Indesit KN6E52/EX Additional Information For The Installation And Use page 53

 
  
  
 

        

 


      
     
    

                     
                
                      
                           
                      
            

               
                          
                               
                    
                  
    
                            
                  
                          
                
                      
                  
                      
                          
                            
    
                         
                      
                           
                    
                          
                
                      
                    

      
      

      
     


    


                  
                  

                          

53

                       
                        
                
                  
                
              
                          
                  
                         
      
                
                  
               
                 
                   
                   
  
                        
  
                     
                  
                             
                      
                        
        
                             
                    
                           
                    
                      
            

     


       




      

      

                        
                      
    






      
