Instruction for Use

26
RS

         
      
        
      
     
    
  

        
         
    
     

        
         
       
 
      
   
      
      
     

       
        
   
 
    
       
     
 
        

        
        
    
       
        
    
       
        
      

     
   
       
    
   
       
   
 
 
      
 
       
    
       
       
      
   
      
     
      

    
     
      

 *
    
    
   
  
  
  
   
*
*
      
  
       
      
       
       
     
       
         
      
       
    
   
      
   
        
  
    
    
   
       
       
       
 