Ex Parte Peronek et al - Page 8

             Appeal 2007-0020                                                                                    
             Application 10/680,510                                                                              

             flange having one more side than a heptagon, i.e. an octagonal shaped flange                        
             (¶ 0021).  As discussed above, JP ‘432 would have rendered obvious, to one of                       
             ordinary skill in the art, a flange having an odd number of sides.  Accordingly,                    
             JP ‘432 would have led one of ordinary skill in the art to use a flange having seven                
             sides instead of the eight disclosed in JP ‘423.                                                    
                   The Appellants argue that a flange such as those in the Appellants’                           
             figures 8C-8E having straight sides does not necessarily have apexes (Reply Br. 7).                 
             Flanges having the regular shape disclosed by JP ‘432, however, i.e., square,                       
             hexagonal and octagonal (¶0021) have apexes.                                                        
                   We therefore are not convinced of reversible error in the rejection of                        
             claims 36, 37, 59, 60 and 81-84 over Collette in view of JP ‘432.                                   

                                           Claims 51-58 and 61-65                                                
             The Appellants argue regarding claims 51 and 52-58 and 61-65 that depend                            
             directly or indirectly therefrom that JP ‘432’s six-sided flange does not have an                   
             apex diametrically opposed from a center of at least one of the substantially                       
             straight sides (Br. 19-21).  As discussed above, JP ‘432 would have rendered                        
             obvious to one of ordinary skill in the art a flange having an odd number of straight               
             surfaces, i.e., heptagon, pentagon, etc.  Such a flange necessarily would have an                   
             apex diametrically opposed from a center of at least one substantially straight                     
             surface.                                                                                            
                   We therefore are not convinced of reversible error in the rejection of                        
             claims 51-58 and 61-65 over Collette in view of JP ‘432.                                            





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