* Data for Dt, Duration, and Period *
    0.05      64 : Delta Time (sec), and Number of Time (must be Power  of 2)
     0.1    0.01 : Minimum Period (sec), and Imaginary Omega for Phinney
* MEDIUM DATA (Sato Model at Hongo) *
         2           : NL (NUMBER OF LAYERS)     t/m3,m/s,   ,m/s,   ,   m
 2.2 2500.0  100.0 0.0 1500.0 100.0 0.0  200.0 :DNS, VP, Qp, Vs, Qs, Thick
 2.5 5000.0  200.0 0.0 3000.0 100.0 0.0  000.0 :DNS, VP, Qp, Vs, Qs, Thick
* FAULT DATA : X=North & Y=East
       1.0       1.0 : Total Length (STR) and Width (DIP) (m), 20
    1    1    1  : Number of Sub-Faults (NSTR,NDIP),Gauss Points per Wavelength
       0.0    1 : Time Delay(sec), Source Type(3D0:Ramp; 3D1:Smoothed; 3D2:exp)
   -2000.0       0.0    2000.0 : Location of Hypocenter (X, Y and Z: m)
   -1000.0       0.0    2000.0 : Location of Fault Origin (X, Y and Z: m)
      10.0      30.0 : Strike, Dip (deg)
    3000.0 : Rupture Velocity (m/s)
       1     0.0 : Number of Time Windows and Time Interval (sec) 20
     0.1     0.1 : Half-Rise time 1 & 2 for 1st Time Window (sec)
* dislocations (m) on sub-faults up to 6 time windows
      1.00
* rake angles (degree) on sub-faults for 6 time windows
      0.00
* WAVENUMBER INTEGRATION DATA FOR SIMPSON'S OR FILON'S FORMULAS *
       100 : Number of Integration Points from 0 to om/Ryleigh(min)
        30 : Number of Integration Points from om/Ryl(min) to om/c(final)
       2.0 : Factor for c(final): c(final)=Ryl(min)/Factor (Use 10, usually)
* DATA FOR THE ASYMPTOTIC SOLUTIONS *
         1 : BE USED (=1), OR NOT USED (=0)
* Data for FFT *
     1 : Output Displacemnt(=0), Velocity(=1), or Acceleration(=2)
 0 0 1 : Change of Sign for X, Y and Z Components (=0 No Change; =1 Change)
     0 : Trapezoidal Bandpass-Filter (=0 No Use; =1 Use)
   0.0   0.0  99.0 999.0 : Corners of the Filter (Lfr1<Lfr2<Hfr3<Hfr4: Hz)    
     1 : Smoothing Wave (=IFFT; Num of dt = Num of dt * 2**IFFT)
     1 : Change Unit (=0: m, m/s, or, m/s/s; =1: cm, cm/s, or gal)
* OBSERVATION POINT DATA *
        31  : Number of Observation Points
       0.0       0.0      0.0 : Location (X, Y, and Z; m) 
       0.0       0.0    100.0 : Location (X, Y, and Z; m) 
       0.0       0.0    200.0 : Location (X, Y, and Z; m) 
       0.0       0.0    300.0 : Location (X, Y, and Z; m) 
       0.0       0.0    400.0 : Location (X, Y, and Z; m) 
       0.0       0.0    500.0 : Location (X, Y, and Z; m) 
       0.0       0.0    600.0 : Location (X, Y, and Z; m) 
       0.0       0.0    700.0 : Location (X, Y, and Z; m) 
       0.0       0.0    800.0 : Location (X, Y, and Z; m) 
       0.0       0.0    900.0 : Location (X, Y, and Z; m) 
       0.0       0.0   1000.0 : Location (X, Y, and Z; m) 
       0.0       0.0   1100.0 : Location (X, Y, and Z; m) 
       0.0       0.0   1200.0 : Location (X, Y, and Z; m) 
       0.0       0.0   1300.0 : Location (X, Y, and Z; m) 
       0.0       0.0   1400.0 : Location (X, Y, and Z; m) 
       0.0       0.0   1500.0 : Location (X, Y, and Z; m) 
       0.0       0.0   1600.0 : Location (X, Y, and Z; m) 
       0.0       0.0   1700.0 : Location (X, Y, and Z; m) 
       0.0       0.0   1800.0 : Location (X, Y, and Z; m) 
       0.0       0.0   1900.0 : Location (X, Y, and Z; m) 
       0.0       0.0   2000.0 : Location (X, Y, and Z; m) 
       0.0       0.0   2100.0 : Location (X, Y, and Z; m) 
       0.0       0.0   2200.0 : Location (X, Y, and Z; m) 
       0.0       0.0   2300.0 : Location (X, Y, and Z; m) 
       0.0       0.0   2400.0 : Location (X, Y, and Z; m) 
       0.0       0.0   2500.0 : Location (X, Y, and Z; m) 
       0.0       0.0   2600.0 : Location (X, Y, and Z; m) 
       0.0       0.0   2700.0 : Location (X, Y, and Z; m) 
       0.0       0.0   2800.0 : Location (X, Y, and Z; m) 
       0.0       0.0   2900.0 : Location (X, Y, and Z; m) 
       0.0       0.0   3000.0 : Location (X, Y, and Z; m) 
