Ex Parte 6357595 et al - Page 20



                Appeal 2006-3236                                                                                
                Inter Partes Reexamination Control No. 95/000,006                                               

                to perform its stated function.  The boundary where a surface reaches a                         
                physical interruption or, on a single surface, where the surface ceases to                      
                perform its function is the "edge" of the surface.  It does not make any                        
                difference whether the edge is a visible structural discontinuity or an                         
                imaginary line.  As an example of defining separate surfaces on a single                        
                continuous surface by their function, the single continuous lower planar                        
                surface of the tray in the '595 patent is disclosed to have a bottom surface 42                 
                for each of several lower side storage portions 34 (Figs. 5 and 6; col. 6,                      
                ll. 11-15) where the extent of each bottom surface 42 is defined by its                         
                function of it being a bottom.  Different portions of a single uninterrupted                    
                surface can perform different functions and each portion can be considered a                    
                different surface.  Thus, it is possible for Brahmbhatt's surface 68 to have                    
                first and second wall surfaces, each defined by function.                                       
                       Second, claim 1 recites that "said second wall surface is inclined at an                 
                angle larger than the angle of said first wall surface, with respect to the                     
                horizontal."  This does not imply that either wall surface is flat or                           
                approximately flat.  The claimed angle could refer to the average angle of its                  
                associated, possibly non-planar, surface area.  It is possible that a part of the               
                surface 68 in Brahmbhatt with a constantly varying angle could be a wall                        
                surface.  Nevertheless, the requirement that the first and second wall                          
                surfaces have different angles implies the existence of an identifiable,                        
                physical transition between them, although it need not be abrupt.  Thus, it is                  


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