
 
 
                       FOCAL GRAPHICS PACKAGE  
 
 
   Functions available:   FINT    - initialization by entering graphics mode
 
                          FPLT    - plot the Y coordinate
 
                          FCLS    - close plot by leaving graphics mode
 
 
           FINT(n) -
                   -    where  n =  0  for no clearing
           FCLS(n) -             =  1  for clearing any graphics display
                                 =  2  for clearing any alphanumerics
                                 =  3  for preforming both 1 and 2
  
 
                                  
               FPLT(Y,i)   where  Y  =  the Y coordinate (0 < Y < 241)
                                  i  =  0  for normal dot
                                     =  1  for blink dot
                                     =  2  for blank dot
                                     =  3  for start/stop  ( horz.
                                             line feature) *
                                     -  add 4 to i for interpolation to 
                                        the right.
 
             - each call to FPLT will enter a Y coordinate sequentially
               ( X is automatically incremented ). There are 512 horz.
               positions available.
 
 
--------------
      *  start/stop feature: see PRODUCT BULLETIN; BEEHIVE MODEL V.,
         p 4. 
 
 
                         FOCAL  EXAMPLE
                                      _x
      - to plot the function Y=Sin(x)e    
 
      -  note: all scaling must be preformed by user
               the functions are set to a dummy variable (in this case Z )
 
1.1 SET Z=FINT(3)           - clear screen of everything and enter 
                              graphics mode
  
1.2 FOR J=1,512; S Y=(FSIN(J/8)*100)*(FEXP(-J/100)+100;  D 1.4
                            - the function is evaluated; 100 is added to
                              avoid -ve Y values.
 
1.3 QUIT
1.4 S Z=FPLT(Y,4)           - the points are placed sequentially and
                              are interpolated to the right.
