OKAJIMA V. BOURDEAU - Page 17




          median plane” have different meanings, both planes pass                     
          through the center of the heel, and as a practical matter, if               
          a pivot is offset from one plane it is also offset from the                 
          other plane, and that the exact location of the offset of the               
          pivot would be a matter of routine optimization and obvious to              
          one with ordinary skill.                                                    
               The problem with Bourdeau’s new argument made in its                   
          reply and at final hearing is that Okajima had no meaningful                
          opportunity to present evidence to respond to the new                       
          argument.  Okajima might have demonstrated that an offset from              
          one reference plane does not equate to an offset from the                   
          other reference plane, or that an optimized angle from one                  
          reference plane may not be an optimized angle with respect to               
          the other reference plane.  The new argument was not raised in              
          Bourdeau’s original motion or in Bourdeau’s principal brief.                
          Since Okajima has had no meaningful opportunity to rebut the                
          newly presented argument made by Bourdeau in its reply brief                
          and at final hearing, we decline to consider the argument on                
          its merits or to express any views as to its soundness.                     
               For the foregoing reasons, Bourdeau has failed to                      
          demonstrate that Bourdeau’s preliminary motion 2 to designate               
          Okajima’s claims 18-20 as corresponding to the count was                    
          improperly denied.                                                          

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