Ex parte EMERT et al. - Page 8




          Appeal No. 1996-0214                                                        
          Application 07/755,603                                                      


          polyalkylene, rather than being based on both substituent                   
          groups and polyalkene.                                                      
               To decide the issue of anticipation we need not make an                
          ultimate finding as to which ratio Meinhardt discloses                      
          because, first, if Meinhardt’s ratio is a functionality ratio,              
          it is different in quantity than that recited in appellants’                
          claims and, therefore, Meinhardt does not anticipate                        
          appellants’ claimed invention.  Second, even if Meinhardt                   
          discloses a succination ratio, it would not be possible to                  
          calculate the corresponding functionality ratio absent a                    
          disclosure of the fraction of the polymer which is substituted              
          with succinic groups.  Thus, it would not be possible to                    
          determine whether Meinhardt anticipates appellants’ claimed                 
          invention.                                                                  
               The examiner argues that Meinhardt’s functionality ranges              
          are 1.10 to 2.62 and, therefore, overlap with appellants’                   
          range of about 1.05 to 1.25 (answer, page 8).  The range of                 
          1.10 to 2.62 is not that of Meinhardt.  It is a range of                    
          succination ratios calculated by appellants from appellants’                
          range of functionality ratios, assuming that 50% to 95% of the              


                                          8                                           





Page:  Previous  1  2  3  4  5  6  7  8  9  10  11  12  13  14  Next 

Last modified: November 3, 2007