -8.003212 10.0 8.003212 633 88 -18.71513 10.0 18.71513 633 89 -28.576452 10.0 28.576452 633 90 -36.360016 10.0 36.360016 633 91 -42.631844 10.0 42.631844 633 92 -45.202148 10.0 45.202148 633 93 -48.692745 10.0 48.692745 633 94 -54.40588 10.0 54.40588 633 95 -60.040138 10.0 60.040138 633 96 -65.482063 10.0 65.482063 633 97 -67.631119 10.0 67.631119 633 98 -61.731865 10.0 61.731865 633 99 -56.884373 10.0 56.884373 633 100 -54.613647 10.0 54.613647 633 101 -54.047867 10.0 54.047867 633 102 -57.646294 10.0 57.646294 633 103 -59.231354 10.0 59.231354 633 104 -55.904137 10.0 55.904137 ik= 634 634 85 0.42382 10.0 0.00297883821258 634 86 -5.028499 10.0 5.028499 634 87 -12.367751 10.0 12.367751 634 88 -24.32963 10.0 24.32963 634 89 -34.714767 10.0 34.714767 634 90 -41.248371 10.0 41.248371 634 91 -45.907768 10.0 45.907768 634 92 -45.978153 10.0 45.978153 634 93 -48.056675 10.0 48.056675 634 94 -55.019772 10.0 55.019772 634 95 -62.122112 10.0 62.122112 634 96 -69.563972 10.0 69.563972 634 97 -72.116119 10.0 72.116119 634 98 -62.716965 10.0 62.716965 634 99 -55.601437 10.0 55.601437 634 100 -54.080692 10.0 54.080692 634 101 -53.028694 10.0 53.028694 634 102 -53.127232 10.0 53.127232 634 103 -53.029289 10.0 53.029289 634 104 -52.451992 10.0 52.451992 4 reading 125.286102 24.794680 LO:Hirara - Japan 33821 4 43173 640 88 dilat= 10 0.004168 22.133217 22.129049 ik= 630 630 78 7.600646 10.0 0.00416314448617 630 79 7.298405 10.0 0.00460879310532 630 80 1.356055 10.0 0.00664319350466 630 81 -3.178596 10.0 3.178596 630 82 -4.276674 10.0 4.276674 630 83 -4.623188 10.0 4.623188 630 84 -3.130578 10.0 3.130578 630 85 -1.503365 10.0 1.503365 630 86 0.457593 10.0 0.00204586743228 630 87 -0.020782 10.0 0.020782 630 88 -6.434919 10.0 6.434919 630 89 -13.286692 10.0 13.286692 630 90 -21.207485 10.0 21.207485 630 91 -29.436518 10.0 29.436518 630 92 -38.420273 10.0 38.420273 630 93 -46.273891 10.0 46.273891 630 94 -51.321831 10.0 51.321831 630 95 -55.040909 10.0 55.040909 630 96 -55.519718 10.0 55.519718 630 97 -55.438366 10.0 55.438366 ik= 631 631 78 6.813679 10.0 0.00409232744492 631 79 6.361987 10.0 0.00465513640911 631 80 2.306291 10.0 0.00656137726548 631 81 -1.073092 10.0 1.073092 631 82 -2.801412 10.0 2.801412 631 83 -3.452391 10.0 3.452391 631 84 -1.467047 10.0 1.467047 631 85 0.030061 10.0 0.00212578349136 631 86 0.330137 10.0 0.000896023112068 631 87 -1.772206 10.0 1.772206 631 88 -9.727748 10.0 9.727748 631 89 -17.83672 10.0 17.83672 631 90 -26.320477 10.0 26.320477 631 91 -34.389912 10.0 34.389912 631 92 -41.444878 10.0 41.444878 631 93 -47.842995 10.0 47.842995 631 94 -52.598923 10.0 52.598923 631 95 -56.540825 10.0 56.540825 631 96 -58.497829 10.0 58.497829 631 97 -59.310188 10.0 59.310188 ik= 632 632 78 6.022258 10.0 0.00407607212125 632 79 5.443807 10.0 0.00424807048512 632 80 3.388049 10.0 0.00472094235783 632 81 1.209506 10.0 0.00587442926293 632 82 -1.268792 10.0 1.268792 632 83 -2.30713 10.0 2.30713 632 84 0.178198 10.0 0.00195661851535 632 85 1.523679 10.0 0.00227011661733 632 86 0.070604 10.0 0.00216215831646 632 87 -3.708948 10.0 3.708948 632 88 -13.164444 10.0 13.164444 632 89 -22.48291 10.0 22.48291 632 90 -31.466654 10.0 31.466654 632 91 -39.311146 10.0 39.311146 632 92 -44.366169 10.0 44.366169 632 93 -49.270489 10.0 49.270489 632 94 -53.776421 10.0 53.776421 632 95 -57.977276 10.0 57.977276 632 96 -61.434235 10.0 61.434235 632 97 -63.165878 10.0 63.165878 ik= 633 633 78 5.028374 10.0 0.00416344582012 633 79 4.587733 10.0 0.00429350789423 633 80 3.073916 10.0 0.00467186755532 633 81 1.626546 10.0 0.00428886980774 633 82 0.341393 10.0 0.0051832474816 633 83 -0.198108 10.0 0.198108 633 84 1.087045 10.0 0.0014460378881 633 85 1.00303 10.0 0.00181988026603 633 86 -2.445687 10.0 2.445687 633 87 -8.003212 10.0 8.003212 633 88 -18.71513 10.0 18.71513 633 89 -28.576452 10.0 28.576452 633 90 -36.360016 10.0 36.360016 633 91 -42.631844 10.0 42.631844 633 92 -45.202148 10.0 45.202148 633 93 -48.692745 10.0 48.692745 633 94 -54.40588 10.0 54.40588 633 95 -60.040138 10.0 60.040138 633 96 -65.482063 10.0 65.482063 633 97 -67.631119 10.0 67.631119 ik= 634 634 78 4.02816 10.0 0.00438472090387 634 79 3.733055 10.0 0.00439151721608 634 80 2.719222 10.0 0.00443980469486 634 81 1.989774 10.0 0.00409394755888 634 82 1.954582 10.0 0.0036454595765 634 83 1.939809 10.0 0.00343671801431 634 84 1.975 10.0 0.00207720617389 634 85 0.42382 10.0 0.00297883821258 634 86 -5.028499 10.0 5.028499 634 87 -12.367751 10.0 12.367751 634 88 -24.32963 10.0 24.32963 634 89 -34.714767 10.0 34.714767 634 90 -41.248371 10.0 41.248371 634 91 -45.907768 10.0 45.907768 634 92 -45.978153 10.0 45.978153 634 93 -48.056675 10.0 48.056675 634 94 -55.019772 10.0 55.019772 634 95 -62.122112 10.0 62.122112 634 96 -69.563972 10.0 69.563972 634 97 -72.116119 10.0 72.116119 ik= 635 635 78 4.172154 10.0 0.0048001334424 635 79 3.708992 10.0 0.00463148661761 635 80 2.709236 10.0 0.00457478223295 635 81 1.788299 10.0 0.00446955630899 635 82 1.05978 10.0 0.00433208632589 635 83 0.260813 10.0 0.00464089110624 635 84 -0.710546 10.0 0.710546 635 85 -3.415051 10.0 3.415051 635 86 -10.383485 10.0 10.383485 635 87 -18.311413 10.0 18.311413 635 88 -28.608604 10.0 28.608604 635 89 -37.238075 10.0 37.238075 635 90 -41.79377 10.0 41.79377 635 91 -45.591751 10.0 45.591751 635 92 -47.53447 10.0 47.53447 635 93 -50.812065 10.0 50.812065 635 94 -57.324677 10.0 57.324677 635 95 -62.146385 10.0 62.146385 635 96 -62.845047 10.0 62.845047 635 97 -61.78186 10.0 61.78186 ik= 636 636 78 4.349379 10.0 0.00512877908757 636 79 3.708992 10.0 0.00484508416218 636 80 2.709236 10.0 0.00516247203636 636 81 1.570363 10.0 0.00532730119328 636 82 0.091867 10.0 0.00582365942318 636 83 -1.529601 10.0 1.529601 636 84 -3.500929 10.0 3.500929 636 85 -7.350206 10.0 7.350206 636 86 -15.821342 10.0 15.821342 636 87 -24.303642 10.0 24.303642 636 88 -32.850887 10.0 32.850887 636 89 -39.657795 10.0 39.657795 636 90 -42.213551 10.0 42.213551 636 91 -45.171482 10.0 45.171482 636 92 -49.11414 10.0 49.11414 636 93 -53.667046 10.0 53.667046 636 94 -59.679672 10.0 59.679672 636 95 -62.111031 10.0 62.111031 636 96 -55.809906 10.0 55.809906 636 97 -51.013237 10.0 51.013237 ik= 637 637 78 5.15379 10.0 0.00524207910009 637 79 4.327141 10.0 0.00528978719798 637 80 2.113225 10.0 0.00736054950513 637 81 -0.669339 10.0 0.669339 637 82 -4.840125 10.0 4.840125 637 83 -8.02879 10.0 8.02879 637 84 -8.81414 10.0 8.81414 637 85 -11.973815 10.0 11.973815 637 86 -20.973858 10.0 20.973858 637 87 -29.038948 10.0 29.038948 637 88 -34.865723 10.0 34.865723 637 89 -39.725994 10.0 39.725994 637 90 -42.225384 10.0 42.225384 637 91 -44.948387 10.0 44.948387 637 92 -48.218918 10.0 48.218918 637 93 -50.946053 10.0 50.946053 637 94 -52.33078 10.0 52.33078 637 95 -52.69405 10.0 52.69405 637 96 -50.566612 10.0 50.566612 637 97 -47.850021 10.0 47.850021 ik= 638 638 78 5.976779 10.0 0.00523065264961 638 79 4.963516 10.0 0.00543583849719 638 80 1.499639 10.0 0.00788092675638 638 81 -2.96876 10.0 2.96876 638 82 -9.889462 10.0 9.889462 638 83 -14.667668 10.0 14.667668 638 84 -14.203057 10.0 14.203057 638 85 -16.619579 10.0 16.619579 638 86 -26.120522 10.0 26.120522 638 87 -33.740017 10.0 33.740017 638 88 -36.816875 10.0 36.816875 638 89 -39.725994 10.0 39.725994 638 90 -42.225384 10.0 42.225384 638 91 -44.730911 10.0 44.730911 638 92 -47.251461 10.0 47.251461 638 93 -48.061993 10.0 48.061993 638 94 -44.696865 10.0 44.696865 638 95 -43.000416 10.0 43.000416 638 96 -45.372841 10.0 45.372841 638 97 -44.905998 10.0 44.905998 ik= 639 639 78 6.313624 10.0 0.00494228594761 639 79 5.396558 10.0 0.00533459834608 639 80 1.654588 10.0 0.00769150755983 639 81 -2.82195 10.0 2.82195 639 82 -9.091768 10.0 9.091768 639 83 -14.102121 10.0 14.102121 639 84 -16.030487 10.0 16.030487 639 85 -19.447779 10.0 19.447779 639 86 -26.530163 10.0 26.530163 639 87 -31.920795 10.0 31.920795 639 88 -33.220291 10.0 33.220291 639 89 -35.009384 10.0 35.009384 639 90 -37.994423 10.0 37.994423 639 91 -40.486565 10.0 40.486565 639 92 -41.771832 10.0 41.771832 639 93 -41.524162 10.0 41.524162 639 94 -37.539368 10.0 37.539368 639 95 -35.369778 10.0 35.369778 639 96 -37.626343 10.0 37.626343 639 97 -37.755688 10.0 37.755688 ik= 640 640 78 6.636506 10.0 0.0044072887207 640 79 5.823897 10.0 0.00490423801511 640 80 1.831935 10.0 0.00670993518184 640 81 -2.604014 10.0 2.604014 640 82 -8.123855 10.0 8.123855 640 83 -13.327034 10.0 13.327034 640 84 -17.755323 10.0 17.755323 640 85 -22.224512 10.0 22.224512 640 86 -26.802397 10.0 26.802397 640 87 -29.911316 10.0 29.911316 640 88 -29.460865 10.0 29.460865 640 89 -30.153549 10.0 30.153549 640 90 -33.638573 10.0 33.638573 640 91 -36.123245 10.0 36.123245 640 92 -36.15855 10.0 36.15855 640 93 -34.877113 10.0 34.877113 640 94 -30.392336 10.0 30.392336 640 95 -27.795467 10.0 27.795467 640 96 -29.802042 10.0 29.802042 640 97 -30.479822 10.0 30.479822 ik= 641 641 78 8.102882 10.0 0.00389721653223 641 79 7.646619 10.0 0.00407628360195 641 80 4.861679 10.0 0.00437311857709 641 81 1.499839 10.0 0.00589107096947 641 82 -3.270368 10.0 3.270368 641 83 -7.60966 10.0 7.60966 641 84 -10.894477 10.0 10.894477 641 85 -14.812202 10.0 14.812202 641 86 -20.292391 10.0 20.292391 641 87 -24.378777 10.0 24.378777 641 88 -25.092983 10.0 25.092983 641 89 -27.321434 10.0 27.321434 641 90 -33.248749 10.0 33.248749 641 91 -36.893959 10.0 36.893959 641 92 -34.951424 10.0 34.951424 641 93 -32.614296 10.0 32.614296 641 94 -29.329479 10.0 29.329479 641 95 -27.581528 10.0 27.581528 641 96 -29.581039 10.0 29.581039 641 97 -29.710304 10.0 29.710304 ik= 642 642 78 9.603203 10.0 0.00336381433731 642 79 9.510777 10.0 0.00341345786481 642 80 7.975799 10.0 0.0040472119523 642 81 5.71863 10.0 0.00476484310021 642 82 1.6984 10.0 0.00597660844724 642 83 -1.745868 10.0 1.745868 642 84 -3.780724 10.0 3.780724 642 85 -7.100099 10.0 7.100099 642 86 -13.582087 10.0 13.582087 642 87 -18.741182 10.0 18.741182 642 88 -20.705349 10.0 20.705349 642 89 -24.546835 10.0 24.546835 642 90 -32.974072 10.0 32.974072 642 91 -37.814339 10.0 37.814339 642 92 -33.871864 10.0 33.871864 642 93 -30.477905 10.0 30.477905 642 94 -28.443048 10.0 28.443048 642 95 -27.581528 10.0 27.581528 642 96 -29.581039 10.0 29.581039 642 97 -29.129629 10.0 29.129629 ik= 643 643 78 8.876583 10.0 0.0032316716171 643 79 8.459141 10.0 0.00329631547452 643 80 8.174124 10.0 0.00396422804677 643 81 7.303991 10.0 0.00436086348997 643 82 5.005433 10.0 0.00474238229425 643 83 2.652683 10.0 0.00748154074605 643 84 0.167325 10.0 0.0106217324639 643 85 -3.058146 10.0 3.058146 643 86 -8.108251 10.0 8.108251 643 87 -13.112381 10.0 13.112381 643 88 -18.026976 10.0 18.026976 643 89 -24.194099 10.0 24.194099 643 90 -33.420795 10.0 33.420795 643 91 -38.953178 10.0 38.953178 643 92 -35.440002 10.0 35.440002 643 93 -32.219818 10.0 32.219818 643 94 -29.734461 10.0 29.734461 643 95 -28.270857 10.0 28.270857 643 96 -29.298676 10.0 29.298676 643 97 -28.282341 10.0 28.282341 ik= 644 644 78 8.085525 10.0 0.00335117373534 644 79 7.323178 10.0 0.00327934783281 644 80 8.287552 10.0 0.00365469501366 644 81 8.812033 10.0 0.003856283093 644 82 8.26262 10.0 0.00419217506778 644 83 7.006604 10.0 0.00532353830147 644 84 4.02149 10.0 0.00771798360136 644 85 0.875208 10.0 0.0136355967387 644 86 -2.672883 10.0 2.672883 644 87 -7.486413 10.0 7.486413 644 88 -15.399543 10.0 15.399543 644 89 -23.911966 10.0 23.911966 644 90 -33.888294 10.0 33.888294 644 91 -40.097858 10.0 40.097858 644 92 -37.084435 10.0 37.084435 644 93 -34.073742 10.0 34.073742 644 94 -31.088627 10.0 31.088627 644 95 -28.979919 10.0 28.979919 644 96 -29.008224 10.0 29.008224 644 97 -27.427687 10.0 27.427687 ik= 645 645 78 9.520973 10.0 0.00352262570213 645 79 8.678152 10.0 0.00368783987077 645 80 9.434992 10.0 0.00402655873424 645 81 9.89723 10.0 0.0041882724624 645 82 9.640268 10.0 0.0043833221377 645 83 8.658228 10.0 0.00482272931235 645 84 5.901875 10.0 0.00612604782993 645 85 2.719345 10.0 0.00818994325179 645 86 -1.516291 10.0 1.516291 645 87 -7.406562 10.0 7.406562 645 88 -17.347935 10.0 17.347935 645 89 -25.471085 10.0 25.471085 645 90 -29.15283 10.0 29.15283 645 91 -31.390301 10.0 31.390301 645 92 -30.091442 10.0 30.091442 645 93 -29.427111 10.0 29.427111 645 94 -30.314497 10.0 30.314497 645 95 -32.074177 10.0 32.074177 645 96 -35.960831 10.0 35.960831 645 97 -37.757263 10.0 37.757263 ik= 646 646 78 11.020607 10.0 0.00385034894393 646 79 10.105051 10.0 0.00385817669118 646 80 10.612014 10.0 0.0040918590262 646 81 10.969598 10.0 0.00418216916674 646 82 10.962514 10.0 0.00430184437417 646 83 10.230351 10.0 0.00461084425946 646 84 7.723878 10.0 0.00584521816381 646 85 4.501753 10.0 0.00779472711965 646 86 -0.484891 10.0 0.484891 646 87 -7.488313 10.0 7.488313 646 88 -19.428711 10.0 19.428711 646 89 -27.083107 10.0 27.083107 646 90 -24.268024 10.0 24.268024 646 91 -22.399836 10.0 22.399836 646 92 -22.850124 10.0 22.850124 646 93 -24.5933 10.0 24.5933 646 94 -29.478733 10.0 29.478733 646 95 -35.236458 10.0 35.236458 646 96 -43.121162 10.0 43.121162 646 97 -48.40778 10.0 48.40778 ik= 647 647 73 -9.18717 10.0 9.18717 647 74 1.165788 10.0 0.0107497123757 647 75 8.671385 10.0 0.00616094894099 647 76 9.213446 10.0 0.0054769626448 647 77 9.445473 10.0 0.00503328335046 647 78 8.916505 10.0 0.00471540221311 647 79 8.758404 10.0 0.00419005265186 647 80 9.50119 10.0 0.00403444934152 647 81 10.02813 10.0 0.00410256031007 647 82 10.02813 10.0 0.00402381197252 647 83 9.37352 10.0 0.00413338714229 647 84 7.117038 10.0 0.00511540821259 647 85 3.714601 10.0 0.00696276430459 647 86 -2.510099 10.0 2.510099 647 87 -9.346105 10.0 9.346105 647 88 -17.699551 10.0 17.699551 647 89 -23.108177 10.0 23.108177 647 90 -21.32345 10.0 21.32345 647 91 -20.623844 10.0 20.623844 647 92 -22.581173 10.0 22.581173 ik= 648 648 73 -3.27852 10.0 3.27852 648 74 3.326269 10.0 0.00842563454992 648 75 7.736382 10.0 0.00617701043344 648 76 6.779177 10.0 0.00580856485215 648 77 6.235922 10.0 0.00579795138886 648 78 6.708296 10.0 0.0052820590459 648 79 7.331504 10.0 0.00458717211309 648 80 8.324169 10.0 0.00466951789946 648 81 9.028374 10.0 0.00465759431167 648 82 9.028374 10.0 0.00407084404393 648 83 8.446254 10.0 0.00361599329694 648 84 6.439651 10.0 0.00412344732086 648 85 2.852882 10.0 0.008001027359 648 86 -4.623496 10.0 4.623496 648 87 -11.254817 10.0 11.254817 648 88 -15.860093 10.0 15.860093 648 89 -18.972183 10.0 18.972183 648 90 -18.436848 10.0 18.436848 648 91 -19.059092 10.0 19.059092 648 92 -22.515686 10.0 22.515686 ik= 649 649 73 1.598762 10.0 0.0113345380596 649 74 5.911069 10.0 0.0066341973953 649 75 8.752182 10.0 0.00580720302168 649 76 7.995327 10.0 0.0055257599885 649 77 7.532215 10.0 0.00567813943973 649 78 7.789663 10.0 0.00520148196277 649 79 8.192144 10.0 0.00445857842503 649 80 8.948999 10.0 0.00457151045591 649 81 9.48592 10.0 0.0047664487567 649 82 9.48592 10.0 0.00436226896908 649 83 9.117255 10.0 0.00337169852402 649 84 7.846445 10.0 0.00436867424737 649 85 4.490716 10.0 0.00776927663679 649 86 -3.994567 10.0 3.994567 649 87 -10.602251 10.0 10.602251 649 88 -12.672146 10.0 12.672146 649 89 -14.207266 10.0 14.207266 649 90 -14.43609 10.0 14.43609 649 91 -16.035862 10.0 16.035862 649 92 -20.992411 10.0 20.992411 5 reading 125.338303 24.719681 LO:Arasato - Japan -1 5 43189 622 101 dilat= 10 0.004168 22.133217 22.129049 ik= 612 612 91 106.795395 10.0 0.0862660901091 612 92 109.280655 10.0 0.0830728214676 612 93 114.816246 10.0 0.0799408023893 612 94 127.756523 10.0 0.0775759313673 612 95 141.251587 10.0 0.0757515699265 612 96 156.099472 10.0 0.073271644403 612 97 177.143738 10.0 0.0696759070233 612 98 213.33287 10.0 0.0656929792145 612 99 249.458496 10.0 0.0622351864663 612 100 285.428497 10.0 0.0591749093373 612 101 323.065613 10.0 0.0564490553716 612 102 364.534271 10.0 0.0541013369701 612 103 406.713104 10.0 0.0521558788732 612 104 450.624573 10.0 0.0506143509967 612 105 486.571228 10.0 0.049503113932 612 106 503.03891 10.0 0.0488126830601 612 107 515.051636 10.0 0.0484555316105 612 108 516.145264 10.0 0.0483714231756 612 109 518.529968 10.0 0.0484504167847 612 110 524.063965 10.0 0.0486183361905 ik= 613 613 81 23.769979 10.0 0.10350652513 613 82 28.895037 10.0 0.101066943908 613 83 34.335823 10.0 0.101353658121 613 84 40.549217 10.0 0.101215502281 613 85 46.786999 10.0 0.100669377362 613 86 53.096115 10.0 0.100641708734 613 87 58.130898 10.0 0.101610788106 613 88 60.088318 10.0 0.102914391322 613 89 64.621353 10.0 0.101472827377 613 90 75.445892 10.0 0.0975923695309 613 91 85.194733 10.0 0.0939590570833 613 92 92.309677 10.0 0.0899096719977 613 93 99.665016 10.0 0.0855258352895 613 94 107.560448 10.0 0.0821558362944 613 95 117.238464 10.0 0.0796117757266 613 96 131.263107 10.0 0.0764728390527 613 97 150.678223 10.0 0.0722889621267 613 98 183.268494 10.0 0.0678144689276 613 99 217.126221 10.0 0.0640046719699 613 100 254.089142 10.0 0.0606257251607 ik= 614 614 71 16.820448 10.0 0.0775345219976 614 72 15.377426 10.0 0.0767968449762 614 73 16.498749 10.0 0.0726022861262 614 74 23.876619 10.0 0.0648505215028 614 75 26.839258 10.0 0.0627880353893 614 76 19.003971 10.0 0.0708289575657 614 77 14.279139 10.0 0.0854557429526 614 78 17.184647 10.0 0.0946324889343 614 79 18.22831 10.0 0.103661992173 614 80 14.750393 10.0 0.116896640507 614 81 12.465401 10.0 0.124072502022 614 82 13.092655 10.0 0.115158757498 614 83 15.702912 10.0 0.114132419686 614 84 23.165699 10.0 0.110315954389 614 85 29.784451 10.0 0.108468856931 614 86 34.341217 10.0 0.10971552648 614 87 38.572002 10.0 0.113030408892 614 88 42.028687 10.0 0.116414423161 614 89 46.827106 10.0 0.115362902644 614 90 54.902996 10.0 0.110417884692 ik= 615 615 71 10.944112 10.0 0.0859049357999 615 72 10.173225 10.0 0.0820554137676 615 73 11.382546 10.0 0.0773769317263 615 74 17.42322 10.0 0.0595291602358 615 75 20.306017 10.0 0.0588224174576 615 76 15.465876 10.0 0.0678534043776 615 77 11.982136 10.0 0.0849436157301 615 78 11.823206 10.0 0.0954749871604 615 79 11.045753 10.0 0.101894814185 615 80 8.761188 10.0 0.103239026928 615 81 7.779879 10.0 0.0839942359636 615 82 9.980168 10.0 0.0993692103449 615 83 13.083151 10.0 0.109943408997 615 84 18.395077 10.0 0.110749472002 615 85 22.697668 10.0 0.114333932216 615 86 24.52784 10.0 0.120710451285 615 87 26.346493 10.0 0.127313824751 615 88 28.145227 10.0 0.132065789809 615 89 30.545158 10.0 0.132185277057 615 90 34.413631 10.0 0.129338318357 ik= 616 616 79 3.911256 10.0 0.0363725793627 616 80 2.87608 10.0 0.0396902562918 616 81 3.289385 10.0 0.0473104671775 616 82 7.23882 10.0 0.0592662209144 616 83 10.931105 10.0 0.0937801057927 616 84 13.994129 10.0 0.0951093913688 616 85 15.903085 10.0 0.102991910687 616 86 14.979565 10.0 0.114067446738 616 87 14.340375 10.0 0.125293355121 616 88 14.389963 10.0 0.137016811426 616 89 14.31493 10.0 0.146240216008 616 90 13.935481 10.0 0.154179185604 616 91 15.144372 10.0 0.156016816236 616 92 20.242329 10.0 0.146525919693 616 93 30.047966 10.0 0.129139576558 616 94 51.273521 10.0 0.105137437644 616 95 69.675911 10.0 0.089613721291 616 96 81.194351 10.0 0.0802029488382 616 97 91.204727 10.0 0.0747368064036 616 98 97.529129 10.0 0.071567569389 ik= 617 617 81 5.662342 10.0 0.0453667004858 617 82 9.904274 10.0 0.0442625916878 617 83 14.138046 10.0 0.0786978687454 617 84 18.351856 10.0 0.076546514434 617 85 21.407494 10.0 0.0813247010465 617 86 21.622671 10.0 0.0887924697463 617 87 20.856178 10.0 0.0961178943892 617 88 17.69837 10.0 0.107819807281 617 89 14.677591 10.0 0.123569111255 617 90 11.991539 10.0 0.144753644944 617 91 10.970427 10.0 0.162593821581 617 92 14.02594 10.0 0.154619421287 617 93 20.972767 10.0 0.131844151376 617 94 37.366444 10.0 0.10929271546 617 95 51.912174 10.0 0.0922547946048 617 96 61.95192 10.0 0.0828190778617 617 97 71.38253 10.0 0.0771914712101 617 98 79.324333 10.0 0.0734885727237 617 99 89.326126 10.0 0.0706844171702 617 100 104.374847 10.0 0.0689081474334 ik= 618 618 81 8.234344 10.0 0.0403000632129 618 82 12.726153 10.0 0.0591045040691 618 83 17.499765 10.0 0.0729109887752 618 84 22.962963 10.0 0.0721657462744 618 85 27.26799 10.0 0.0737235366554 618 86 28.734848 10.0 0.0776100318643 618 87 27.909075 10.0 0.0821703682061 618 88 21.502855 10.0 0.0911290190299 618 89 15.523991 10.0 0.10151744645 618 90 10.589037 10.0 0.100117492388 618 91 7.391482 10.0 0.0796778888983 618 92 8.447971 10.0 0.0986864745122 618 93 12.445775 10.0 0.13479510349 618 94 23.592014 10.0 0.10707477805 618 95 33.980412 10.0 0.0990322759219 618 96 42.520885 10.0 0.09138363066 618 97 51.467945 10.0 0.0846514193304 618 98 61.408772 10.0 0.0796647489414 618 99 69.715706 10.0 0.0757177930644 618 100 74.019669 10.0 0.0737518437929 ik= 619 619 81 3.182146 10.0 0.0568393409129 619 82 10.110054 10.0 0.0678265408142 619 83 16.13007 10.0 0.0676049391176 619 84 19.928423 10.0 0.0705149902694 619 85 23.342424 10.0 0.0711636066997 619 86 25.818188 10.0 0.0720275271565 619 87 26.527725 10.0 0.0741458010687 619 88 22.94412 10.0 0.0796903194758 619 89 18.737785 10.0 0.0826824072666 619 90 13.010305 10.0 0.0722692670888 619 91 8.106607 10.0 0.0405557771109 619 92 5.219953 10.0 0.0569320246322 619 93 4.462143 10.0 0.120466989465 619 94 8.90114 10.0 0.166734863315 619 95 13.814176 10.0 0.185877288575 619 96 19.883093 10.0 0.153334819182 619 97 26.105324 10.0 0.108459234293 619 98 32.702271 10.0 0.0953005269948 619 99 38.334969 10.0 0.0897135341766 619 100 41.605293 10.0 0.0865430856472 ik= 620 620 85 19.132996 10.0 0.0679242451057 620 86 22.610102 10.0 0.068649371495 620 87 24.90078 10.0 0.0701653715135 620 88 24.31571 10.0 0.0735038151128 620 89 22.019186 10.0 0.0755870028952 620 90 15.542071 10.0 0.0729248977592 620 91 8.946764 10.0 0.0591370829996 620 92 2.062063 10.0 0.0389381944628 620 93 -3.501864 10.0 3.501864 620 94 -5.809572 10.0 5.809572 620 95 -6.407796 10.0 6.407796 620 96 -2.837658 10.0 2.837658 620 97 0.595588 10.0 0.141260065068 620 98 3.694246 10.0 0.142338038064 620 99 6.625375 10.0 0.162586557402 620 100 9.146063 10.0 0.164367224965 620 101 15.138052 10.0 0.142779556313 620 102 29.563519 10.0 0.10866105612 620 103 41.74847 10.0 0.0854032288432 620 104 48.466961 10.0 0.0769473730021 ik= 621 621 85 15.599045 10.0 0.0622287815466 621 86 15.697868 10.0 0.0696681429005 621 87 15.127667 10.0 0.0784782083587 621 88 12.927539 10.0 0.0894308151009 621 89 9.902209 10.0 0.114178476182 621 90 4.861156 10.0 0.107962985568 621 91 -0.324854 10.0 0.324854 621 92 -5.865788 10.0 5.865788 621 93 -10.530796 10.0 10.530796 621 94 -13.030186 10.0 13.030186 621 95 -14.138201 10.0 14.138201 621 96 -11.85352 10.0 11.85352 621 97 -9.713978 10.0 9.713978 621 98 -7.929175 10.0 7.929175 621 99 -6.148458 10.0 6.148458 621 100 -4.377747 10.0 4.377747 621 101 -0.454117 10.0 0.454117 621 102 8.698696 10.0 0.223849000649 621 103 16.514946 10.0 0.170194028016 621 104 21.070213 10.0 0.174633614252 ik= 622 622 85 12.086502 10.0 0.0527496765576 622 86 8.680628 10.0 0.0621272801573 622 87 5.121061 10.0 0.0675159740885 622 88 1.171786 10.0 0.060422735402 622 89 -2.659126 10.0 2.659126 622 90 -6.200913 10.0 6.200913 622 91 -9.887655 10.0 9.887655 622 92 -13.92932 10.0 13.92932 622 93 -17.529087 10.0 17.529087 622 94 -20.028477 10.0 20.028477 622 95 -21.499857 10.0 21.499857 622 96 -20.464569 10.0 20.464569 622 97 -19.574415 10.0 19.574415 622 98 -19.039001 10.0 19.039001 622 99 -18.362816 10.0 18.362816 622 100 -17.341738 10.0 17.341738 622 101 -15.551646 10.0 15.551646 622 102 -11.896147 10.0 11.896147 622 103 -8.560215 10.0 8.560215 622 104 -6.00397 10.0 6.00397 ik= 623 623 85 4.212368 10.0 0.032329051646 623 86 0.706814 10.0 0.03288248842 623 87 -2.513759 10.0 2.513759 623 88 -5.05547 10.0 5.05547 623 89 -7.16978 10.0 7.16978 623 90 -8.240072 10.0 8.240072 623 91 -10.300501 10.0 10.300501 623 92 -14.785295 10.0 14.785295 623 93 -19.832039 10.0 19.832039 623 94 -26.217596 10.0 26.217596 623 95 -31.726757 10.0 31.726757 623 96 -35.098938 10.0 35.098938 623 97 -37.558445 10.0 37.558445 623 98 -37.787224 10.0 37.787224 623 99 -37.659901 10.0 37.659901 623 100 -36.660145 10.0 36.660145 623 101 -35.779476 10.0 35.779476 623 102 -35.194954 10.0 35.194954 623 103 -33.13583 10.0 33.13583 623 104 -27.478928 10.0 27.478928 ik= 624 624 85 -3.785679 10.0 3.785679 624 86 -7.291233 10.0 7.291233 624 87 -10.075584 10.0 10.075584 624 88 -11.118027 10.0 11.118027 624 89 -11.442743 10.0 11.442743 624 90 -10.014255 10.0 10.014255 624 91 -10.44542 10.0 10.44542 624 92 -15.429971 10.0 15.429971 624 93 -21.996519 10.0 21.996519 624 94 -32.380123 10.0 32.380123 624 95 -42.032677 10.0 42.032677 624 96 -49.902664 10.0 49.902664 624 97 -55.771702 10.0 55.771702 624 98 -56.750114 10.0 56.750114 624 99 -57.15514 10.0 57.15514 624 100 -56.155384 10.0 56.155384 624 101 -56.147888 10.0 56.147888 624 102 -58.561905 10.0 58.561905 624 103 -57.685246 10.0 57.685246 624 104 -48.779934 10.0 48.779934 ik= 625 625 85 -6.436261 10.0 6.436261 625 86 -8.238557 10.0 8.238557 625 87 -9.663677 10.0 9.663677 625 88 -10.177678 10.0 10.177678 625 89 -10.247877 10.0 10.247877 625 90 -9.233999 10.0 9.233999 625 91 -9.963673 10.0 9.963673 625 92 -14.962452 10.0 14.962452 625 93 -21.855297 10.0 21.855297 625 94 -33.324245 10.0 33.324245 625 95 -43.359909 10.0 43.359909 625 96 -49.900688 10.0 49.900688 625 97 -54.480061 10.0 54.480061 625 98 -54.265427 10.0 54.265427 625 99 -54.527222 10.0 54.527222 625 100 -55.956245 10.0 55.956245 625 101 -57.275215 10.0 57.275215 625 102 -58.317337 10.0 58.317337 625 103 -57.429237 10.0 57.429237 625 104 -51.831718 10.0 51.831718 ik= 626 626 85 -8.928951 10.0 8.928951 626 86 -8.978898 10.0 8.978898 626 87 -9.018393 10.0 9.018393 626 88 -9.032637 10.0 9.032637 626 89 -8.893407 10.0 8.893407 626 90 -8.379285 10.0 8.379285 626 91 -9.463795 10.0 9.463795 626 92 -14.462574 10.0 14.462574 626 93 -21.646599 10.0 21.646599 626 94 -34.115059 10.0 34.115059 626 95 -44.423504 10.0 44.423504 626 96 -49.465019 10.0 49.465019 626 97 -52.617668 10.0 52.617668 626 98 -51.153645 10.0 51.153645 626 99 -51.252491 10.0 51.252491 626 100 -55.18029 10.0 55.18029 626 101 -57.838383 10.0 57.838383 626 102 -57.381241 10.0 57.381241 626 103 -56.44672 10.0 56.44672 626 104 -54.347496 10.0 54.347496 ik= 627 627 85 -8.16896 10.0 8.16896 627 86 -8.655589 10.0 8.655589 627 87 -9.070665 10.0 9.070665 627 88 -9.313535 10.0 9.313535 627 89 -9.763937 10.0 9.763937 627 90 -10.72128 10.0 10.72128 627 91 -13.273125 10.0 13.273125 627 92 -19.729126 10.0 19.729126 627 93 -27.390789 10.0 27.390789 627 94 -37.944775 10.0 37.944775 627 95 -46.035492 10.0 46.035492 627 96 -48.119831 10.0 48.119831 627 97 -49.657188 10.0 49.657188 627 98 -49.857647 10.0 49.857647 627 99 -51.229546 10.0 51.229546 627 100 -55.471443 10.0 55.471443 627 101 -57.562332 10.0 57.562332 627 102 -54.390881 10.0 54.390881 627 103 -53.042839 10.0 53.042839 627 104 -56.1436 10.0 56.1436 ik= 628 628 85 -7.313548 10.0 7.313548 628 86 -8.301079 10.0 8.301079 628 87 -9.143402 10.0 9.143402 628 88 -9.636264 10.0 9.636264 628 89 -10.699733 10.0 10.699733 628 90 -13.15703 10.0 13.15703 628 91 -17.20883 10.0 17.20883 628 92 -25.164783 10.0 25.164783 628 93 -33.309547 10.0 33.309547 628 94 -41.863594 10.0 41.863594 628 95 -47.663551 10.0 47.663551 628 96 -46.747978 10.0 46.747978 628 97 -46.664532 10.0 46.664532 628 98 -48.614937 10.0 48.614937 628 99 -51.30201 10.0 51.30201 628 100 -55.793896 10.0 55.793896 628 101 -57.261654 10.0 57.261654 628 102 -51.34029 10.0 51.34029 628 103 -49.567966 10.0 49.567966 628 104 -57.918568 10.0 57.918568 ik= 629 629 85 -4.438307 10.0 4.438307 629 86 -3.98005 10.0 3.98005 629 87 -4.649113 10.0 4.649113 629 88 -8.063341 10.0 8.063341 629 89 -11.987821 10.0 11.987821 629 90 -17.158699 10.0 17.158699 629 91 -23.290249 10.0 23.290249 629 92 -31.774021 10.0 31.774021 629 93 -39.782196 10.0 39.782196 629 94 -46.580082 10.0 46.580082 629 95 -51.322041 10.0 51.322041 629 96 -51.050873 10.0 51.050873 629 97 -50.945389 10.0 50.945389 629 98 -51.244862 10.0 51.244862 629 99 -51.635246 10.0 51.635246 629 100 -52.248344 10.0 52.248344 629 101 -52.422409 10.0 52.422409 629 102 -51.523987 10.0 51.523987 629 103 -53.569016 10.0 53.569016 629 104 -62.795525 10.0 62.795525 ik= 630 630 85 -1.503365 10.0 1.503365 630 86 0.457593 10.0 0.00204586743228 630 87 -0.020782 10.0 0.020782 630 88 -6.434919 10.0 6.434919 630 89 -13.286692 10.0 13.286692 630 90 -21.207485 10.0 21.207485 630 91 -29.436518 10.0 29.436518 630 92 -38.420273 10.0 38.420273 630 93 -46.273891 10.0 46.273891 630 94 -51.321831 10.0 51.321831 630 95 -55.040909 10.0 55.040909 630 96 -55.519718 10.0 55.519718 630 97 -55.438366 10.0 55.438366 630 98 -53.987892 10.0 53.987892 630 99 -51.97617 10.0 51.97617 630 100 -48.58939 10.0 48.58939 630 101 -47.449783 10.0 47.449783 630 102 -51.801201 10.0 51.801201 630 103 -57.787899 10.0 57.787899 630 104 -67.764389 10.0 67.764389 ik= 631 631 85 0.030061 10.0 0.00212578349136 631 86 0.330137 10.0 0.000896023112068 631 87 -1.772206 10.0 1.772206 631 88 -9.727748 10.0 9.727748 631 89 -17.83672 10.0 17.83672 631 90 -26.320477 10.0 26.320477 631 91 -34.389912 10.0 34.389912 631 92 -41.444878 10.0 41.444878 631 93 -47.842995 10.0 47.842995 631 94 -52.598923 10.0 52.598923 631 95 -56.540825 10.0 56.540825 631 96 -58.497829 10.0 58.497829 631 97 -59.310188 10.0 59.310188 631 98 -57.324844 10.0 57.324844 631 99 -54.971107 10.0 54.971107 631 100 -51.714817 10.0 51.714817 631 101 -51.064484 10.0 51.064484 631 102 -56.777657 10.0 56.777657 631 103 -61.477127 10.0 61.477127 631 104 -63.703327 10.0 63.703327 6 reading 125.425301 24.727579 LO:Bora - Japan -1 5 43223 624 121 dilat= 10 0.004168 22.133217 22.129049 ik= 614 614 111 457.692322 10.0 0.0497052553934 614 112 460.057251 10.0 0.04973347082 614 113 462.765625 10.0 0.0498439113344 614 114 466.314301 10.0 0.0500254617113 614 115 467.39978 10.0 0.0503215577192 614 116 462.434387 10.0 0.0508053528663 614 117 453.700684 10.0 0.0515443093935 614 118 435.761688 10.0 0.0526269846658 614 119 414.213287 10.0 0.0541009438126 614 120 383.848114 10.0 0.0560282782366 614 121 352.478516 10.0 0.0583859620643 614 122 318.649536 10.0 0.0611836097488 614 123 286.602325 10.0 0.0644599373231 614 124 259.101746 10.0 0.068266601459 614 125 232.414032 10.0 0.072765789613 614 126 207.707703 10.0 0.078102448984 614 127 185.783752 10.0 0.0842666477178 614 128 170.660034 10.0 0.0909087434977 614 129 157.605911 10.0 0.0978554718279 614 130 149.622009 10.0 0.104399033639 ik= 615 615 120 343.508667 10.0 0.0573384575892 615 121 307.675018 10.0 0.0601461545082 615 122 271.25415 10.0 0.0634425079436 615 123 237.367432 10.0 0.0672872969614 615 124 209.873917 10.0 0.0717251836735 615 125 184.877899 10.0 0.0769541596137 615 126 165.970963 10.0 0.0830893082591 615 127 149.75116 10.0 0.0902922714329 615 128 140.098969 10.0 0.0980514468832 615 129 130.644608 10.0 0.10621141267 615 130 121.674904 10.0 0.114030375038 615 131 116.137421 10.0 0.119903326162 615 132 119.010277 10.0 0.121831326964 615 133 123.663773 10.0 0.120458971249 615 134 132.661591 10.0 0.117077892565 615 135 140.075729 10.0 0.114410757136 615 136 143.617004 10.0 0.113357369914 615 137 145.424316 10.0 0.113102703184 615 138 142.976654 10.0 0.112579670737 615 139 146.167358 10.0 0.109725878287 ik= 616 616 122 224.04155 10.0 0.0660995161882 616 123 188.379395 10.0 0.0702251812471 616 124 160.88588 10.0 0.0749684745878 616 125 137.561401 10.0 0.0807670392433 616 126 124.401642 10.0 0.0875970002144 616 127 113.856483 10.0 0.0955504616585 616 128 109.701614 10.0 0.103907595559 616 129 103.861359 10.0 0.113031223341 616 130 93.892136 10.0 0.122577872111 616 131 88.954178 10.0 0.128868093537 616 132 96.324837 10.0 0.128381266047 616 133 104.168541 10.0 0.124643094018 616 134 113.166336 10.0 0.120144376198 616 135 120.145355 10.0 0.117140870996 616 136 122.187363 10.0 0.116134669371 616 137 122.350616 10.0 0.11600595244 616 138 117.900253 10.0 0.115529384683 616 139 120.546661 10.0 0.112475547407 616 140 140.456757 10.0 0.107443638173 616 141 156.197464 10.0 0.104389148664 ik= 617 617 121 204.614441 10.0 0.0647751506297 617 122 178.255188 10.0 0.0684636498959 617 123 153.994064 10.0 0.0726088161078 617 124 135.002426 10.0 0.0775780873569 617 125 118.884804 10.0 0.0837465599748 617 126 109.774506 10.0 0.0908084096375 617 127 102.641998 10.0 0.0988465492367 617 128 100.343338 10.0 0.107354467623 617 129 96.869186 10.0 0.117308580536 617 130 90.515244 10.0 0.127962464379 617 131 87.971321 10.0 0.133568179729 617 132 94.740768 10.0 0.130673684087 617 133 101.169388 10.0 0.125259426731 617 134 106.766472 10.0 0.120629958872 617 135 111.178421 10.0 0.118108828958 617 136 112.692123 10.0 0.117576746721 617 137 113.519424 10.0 0.117500182403 617 138 112.662575 10.0 0.116385145742 617 139 115.755348 10.0 0.11278773912 617 140 128.463226 10.0 0.108432190918 ik= 618 618 121 145.897598 10.0 0.0664395533014 618 122 132.531998 10.0 0.0701641189296 618 123 120.050812 10.0 0.0743894712176 618 124 109.804962 10.0 0.0796213256552 618 125 101.052238 10.0 0.0861598032237 618 126 95.939995 10.0 0.0936038501181 618 127 92.152557 10.0 0.101957787472 618 128 91.603035 10.0 0.111101261416 618 129 90.457481 10.0 0.122101753345 618 130 87.851715 10.0 0.132683746936 618 131 87.753021 10.0 0.136608128015 618 132 93.772835 10.0 0.132310835977 618 133 98.652725 10.0 0.126245685887 618 134 100.751518 10.0 0.121646455032 618 135 102.535454 10.0 0.119447259294 618 136 103.549393 10.0 0.119270623885 618 137 105.10775 10.0 0.119239571383 618 138 108.005943 10.0 0.117716977644 618 139 111.573753 10.0 0.114180901578 618 140 116.785286 10.0 0.110773907769 ik= 619 619 121 123.562195 10.0 0.0675322263532 619 122 114.694679 10.0 0.0712692137141 619 123 105.623245 10.0 0.075440441907 619 124 96.11142 10.0 0.0810040384775 619 125 87.841583 10.0 0.0880236677053 619 126 82.599899 10.0 0.0963597414972 619 127 79.29924 10.0 0.105731549407 619 128 80.742569 10.0 0.115812599643 619 129 81.606308 10.0 0.126968697428 619 130 81.050117 10.0 0.135932481417 619 131 80.916275 10.0 0.138058990965 619 132 81.813896 10.0 0.133853385104 619 133 83.455559 10.0 0.128579847091 619 134 86.912476 10.0 0.124505575914 619 135 89.444748 10.0 0.122534317317 619 136 89.715805 10.0 0.122404239264 619 137 90.495827 10.0 0.122124838134 619 138 92.527206 10.0 0.120407466514 619 139 94.924789 10.0 0.117722425041 619 140 98.223259 10.0 0.115753012944 ik= 620 620 121 102.2995 10.0 0.0690870260602 620 122 97.679916 10.0 0.0730388806214 620 123 91.772247 10.0 0.0771000567632 620 124 82.760185 10.0 0.0940365307284 620 125 74.772079 10.0 0.0911931719552 620 126 69.280518 10.0 0.10158917432 620 127 66.382957 10.0 0.114027215752 620 128 69.82531 10.0 0.12715221994 620 129 72.688072 10.0 0.141116693426 620 130 74.130905 10.0 0.153402347578 620 131 73.889519 10.0 0.159942062752 620 132 69.539703 10.0 0.154542149965 620 133 67.895332 10.0 0.142814342251 620 134 72.851517 10.0 0.134736435909 620 135 76.230354 10.0 0.1316700768 620 136 75.751778 10.0 0.13154720807 620 137 75.709763 10.0 0.13062316048 620 138 76.739799 10.0 0.127582640994 620 139 77.919662 10.0 0.124859363744 620 140 79.468987 10.0 0.12431502001 ik= 621 621 121 75.879158 10.0 0.0708131742266 621 122 72.837616 10.0 0.0764815595905 621 123 69.045952 10.0 0.0852386564991 621 124 63.448608 10.0 0.0970112223917 621 125 56.679054 10.0 0.0969171922999 621 126 47.051216 10.0 0.113141148748 621 127 41.234852 10.0 0.133365326684 621 128 44.733994 10.0 0.149627770179 621 129 45.752579 10.0 0.172161685297 621 130 40.694103 10.0 0.210649551108 621 131 36.567371 10.0 0.27802225921 621 132 34.740295 10.0 0.2739467777 621 133 35.533157 10.0 0.200957723568 621 134 42.717972 10.0 0.16404197878 621 135 47.742943 10.0 0.155385468691 621 136 47.485958 10.0 0.156032739237 621 137 49.634029 10.0 0.152496102269 621 138 57.692413 10.0 0.142986063832 621 139 63.265572 10.0 0.137443910535 621 140 62.82206 10.0 0.137714427501 ik= 622 622 121 49.320511 10.0 0.0919972865529 622 122 47.778233 10.0 0.103881498548 622 123 46.070946 10.0 0.107214477258 622 124 43.971916 10.0 0.102289198518 622 125 38.447731 10.0 0.103148658311 622 126 24.571964 10.0 0.144361812868 622 127 15.741077 10.0 0.234439588771 622 128 19.240223 10.0 0.212150608011 622 129 18.303169 10.0 0.207528418097 622 130 6.497986 10.0 0.254158343026 622 131 -1.622673 10.0 1.622673 622 132 -0.701093 10.0 0.701093 622 133 2.695138 10.0 0.247331825877 622 134 12.128857 10.0 0.209984861287 622 135 18.822546 10.0 0.175058785698 622 136 18.815437 10.0 0.185395861888 622 137 23.240602 10.0 0.178789152944 622 138 38.558723 10.0 0.15641674254 622 139 48.687099 10.0 0.148423225455 622 140 46.244564 10.0 0.150367153225 ik= 623 623 121 13.095207 10.0 0.164328483536 623 122 11.595574 10.0 0.159540262334 623 123 10.725907 10.0 0.157115017963 623 124 11.398139 10.0 0.162209173926 623 125 9.428806 10.0 0.173621410321 623 126 1.018589 10.0 0.181802932777 623 127 -3.157946 10.0 3.157946 623 128 3.012938 10.0 0.165209967955 623 129 6.029681 10.0 0.173424339266 623 130 1.319173 10.0 0.0904994673857 623 131 -1.595623 10.0 1.595623 623 132 -0.110096 10.0 0.110096 623 133 2.292492 10.0 0.0684650922696 623 134 6.932465 10.0 0.100621227986 623 135 10.9307 10.0 0.174508094773 623 136 13.359554 10.0 0.194962287668 623 137 20.067215 10.0 0.1884094421 623 138 37.29512 10.0 0.162526607714 623 139 50.172363 10.0 0.155803757217 623 140 52.530685 10.0 0.153684742567 ik= 624 624 121 -23.395882 10.0 23.395882 624 122 -24.895515 10.0 24.895515 624 123 -24.964436 10.0 24.964436 624 124 -21.543522 10.0 21.543522 624 125 -19.892097 10.0 19.892097 624 126 -22.555122 10.0 22.555122 624 127 -21.855103 10.0 21.855103 624 128 -12.935559 10.0 12.935559 624 129 -5.79397 10.0 5.79397 624 130 -3.008139 10.0 3.008139 624 131 -0.450334 10.0 0.450334 624 132 1.534949 10.0 0.0294088384676 624 133 2.839112 10.0 0.0267123360975 624 134 2.481525 10.0 0.0493756687142 624 135 3.657879 10.0 0.11345355706 624 136 8.585512 10.0 0.167418760756 624 137 17.574751 10.0 0.194120812583 624 138 36.555008 10.0 0.168770812857 624 139 52.126968 10.0 0.15908165413 624 140 59.482841 10.0 0.15075637791 ik= 625 625 121 -35.617104 10.0 35.617104 625 122 -38.816883 10.0 38.816883 625 123 -40.566261 10.0 40.566261 625 124 -38.767246 10.0 38.767246 625 125 -37.15881 10.0 37.15881 625 126 -36.015034 10.0 36.015034 625 127 -31.321438 10.0 31.321438 625 128 -17.951836 10.0 17.951836 625 129 -6.532209 10.0 6.532209 625 130 0.110226 10.0 0.0359881396281 625 131 4.917668 10.0 0.0321410795183 625 132 5.217036 10.0 0.0346046596296 625 133 6.27258 10.0 0.075037241237 625 134 9.172991 10.0 0.0935333239093 625 135 14.021742 10.0 0.16670214463 625 136 23.635201 10.0 0.169504868995 625 137 34.841049 10.0 0.167547736085 625 138 49.978035 10.0 0.156435356484 625 139 63.013245 10.0 0.149159273588 625 140 70.997169 10.0 0.141245917999 ik= 626 626 121 -47.121635 10.0 47.121635 626 122 -52.07056 10.0 52.07056 626 123 -55.572289 10.0 55.572289 626 124 -55.52243 10.0 55.52243 626 125 -54.064289 10.0 54.064289 626 126 -49.172344 10.0 49.172344 626 127 -40.51292 10.0 40.51292 626 128 -22.645515 10.0 22.645515 626 129 -6.945377 10.0 6.945377 626 130 3.445227 10.0 0.0527838979028 626 131 10.406837 10.0 0.033058973359 626 132 8.957059 10.0 0.0577237151075 626 133 9.788994 10.0 0.105279557095 626 134 16.187695 10.0 0.148962702398 626 135 24.897352 10.0 0.157824374164 626 136 39.258488 10.0 0.151827810699 626 137 52.678001 10.0 0.145111651145 626 138 63.80962 10.0 0.139693172692 626 139 74.156029 10.0 0.135451374089 626 140 82.639717 10.0 0.131340676968 ik= 627 627 121 -54.040291 10.0 54.040291 627 122 -58.310455 10.0 58.310455 627 123 -61.273693 10.0 61.273693 627 124 -61.030823 10.0 61.030823 627 125 -56.579254 10.0 56.579254 627 126 -41.865669 10.0 41.865669 627 127 -26.551727 10.0 26.551727 627 128 -9.770472 10.0 9.770472 627 129 3.429326 10.0 0.0840815904454 627 130 7.85501 10.0 0.0497717074671 627 131 10.916924 10.0 0.064191353266 627 132 10.631639 10.0 0.104057099811 627 133 13.377626 10.0 0.1414854297 627 134 23.519091 10.0 0.146317140976 627 135 34.642559 10.0 0.142296894899 627 136 48.167542 10.0 0.136391604796 627 137 61.241623 10.0 0.131251011459 627 138 73.232346 10.0 0.1273119296 627 139 82.918274 10.0 0.124771899758 627 140 87.04454 10.0 0.124296738998 ik= 628 628 121 -60.824306 10.0 60.824306 628 122 -64.344498 10.0 64.344498 628 123 -66.702034 10.0 66.702034 628 124 -66.209175 10.0 66.209175 628 125 -58.671986 10.0 58.671986 628 126 -33.958706 10.0 33.958706 628 127 -11.911453 10.0 11.911453 628 128 3.619839 10.0 0.100191974339 628 129 14.120392 10.0 0.0756575638018 628 130 12.296266 10.0 0.0883035685931 628 131 11.280923 10.0 0.100636469629 628 132 12.245602 10.0 0.12326703093 628 133 16.968328 10.0 0.133648016749 628 134 30.859678 10.0 0.132485532277 628 135 44.354473 10.0 0.127661676757 628 136 56.879482 10.0 0.123554035128 628 137 69.533066 10.0 0.120356324949 628 138 82.525581 10.0 0.118201403685 628 139 91.610565 10.0 0.117647968541 628 140 91.236961 10.0 0.119641856637 ik= 629 629 121 -62.190514 10.0 62.190514 629 122 -64.718201 10.0 64.718201 629 123 -65.378006 10.0 65.378006 629 124 -61.478027 10.0 61.478027 629 125 -51.019249 10.0 51.019249 629 126 -24.568178 10.0 24.568178 629 127 -0.874797 10.0 0.874797 629 128 16.078594 10.0 0.106955069118 629 129 27.256598 10.0 0.05854441588 629 130 24.285637 10.0 0.0736985728094 629 131 22.465542 10.0 0.090934476925 629 132 23.465298 10.0 0.105440480538 629 133 26.548975 10.0 0.116925196846 629 134 34.716854 10.0 0.122050517075 629 135 44.282143 10.0 0.121670120793 629 136 57.264816 10.0 0.11819791681 629 137 69.89975 10.0 0.114931028061 629 138 81.703842 10.0 0.113559575469 629 139 90.052505 10.0 0.114314672106 629 140 90.038353 10.0 0.117491336656 ik= 630 630 121 -63.40086 10.0 63.40086 630 122 -64.928581 10.0 64.928581 630 123 -63.858303 10.0 63.858303 630 124 -56.458401 10.0 56.458401 630 125 -43.081398 10.0 43.081398 630 126 -15.130371 10.0 15.130371 630 127 10.062964 10.0 0.123649551428 630 128 28.5163WT_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 1 10.0 0.0612910448424 630 129 40.469624 10.0 0.0603717113521 630 130 36.498695 10.0 0.0711293120474 630 131 33.967999 10.0 0.0857936526198 630 132 34.967754 10.0 0.0982543714179 630 133 36.307159 10.0 0.107824562715 630 134 38.475227 10.0 0.114537020095 630 135 43.927147 10.0 0.117020184839 630 136 57.409809 10.0 0.114426607928 630 137 70.037689 10.0 0.111402231793 630 138 80.589531 10.0 0.110634918471 630 139 88.197617 10.0 0.112375319703 630 140 88.683456 10.0 0.116635781249 ik= 631 631 121 -40.938778 10.0 40.938778 631 122 -40.252716 10.0 40.252716 631 123 -37.93462 10.0 37.93462 631 124 -31.650679 10.0 31.650679 631 125 -20.182928 10.0 20.182928 631 126 3.924558 10.0 0.120804728719 631 127 24.146132 10.0 0.0659498278922 631 128 34.870258 10.0 0.0594080817448 631 129 41.608231 10.0 0.0650655307667 631 130 38.580627 10.0 0.0753316623798 631 131 37.356773 10.0 0.0876314803256 631 132 40.542221 10.0 0.096370154684 631 133 43.594704 10.0 0.101902160952 631 134 46.322781 10.0 0.106515617958 631 135 51.541901 10.0 0.109316525633 631 136 62.852913 10.0 0.108840419886 631 137 73.717094 10.0 0.107895742319 631 138 83.50386 10.0 0.108557445361 631 139 90.150497 10.0 0.111580566783 631 140 89.193253 10.0 0.117336541269 ik= 632 632 121 -17.781536 10.0 17.781536 632 122 -14.845545 10.0 14.845545 632 123 -11.292997 10.0 11.292997 632 124 -6.259026 10.0 6.259026 632 125 3.158972 10.0 0.096873659516 632 126 23.266581 10.0 0.0606158636172 632 127 38.326893 10.0 0.0568097443109 632 128 41.051266 10.0 0.0603205466151 632 129 42.398193 10.0 0.0687773896608 632 130 40.37056 10.0 0.0788989909469 632 131 40.512505 10.0 0.0887317202168 632 132 45.947891 10.0 0.094118998918 632 133 50.814232 10.0 0.0968276141378 632 134 54.292286 10.0 0.100138090576 632 135 59.390717 10.0 0.103293916203 632 136 68.45179 10.0 0.104747171688 632 137 77.500648 10.0 0.106076578251 632 138 86.536064 10.0 0.108541911178 632 139 92.214417 10.0 0.113108064198 632 140 89.75721 10.0 0.120227034686 ik= 633 633 121 -2.429302 10.0 2.429302 633 122 -2.344202 10.0 2.344202 633 123 -0.190753 10.0 0.190753 633 124 6.993707 10.0 0.0885426372029 633 125 15.573211 10.0 0.0651781289739 633 126 27.554367 10.0 0.0580156526317 633 127 36.500408 10.0 0.0605354413675 633 128 38.028408 10.0 0.0662585015316 633 129 38.815475 10.0 0.0747584406713 633 130 37.787354 10.0 0.0839158919684 633 131 39.506638 10.0 0.0917274421948 633 132 47.91946 10.0 0.0944983730236 633 133 54.97438 10.0 0.0951946894893 633 134 58.71637 10.0 0.0975656085937 633 135 63.631359 10.0 0.100913001385 633 136 71.414925 10.0 0.10374452206 633 137 79.26886 10.0 0.106925027969 633 138 87.309967 10.0 0.111050104959 633 139 92.272461 10.0 0.116862614671 633 140 89.773071 10.0 0.124450015493 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: 0.27802225921 minval: -7.1054273576e-15 end ./P1_MAXHEIGHT_END.jpg creating png end ./P1_MAXHEIGHT_END.png /home/critechuser/operational/bin -i -i iDeck1295194.txt -o . -opt rel -code SWAN Reading file: /home/critechuser/operational/bin/config.txt Line 1: **************** Line 2: *Output options Line 3: **************** Line 4: * Line 5: outTxt =false Line 6: * Line 7: outHTif_exec_SWAN =true Line 8: outHTif_exec_TILES=false Line 9: outHTif_post =false Line 10: * Line 11: outuvTif_exec_SWAN =true Line 12: outuvTif_exec_TILES=false Line 13: outuvTif_post =false Line 14: * Line 15: outBMP =false Line 16: outJPG =false Line 17: * Line 18: outGIF_exec_SWAN =true Line 19: outGIF_exec_TILES =false Line 20: outGIF_post_SWAN =false Line 21: outGIF_post_HYFLUX =true Line 22: outGIF_post_NAMIDANCE =true Line 23: outGIF_post_MOST =true Line 24: outGIF_post_CORR =false Line 25: outGIF_post_HYSEA =false Line 26: * Line 27: checkWatchPoints_exec_SWAN =true Line 28: checkWatchPoints_exec_TILES=true Line 29: checkWatchPoints_post_SWAN =false Line 30: checkWatchPoints_post_HYFLUX =true Line 31: checkWatchPoints_post_NAMIDANCE =true Line 32: checkWatchPoints_post_MOST =true Line 33: checkWatchPoints_post_CORR =true Line 34: checkWatchPoints_post_HYSEA=true Line 35: * Line 36: outkml_exec_SWAN =true Line 37: outkml_exec_TILES =false Line 38: outkml_post_SWAN =false Line 39: outkml_post_HYFLUX =true Line 40: outkml_post_NAMIDANCE =true Line 41: outkml_post_MOST =true Line 42: outkml_post_CORR =false Line 43: outkml_post_HYSEA =true Line 44: * Line 45: outGifAnimation_exec =false Line 46: outGifAnimation_post =true Line 47: outGifAnimation_post_CORR=false Line 48: * Line 49: intermediateAnimation =true Line 50: intermediateAnimation_CORR =false Line 51: * Line 52: tifH2netcdf_exec_SWAN =true Line 53: tifH2netcdf_exec_TILES=false Line 54: tifH2netcdf_post_SWAN =false Line 55: tifH2netcdf_post_HYFLUX=true Line 56: tifH2netcdf_post_NAMIDANCE=true Line 57: tifH2netcdf_post_CORR=false Line 58: * Line 59: tifuv2netcdf =false Line 60: * Line 61: writeWPtxtFiles_exec_SWAN=true Line 62: writeWPtxtFiles_exec_TILES=true Line 63: writeWPtxtFiles_post_SWAN=false Line 64: writeWPtxtFiles_post_HYFLUX=true Line 65: writeWPtxtFiles_post_NAMIDANCE=true Line 66: writeWPtxtFiles_post_MOST=true Line 67: writeWPtxtFiles_post_CORR=true Line 68: * Line 69: formatBat =GTiff Line 70: inFormat =GTiff Line 71: inFormat_NAMIDANCE =netcdf Line 72: inFormat_MOST =netcdf_NOAA Line 73: inFormat_HYSEA =netcdf_HYSEA Line 74: * Line 75: outFormat =GTiff Line 76: outFormat_CORR =netcdf Line 77: outFormat_NAMIDANCE =netcdf Line 78: outFormat_MOST =netcdf_NOAA Line 79: outFormat_HYSEA =netcdf_HYSEA Line 80: * Line 81: tarFilesAndDelete =true Line 82: deleteAnimFiles =true Line 83: deleteAnimFiles_NAMIDANCE=false Line 84: deleteAnimFiles_MOST=false Line 85: deleteAnimFiles_HYSEA=true Line 86: * Line 87: outTTT_TILES=false Line 88: * Line 89: * HYFLUX flags Line 90: mapfmt = PCRaster Line 91: mapext = .map Line 92: outfmt = GTiff Line 93: outext = .tif Line 94: radius=6378388. Line 95: houtmin = 1e-7 Line 96: voutmin = 1e-7 End of Reading file: /home/critechuser/operational/bin/config.txt /home/critechuser/operational/bin -i -i iDeck1295194.txt -o . -opt rel -code SWAN **** Start of file : ./iDeck1295194.txt Line 1: ********************************************* Line 2: * Tsunami input deck: Line 3: ********************************************* Line 4: * General data Line 5: Title ="M6.5 MaxCase 41" 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 =1.619460 * end time (h) Line 13: Tsave =0.416667 * t save (min) Line 14: dtMax =0.250000 * deltat (s) Line 15: fanning =0.015 Line 16: * Line 17: * Fault parameters (nfaults=1) * Line 18: *------------------------------------------- Line 19: FaultInput file size is 43200, 21600 0...10...20...30...40...50...60...70...80...90...100 - done. Number 1 Line 20: *------------------------------------------- Line 21: * EPICENTER * Line 22: Lat =23.626965 * degree Line 23: Lon =126.415794 * degree Line 24: Mag =6.547784 * Richter scale Line 25: faultform =8 * Okada parameters Line 26: flenght =29.000000 * km Line 27: fwidth =8.000000 * km Line 28: strike =233.460007 * degree (geog North=0) Line 29: slip =0.801000 * m Line 30: dip =11.180000 * degree Line 31: rake =98.750000 * degree Line 32: depth =8.247056 * km (top of the fault) Line 33: ------end of fault 1 ------------ Line 34: * Line 35: FaultMode =0 Line 36: * Line 37: * Code parameters * Line 38: code =HYSEA Line 39: * Line 40: * Grid parameters * Line 41: constbat =False * for back compatibility Line 42: automscale =False * for back compatibility Line 43: width = 3.000000 * degree Line 44: batgrid =0.250000 * min Line 45: * Line 46: * calculation window Line 47: lonmin =124.915794 Line 48: lonmax =127.915794 Line 49: latmin =22.126965 Line 50: latmax =25.126965 Line 51: bathymetry =GEBCO30 **** End of file : ./iDeck1295194.txt ---| batmode = 3 gdal_translate -srcwin 36588 7783 362 362 /home/critechuser/operational/DATA/gebco30.tif ./clipFile.tif *** Interpolating clipped bathymetry. Dataset ./clipFile.tif ncols=720, nrows=720 ix=10/720 ix=20/720 ix=30/720 ix=40/720 ix=50/720 ix=60/720 ix=70/720 ix=80/720 ix=90/720 ix=100/720 ix=110/720 ix=120/720 ix=130/720 ix=140/720 ix=150/720 ix=160/720 ix=170/720 ix=180/720 ix=190/720 ix=200/720 ix=210/720 ix=220/720 ix=230/720 ix=240/720 ix=250/720 ix=260/720 ix=270/720 ix=280/720 ix=290/720 ix=300/720 ix=310/720 ix=320/720 ix=330/720 ix=340/720 ix=350/720 ix=360/720 ix=370/720 ix=380/720 ix=390/720 ix=400/720 ix=410/720 ix=420/720 ix=430/720 ix=440/720 ix=450/720 ix=460/720 ix=470/720 ix=480/720 ix=490/720 ix=500/720 ix=510/720 ix=520/720 ix=530/720 ix=540/720 ix=550/720 ix=560/720 ix=570/720 ix=580/720 ix=590/720 ix=600/720 ix=610/720 ix=620/720 ix=630/720 ix=640/720 ix=650/720 ix=660/720 ix=670/720 ix=680/720 ix=690/720 ix=700/720 ix=710/720 ix=720/720 Fault number 1 Calling Okada with slip=0.801000 and depth=8.247056 ! calling gdal factor 1 End of programme Reading inline arguments -i iDeck1295194.txt -o . -opt rel -code HYSEA Reading file: /home/critechuser/operational/bin/config.txt Line 1: **************** Line 2: *Output options Line 3: **************** Line 4: * Line 5: outTxt =false Line 6: * Line 7: outHTif_exec_SWAN =true Line 8: outHTif_exec_TILES=false Line 9: outHTif_post =false Line 10: * Line 11: outuvTif_exec_SWAN =true Line 12: outuvTif_exec_TILES=false Line 13: outuvTif_post =false Line 14: * Line 15: outBMP =false Line 16: outJPG =false Line 17: * Line 18: outGIF_exec_SWAN =true Line 19: outGIF_exec_TILES =false Line 20: outGIF_post_SWAN =false Line 21: outGIF_post_HYFLUX =true Line 22: outGIF_post_NAMIDANCE =true Line 23: outGIF_post_MOST =true Line 24: outGIF_post_CORR =false Line 25: outGIF_post_HYSEA =false Line 26: * Line 27: checkWatchPoints_exec_SWAN =true Line 28: checkWatchPoints_exec_TILES=true Line 29: checkWatchPoints_post_SWAN =false Line 30: checkWatchPoints_post_HYFLUX =true Line 31: checkWatchPoints_post_NAMIDANCE =true Line 32: checkWatchPoints_post_MOST =true Line 33: checkWatchPoints_post_CORR =true Line 34: checkWatchPoints_post_HYSEA=true Line 35: * Line 36: outkml_exec_SWAN =true Line 37: outkml_exec_TILES =false Line 38: outkml_post_SWAN =false Line 39: outkml_post_HYFLUX =true Line 40: outkml_post_NAMIDANCE =true Line 41: outkml_post_MOST =true Line 42: outkml_post_CORR =false Line 43: outkml_post_HYSEA =true Line 44: * Line 45: outGifAnimation_exec =false Line 46: outGifAnimation_post =true Line 47: outGifAnimation_post_CORR=false Line 48: * Line 49: intermediateAnimation =true Line 50: intermediateAnimation_CORR =false Line 51: * Line 52: tifH2netcdf_exec_SWAN =true Line 53: tifH2netcdf_exec_TILES=false Line 54: tifH2netcdf_post_SWAN =false Line 55: tifH2netcdf_post_HYFLUX=true Line 56: tifH2netcdf_post_NAMIDANCE=true Line 57: tifH2netcdf_post_CORR=false Line 58: * Line 59: tifuv2netcdf =false Line 60: * Line 61: writeWPtxtFiles_exec_SWAN=true Line 62: writeWPtxtFiles_exec_TILES=true Line 63: writeWPtxtFiles_post_SWAN=false Line 64: writeWPtxtFiles_post_HYFLUX=true Line 65: writeWPtxtFiles_post_NAMIDANCE=true Line 66: writeWPtxtFiles_post_MOST=true Line 67: writeWPtxtFiles_post_CORR=true Line 68: * Line 69: formatBat =GTiff Line 70: inFormat =GTiff Line 71: inFormat_NAMIDANCE =netcdf Line 72: inFormat_MOST =netcdf_NOAA Line 73: inFormat_HYSEA =netcdf_HYSEA Line 74: * Line 75: outFormat =GTiff Line 76: outFormat_CORR =netcdf Line 77: outFormat_NAMIDANCE =netcdf Line 78: outFormat_MOST =netcdf_NOAA Line 79: outFormat_HYSEA =netcdf_HYSEA Line 80: * Line 81: tarFilesAndDelete =true Line 82: deleteAnimFiles =true Line 83: deleteAnimFiles_NAMIDANCE=false Line 84: deleteAnimFiles_MOST=false Line 85: deleteAnimFiles_HYSEA=true Line 86: * Line 87: outTTT_TILES=false Line 88: * Line 89: * HYFLUX flags Line 90: mapfmt = PCRaster Line 91: mapext = .map Line 92: outfmt = GTiff Line 93: outext = .tif Line 94: radius=6378388. Line 95: houtmin = 1e-7 Line 96: voutmin = 1e-7 End of Reading file: /home/critechuser/operational/bin/config.txt Reading inline arguments -i iDeck1295194.txt -o . -opt rel -code HYSEA Reading file: ./iDeck1295194.txt Line 1: ********************************************* Line 2: * Tsunami input deck: Line 3: ********************************************* Line 4: * General data Line 5: Title ="M6.5 MaxCase 41" 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 =1.619460 * end time (h) Line 13: Tsave =0.416667 * t save (min) Line 14: dtMax =0.250000 * deltat (s) Line 15: fanning =0.015 Line 16: * Line 17: * Fault parameters (nfaults=1) * Line 18: *------------------------------------------- Line 19: FaultNumber 1 Line 20: *-------on 124.915794 127.915794 22.126965 25.126965 =West East North South DPC=2.01600000000000000000 E=127.915794 W=124.915794 S=22.126965 N=25.126965 DPC=2.01600000000000000000 BATHY=5 LAB= ImageName=Image TTTBase= RUNTTT= BATHY=5 -Rg124.915794/127.915794/22.126965/25.126965 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 -Rg124.915794/127.915794/22.126965/25.126965 -Jx -Cttt.cpt -P -K -V -X0.75i > Image.ps Error: /undefined in A Operand stack: 0 Execution stack: %interp_exit .runexec2 --nostringval-- --nostringval-- --nostringval-- 2 %stopped_push --nostringval-- --nostringval-- --nostringval-- false 1 %stopped_push 2047 1 3 %oparray_pop 2046 1 3 %oparray_pop 2026 1 3 %oparray_pop 1884 1 3 %oparray_pop --nostringval-- %errorexec_pop .runexec2 --nostringval-- --nostringval-- --nostringval-- 2 %stopped_push --nostringval-- Dictionary stack: --dict:948/1684(ro)(G)-- --dict:0/20(G)-- --dict:77/200(L)-- Current allocation mode is local Current file position is 4 Error: /undefined in A Operand stack: 0 Execution stack: %interp_exit .runexec2 --nostringval-- --nostringval-- --nostringval-- 2 %stopped_push --nostringval-- --nostringval-- --nostringval-- false 1 %stopped_push 2047 1 3 %oparray_pop 2046 1 3 %oparray_pop 2026 1 3 %oparray_pop 1884 1 3 %oparray_pop --nostringval-- %errorexec_pop .runexec2 --nostringval-- --nostringval-- --nostringval-- 2 %stopped_push --nostringval-- Dictionary stack: --dict:948/1684(ro)(G)-- --dict:0/20(G)-- --dict:77/200(L)-- Current allocation mode is local Current file position is 4 on ------------------------------------ Line 21: * EPICENTER * Line 22: Lat =23.626965 * degree Line 23: Lon =126.415794 * degree Line 24: Mag =6.547784 * Richter scale Line 25: faultform =8 * Okada parameters Line 26: flenght =29.000000 * km Line 27: fwidth =8.000000 * km Line 28: strike =233.460007 * degree (geog North=0) Line 29: slip =0.801000 * m Line 30: dip =11.180000 * degree Line 31: rake =98.750000 * degree Line 32: depth =8.247056 * km (top of the fault) Line 33: ------end of fault 1 ------------ Line 34: * Line 35: FaultMode =0 Line 36: * Line 37: * Code parameters * Line 38: code =HYSEA Line 39: * Line 40: * Grid parameters * Line 41: constbat =False * for back compatibility Line 42: automscale =False * for back compatibility Line 43: width = 3.000000 * degree Line 44: batgrid =0.250000 * min Line 45: * Line 46: * calculation window Line 47: lonmin =124.915794 Line 48: lonmax =127.915794 Line 49: latmin =22.126965 Line 50: latmax =25.126965 Line 51: bathymetry =GEBCO30 End of Reading file: ./iDeck1295194.txt informat=netcdf_HYSEA outformat=netcdf_HYSEA Reading bathymetry file ./bathymetry.tif outputDir=. Selecting place namesPlace names found in area: 5 Selecting place namesPlace names found in area: 5 Selecting measuring gauges /home/critechuser/operational/DATA/gauges.csv Gauges names found in area: -1 Selecting measuring gauges /home/critechuser/operational/DATA/gauges.csv Gauges names found in area: -1 /home/critechuser/operational/bin/runTTT.sh 124.915794 127.915794 22.126965 25.126965 720 End of Reading file: ./iDeck1295194.txt