Ex parte CRAGUN et al. - Page 8




          Appeal No. 95-1296                                                          
          Application 08/073,257                                                      


          [column 1, lines 18-21].  Fitzgerald not only suggests that there           
          are different types of tolerances such as linear and angular, but           
          also that the tolerances associated with such a model are                   
          selected from standards published by the American Society of                
          Mechanical Engineers.  Thus, Fitzgerald would have suggested to             
          the artisan the obviousness of selecting and placing any of the             
          various types of tolerances which were typically placed on models           
          on the models of Fitzgerald.  In other words, it would have been            
          obvious that any tolerances which could be selected in the prior            
          art models were also selectable for the Fitzgerald models.  Thus,           
          we disagree with appellants’ argument that Fitzgerald teaches               
          that only a single type of tolerance is selected.                           
          With respect to claim 10, appellants argue that                             
          Fitzgerald does not teach the step of “defining a face” nor the             
          step of “linking” [brief, pages 8-10].  With respect to the                 
          former step, we fail to see how the faces of the solid object in            
          Fitzgerald, which are stored in memory with respect to a local              
          coordinate system [note FIG. 10A, box 110], can be stored without           
          defining their mathematical relationship to the datums of the               
          coordinate system.  In other words, the faces of the solid object           
          in Fitzgerald are clearly stored in memory in the form of a                 
          mathematical relationship to a local coordinate system.                     

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