06 October 2025   6:21:43.214 PM
 
MANDELBROT_OPENMP():
  Fortran90/OpenMP version
 
  Create an ASCII PPM image of the Mandelbrot set.
 
  For each point C = X + i*Y
  with X range [  -2.25000    ,   1.25000    ]
  and  Y range [  -1.75000    ,   1.75000    ]
  carry out     2000 iterations of the map
  Z(n+1) = Z(n)^2 + C.
  If the iterates stay bounded (norm less than 2)
  then C is taken to be a member of the set.
 
  An ASCII PPM image of the set is created using
    M =      500 pixels in the X direction and
    N =      500 pixels in the Y direction.
 
  Time =   0.424429    
 
  Graphics data written to "mandelbrot_openmp.ppm".
 
MANDELBROT_OPENMP():
  Normal end of execution.
 
06 October 2025   6:21:43.694 PM
06 October 2025   6:21:43.696 PM
 
MANDELBROT_OPENMP():
  Fortran90/OpenMP version
 
  Create an ASCII PPM image of the Mandelbrot set.
 
  For each point C = X + i*Y
  with X range [  -2.25000    ,   1.25000    ]
  and  Y range [  -1.75000    ,   1.75000    ]
  carry out     2000 iterations of the map
  Z(n+1) = Z(n)^2 + C.
  If the iterates stay bounded (norm less than 2)
  then C is taken to be a member of the set.
 
  An ASCII PPM image of the set is created using
    M =      500 pixels in the X direction and
    N =      500 pixels in the Y direction.
 
  Time =   0.221197    
 
  Graphics data written to "mandelbrot_openmp.ppm".
 
MANDELBROT_OPENMP():
  Normal end of execution.
 
06 October 2025   6:21:43.972 PM
06 October 2025   6:21:43.974 PM
 
MANDELBROT_OPENMP():
  Fortran90/OpenMP version
 
  Create an ASCII PPM image of the Mandelbrot set.
 
  For each point C = X + i*Y
  with X range [  -2.25000    ,   1.25000    ]
  and  Y range [  -1.75000    ,   1.75000    ]
  carry out     2000 iterations of the map
  Z(n+1) = Z(n)^2 + C.
  If the iterates stay bounded (norm less than 2)
  then C is taken to be a member of the set.
 
  An ASCII PPM image of the set is created using
    M =      500 pixels in the X direction and
    N =      500 pixels in the Y direction.
 
  Time =   0.217634    
 
  Graphics data written to "mandelbrot_openmp.ppm".
 
MANDELBROT_OPENMP():
  Normal end of execution.
 
06 October 2025   6:21:44.248 PM
06 October 2025   6:21:44.250 PM
 
MANDELBROT_OPENMP():
  Fortran90/OpenMP version
 
  Create an ASCII PPM image of the Mandelbrot set.
 
  For each point C = X + i*Y
  with X range [  -2.25000    ,   1.25000    ]
  and  Y range [  -1.75000    ,   1.75000    ]
  carry out     2000 iterations of the map
  Z(n+1) = Z(n)^2 + C.
  If the iterates stay bounded (norm less than 2)
  then C is taken to be a member of the set.
 
  An ASCII PPM image of the set is created using
    M =      500 pixels in the X direction and
    N =      500 pixels in the Y direction.
 
  Time =   0.169433    
 
  Graphics data written to "mandelbrot_openmp.ppm".
 
MANDELBROT_OPENMP():
  Normal end of execution.
 
06 October 2025   6:21:44.478 PM
06 October 2025   6:21:44.479 PM
 
MANDELBROT_OPENMP():
  Fortran90/OpenMP version
 
  Create an ASCII PPM image of the Mandelbrot set.
 
  For each point C = X + i*Y
  with X range [  -2.25000    ,   1.25000    ]
  and  Y range [  -1.75000    ,   1.75000    ]
  carry out     2000 iterations of the map
  Z(n+1) = Z(n)^2 + C.
  If the iterates stay bounded (norm less than 2)
  then C is taken to be a member of the set.
 
  An ASCII PPM image of the set is created using
    M =      500 pixels in the X direction and
    N =      500 pixels in the Y direction.
 
  Time =   0.124721    
 
  Graphics data written to "mandelbrot_openmp.ppm".
 
MANDELBROT_OPENMP():
  Normal end of execution.
 
06 October 2025   6:21:44.659 PM