Ex parte TOWNS - Page 3




                    Appeal No. 96-0619                                                                                                                                     
                    Application 08/075,409                                                                                                                                 


                    The term “integral” means something different from “one-piece,” and includes                                                                           
                              both homogenous and separate but joined elements, and [the] broadest reasonable                                                              
                              interpretation of “integral” includes components separate initially, but later joined                                                        
                              together.  In re Miskinyar, [6 F.3d 787,] 28 USPQ2d 1789 (CFAC [sic, Fed. Cir.]                                                              
                                      3                                                                                                                                    
                              1993).                                                                                                                                       
                              Since  the closure of Ochs is formed from two pieces 24, 25 which are                                                                        
                    permanently retained together by the upper portion of threads 28, the closure is therefore                                                             
                    “integrally” formed. [Page 4; footnote added.]                                                                                                         
                              We will not support the examiner’s position.  A prior art reference anticipates the subject                                                  
                    matter of a claim when that reference discloses each and every element set forth in the claim (see                                                     
                    In re Paulsen, 30 F.3d 1475, 1478-79, 31 USPQ2d 1671, 1673 (Fed. Cir. 1994) and In re                                                                  
                    Spada, 911 F.2d 705, 708, 15 USPQ2d 1655, 1657 (Fed. Cir. 1990)).   Here, we find nothing in                                                           
                    Ochs which teaches a closure with an end wall and a generally cylindrical side wall formed                                                             
                    integrally therewith as expressly required by independent claims 1 and 11.                                                                             
                              The examiner considers the members 24, 25 of Ochs to correspond to the claimed closure.                                                      
                    We must point out, however, that the members 24, 25 of Ochs collectively form a “composite                                                             
                    closure 20" (see the sentence bridging columns 4 and 5).  That is, the member 25 of Ochs (the                                                          
                    center portion 33 of which the examiner construes as forming part of the claimed end wall) is an                                                       
                    “insert disk” that is an entirely separate element from the shell 24 (which includes a                                                                 





                              3The examiner’s reliance upon this decision as “case law” in inappropriate inasmuch as it                                                    
                    is an unpublished decision.                                                                                                                            
                                                                                    3                                                                                      





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