CRAGG et al. V. MARTIN V. FOGARTY et al. - Page 86




          Interference No. 104,192                                                    
          Cragg v. Martin v. Fogarty                                                  

          pieces don’t have to be connected to each other before                      
          properly being referred to as portions of the same puzzle.                  
          Cragg has not made any meaningful showing that the word                     
          “portion” as is ordinarily used in the English language                     
          requires an actual physical attachment.  Nor has Cragg argued               
          that its specification has specially defined the word                       
          “portion” in a manner different from its ordinary usage in the              
          English language.  Indeed, Cragg even cites to Merriam                      
          Webster’s Collegiate Dictionary, 10  Ed. (1994) in its briefth                                       
          at final hearing for the meaning of “portion,” which states:                
          “part of something.”  Note that “part of something” can be                  
          conceptual and does not necessarily require a physical                      
          connection at all times.  Moreover, we note that even Cragg’s               
          so called “portions” are not physically connected at all                    
          times; indisputably, they have to be preassembled prior to                  
          introduction into the patient.                                              
               Alternatively, our decision on preliminary motion held                 
          that even assuming that the “unitary” feature argued by Cragg               
          is included in all of Cragg’s claims corresponding to the                   
          count, Fogarty’s claim 41 still would have rendered obvious                 
          Cragg’s claimed invention such as Cragg’s claim 59.                         
               Cragg argues (Br. at 18):                                              
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