Donald L. Walford - Page 31

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          Inflation by Ibbotson Associates, Mr. Howell applied an equity              
          risk premium of 7.6 percent for 1980, resulting in a discount               
          rate of 18.96 percent.                                                      
               After reviewing the expert reports and testimony, as well as           
          our opinion in Gianaris, we feel that it is appropriate to apply            
          an 11.5-percent discount rate despite the fact that a more                  
          realistic rate is 15 percent.  This is consistent with our                  
          approach in Gianaris.                                                       
                    7.   Analysis                                                     
               On the basis of the undisputed assumptions in the PPM and              
          our findings above (including application of a discount rate of             
          11.5 percent),19 we have calculated the net present values, as of           
          1980, of Sav-Fuel’s up-front payments and net receipts (taking              
          into account further payments to Nisona and all other fees).20              


               19Again, we note that we have made certain assumptions most            
          favorable to petitioner and that using more realistic assumptions           
          and figures would result in a significantly lower net present               
          value.  See, e.g., Gianaris v. Commissioner, T.C. Memo. 1992-642.           
               20In Gianaris v. Commissioner, supra at n.7, we explained              
          the determination of present value as follows:                              
                    To determine the present value of a single future                 
               payment, the amount of that payment is divided by the                  
               sum (1 + i)n, where i equals the appropriate interest                  
               (discount) rate and n equals the number of periods                     
               (amount of time) to be taken into account.  PV = CF /                  
               (1 + i)n.  (CF stands for “cash flow”.)                                
          We explained the determination of net present value as follows:             
          “At a given interest (discount) rate, NPV = CF0 + CF1 /(1+i)1 +             
          CF2 /(1+i)2 + * * * + CFn /(i +1)n.”  Id. at n.8.                           





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