Ex Parte Howlett-Campanella - Page 6




               Appeal No. 2005-1953                                                                     Page 6                  
               Application No. 09/765,533                                                                                       


                        Appellant argues “a review of the figures of the provisional and non-provisional                        
                applications clearly show the circular indicia identified by markers 54, 56, and 58 as                          
                well as the plurality of rectangles separated into six non-overlapping sets (e.g., FIG. 8                       
                shows rectangles (unnumbered) with 90 degree corners and sides formed by the                                    
                intersections of broken lines 30, 32, 48 et al with each other and with the edge of the                         
                mat).”  (Reply Brief filed February 11, 2004, p. 2).  Appellant relies on a “marked up”                         
                figure 8 (a new drawing submitted after the original application was filed) to show the                         
                features of claim 23.  Specifically Appellant states:                                                           
                        A marked up version of FIG. 8 (with the lines forming the sides of the                                  
                        rectangles completed in phantom) has been provided for the purpose of                                   
                        providing clarity and is attached hereto in the Appendix as Exhibit "A". As                             
                        seen in the marked-up figure, a first center line 32 is positioned on the                               
                        upper surface of the mat. A second center line 30 is positioned on the                                  
                        upper surface of the mat orthogonal with respect to the first center line                               
                        32. The second center line 30 intersects the first center line 32. A                                    
                        plurality of first lines are shown parallel to the first center line 32.                                
                        A plurality of second lines are shown parallel to the second center line                                
                        30.                                                                                                     
                        The first center line 32, the second center line 30, and the plurality of                               
                        first lines and the plurality of second lines provide a plurality of                                    
                        rectangles on the mat which are separated into six (A, B, C, D, E, F)                                   
                        non-overlapping sets of four quadrants (I, II, Ill, IV) which define a unit                             
                        area on opposing sides of the second center line. The 90 degree corners                                 
                        and sides of the rectangles/quadrants are formed by the intersections of                                
                        broken lines 30, 32, 48 et al with each other and with the edge of the                                  
                        mat.                                                                                                    
                        Each set of the four quadrants (I, II, III, IV) has a center point. The                                 
                        figure also shows a plurality of markers and that a single marker is                                    
                        located on selected intersections of the plurality of second lines with the                             
                        plurality of first lines and at each center point of each set of four                                   
                        quadrants.                                                                                              
                        (Reply Brief, filed February 11, 2004 page 22)                                                          







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