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          Winn-Dixie's NYSE price on the valuation date in determining the            
          fair market value of ADDI&C's Winn-Dixie stock and its net asset            
          value on that date.  He arrived at that percentage discount based           
          on the Black-Scholes options pricing model (Black-Scholes model),           
          which is used to calculate the cost of a call or put option.  Mr.           
          Howard used the Black-Scholes model to value a put option, which            
          gives the holder the right to sell a specified asset at a                   
          specified price on (or before) a specified date.  Mr. Howard                
          explained in his rebuttal report that the cost of a put option can          
          be used to determine the cost of "locking-in" the price of a stock          
          when the future price of that stock cannot be known with                    
          certainty.  Mr. Howard determined that the Black-Scholes model was          
          a good measure of the discount associated with ADDI&C's exposure            
          to the market risk that the NYSE price of its Winn-Dixie stock              
          would have fallen during the 5-to-6 month period that would have            
          been required to sell that stock under the dribble-out method.              
              Mr. Howard explained in his rebuttal report that the Black-             
          Scholes model takes into account the following variables in                 
          arriving at the value of an option:  (1) Current stock price per            
          share, (2) exercise price per share, (3) time to maturity, (4)              
          risk-free interest rate, (5) volatility, and (6) continuous                 
          dividend yield.  Using the Black-Scholes model, Mr. Howard                  
          calculated that the cost of a 3-month put option on Winn-Dixie              
          stock as of the valuation date would be $3.37, or 4.9 percent of            
          Winn-Dixie's NYSE price on that date.                                       
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