Ex Parte 6357595 et al - Page 21



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

                possible for Brahmbhatt's surface 68 to have first and second wall surfaces                     
                defined by the angle between the surface 68 and the horizontal base 20.                         
                                                      (2)                                                       
                       There is no dispute that the ridge 69.1 in Brahmbhatt, which may be                      
                slightly rounded (col. 5, ll. 39-40), corresponds to the claimed "first wall                    
                surface" because clearly it is inclined at an angle and supports an edge of the                 
                component 12.  The most reasonable interpretation is that the first wall                        
                surface (ridge 69.1) extends the vertical length of the ridge 69.1, so the                      
                upper and lower edges of the first wall surface are defined by physical                         
                interruptions at the top and bottom of the ridge 69.1.  The ridge 69.1 has one                  
                angle with respect to the horizontal.  The edge between the first wall surface                  
                and the rest of surface 68 is just to the side of the ridge 69.1 where the                      
                ridge 69.1 ceases to perform the support function.                                              
                       The Examiner finds that the upper portion of the surface 68 near the                     
                vertical surface portion 70 corresponds to the "second wall surface."  It is                    
                not clear where the edge of the second wall surface on surface 68 is located,                   
                because it is not clear where the portion of surface 68 would cease to                          
                perform the function of limiting horizontal movement (if, in fact, it performs                  
                this function).  Since the "angle between the inner surface 68 and the base 20                  
                progressively increases to substantially perpendicular as the junction 66 is                    
                approached" (Brahmbhatt, col. 5, ll. 46-48), a logical location for the edge is                 
                along the vertical line where the surface 70 meets the rest of surface 68.  The                 
                vertical portion 70 of the surface 68 meets the limitation that "said second                    

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