Ex parte HACKETT et al. - Page 9




          Appeal No. 1999-2012                                                        
          Application No. 08/801,610                                                  


          applicant to overcome the prima facie case with argument and/or             
          evidence.  Obviousness, is then determined on the basis of the              
          evidence as a whole and the relative persuasiveness of the                  
          arguments.  See In re Oetiker, 977 F.2d 1443, 1445, 24 USPQ2d               
          1443, 1444 (Fed. Cir. 1992); In re Hedges, 783 F.2d 1038, 1039,             
          228 USPQ 685, 686 (Fed. Cir. 1986); In re Piasecki, 745 F.2d                
          1468, 1472, 223 USPQ 785, 788 (Fed. Cir. 1984); and In re                   
          Rinehart, 531 F.2d 1048, 1052, 189 USPQ 143, 147 (CCPA 1976).               
               The Examiner uses Keating for motion compensated                       
          interpolations (answer at page 7), and Takahashi for motion                 
          vector selections in the subblock level (id. at 8).  However,               
          for the rationale above, we agree with the Appellants’                      
          position, brief at page 10, that, with respect to independent               
          claim 9, the suggested combination of Gillard, Takahaski, and               
          Keating does                                                                
          not show the claimed limitation of “error estimation means, in              
          particular linear error interpolation means, ... which comprise             
          the motion vector of a current block and the motion vectors of              
          three blocks adjacent to said current block and which calculate             
          for each pixel in said current block estimated errors, ....”                
               With respect to the other independent claim, claim 11                  
                                          9                                           





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