Ex parte TANAKA et al. - Page 13




          Appeal No. 1999-0578                                                        
          Application 08/217,641                                                      


          intermediate state in Figures 2a-2g and Figure 4.  The                      
          examiner also responds that the range taught by Hanyu includes              
          the range claimed by appellants.  Appellants respond that the               
          multi-domain states of Hartmann are not the same as a                       
          spatially uniform intermediate state.                                       
          In considering Hartmann, the examiner notes that when                       
          -6V<V<0V, the liquid crystal display is in a first state                    
          (OFF), whereas when V$6V, the liquid crystal display is in a                
          second state (ON), while when Vb1<V<0, for example, -5V<Vb<0,               
          the liquid crystal display has a spatially uniform                          
          intermediate state [answer, pages 11-12].  We do not agree                  
          with this interpretation of the examiner.  The liquid crystal               
          display of Hartmann has a first stable state (ON) when V $6V                
                                                                  d                   
          and a second stable state (OFF) when V <0V [note Figure 4b].                
                                                d                                     
          The intermediate state identified by the examiner appears to                
          us to simply be part of the range of conditions when the                    
          liquid crystal display is in the OFF state.  Thus, the                      
          conditions identified by the examiner do not result in a                    
          spatially uniform intermediate state as claimed, but rather,                
          result in one of the bistable states.                                       
          Since Hartmann does not teach a liquid crystal layer                        
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