Ex parte PEYRET - Page 3




          Appeal No. 97-3256                                                          
          Application 08/280,012                                                      


               b) the central computer further comprises:                             

                    - means for counting periods of time including a                  
          period of time Ta35 defined by the answering deadline t3 and by             
          the answer forwarding instant t5, and                                       

                    a period of time Ta15 defined by the instant t1 of                
          transmission of the message and the answer forwarding instant t5,           
                    - computation and checking means, the computation and             
          checking means including                                                    
                    means for verifying the relationship (1) Tr25 ™ Ta35,             
          and                                                                         
                    means for verifying the relationship (2) Tr12 + Tr25 =            
          Ta15 ± tolerance values, the verifying means (2) defining means             
          for verifying that an oscillation frequency used by the games               
          machine counting means has not been decelerated and subsequently            
          accelerated during the period of time Ta15,                                 
                    and the computation and checking means rejecting the              
          answers when the relationships (1) and (2) are not verified.                
          The examiner relies on the following reference:                             
          Audebert et al. (Audebert)    5,073,931          Dec. 17, 1991              
          Claims 1-3 and 5-15 stand alternatively rejected under 35                   
          U.S.C. § 102(b) as anticipated by Audebert or under 35 U.S.C.               
          § 103 as obvious over Audebert.                                             







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