1         STRAIGHT-LINE PROGRAM CODE.

          D(I) DENOTES THE I-TH ENTRY OF THE DATA.


          A(I) DENOTES THE I-TH CONSTANT.
             A( 1) =   1.0000000    


          V(I) DENOTES THE I-TH INTERMEDIATE VALUE.
             V(  1) = A(  1) / D(  1)
             V(  2) = A(  1) / D(  2)
             V(  3) = D(  3) * V(  2)
             V(  4) = V(  3) / D(  1)
             V(  5) =        - V(  4)
             V(  6) = A(  1) / D(  4)
             V(  7) = D(  5) * V(  6)
             V(  8) = V(  7) / D(  2)
             V(  9) =        - V(  8)
             V( 10) = D(  3) * V(  9)
             V( 11) = D(  6) * V(  6)
             V( 12) = V( 10) + V( 11)
             V( 13) = V( 12) / D(  1)
             V( 14) =        - V( 13)
             V( 15) = A(  1) / D(  7)
             V( 16) = D(  8) * V( 15)
             V( 17) = V( 16) / D(  4)
             V( 18) =        - V( 17)
             V( 19) = D(  5) * V( 18)
             V( 20) = D(  9) * V( 15)
             V( 21) = V( 19) + V( 20)
             V( 22) = V( 21) / D(  2)
             V( 23) =        - V( 22)
             V( 24) = D(  3) * V( 23)
             V( 25) = D(  6) * V( 18)
             V( 26) = V( 24) + V( 25)
             V( 27) = D( 10) * V( 15)
             V( 28) = V( 26) + V( 27)
             V( 29) = V( 28) / D(  1)
             V( 30) =        - V( 29)


          THE 10 OUTPUTS ARE
             V(  1)
             V(  2)
             V(  5)
             V(  6)
             V(  9)
             V( 14)
             V( 15)
             V( 18)
             V( 23)
             V( 30)



          THE INITIAL DATA
             D(  1) =   1.0000000    
             D(  2) =   2.0000000    
             D(  3) =   0.0000000    
             D(  4) =   3.0000000    
             D(  5) =   0.0000000    
             D(  6) =   0.0000000    
             D(  7) =   4.0000000    
             D(  8) =   0.0000000    
             D(  9) =   0.0000000    
             D( 10) =   0.0000000    



          THE CHOSEN ERROR-COMPARING VALUE IS WKL



          AT THE INITIAL DATA THE ERROR-COMPARING VALUE EQUALS 
                      0.3536    



          THERE ARE NO CONSTRAINTS.



          THE OUTPUT AT THE INITIAL DATA
             V(  1) =   1.0000000    
             V(  2) =  0.50000000    
             V(  5) =   0.0000000    
             V(  6) =  0.33333333    
             V(  9) =   0.0000000    
             V( 14) =   0.0000000    
             V( 15) =  0.25000000    
             V( 18) =   0.0000000    
             V( 23) =   0.0000000    
             V( 30) =   0.0000000    



          THE STOPPING VALUE IS  0.1000E+05

          APPLY THE MAXIMIZER.

          COLUMN 1 GIVES THE NUMBER OF EVALUATIONS OF THE ERROR-COMPARING VALUE.
          COLUMN 2 GIVES THE CURRENT ERROR-COMPARING VALUE.
             50     0.6429    
            100      1.466    
            150      5.448    
            200      30.85    
            250      436.7    
            300      1433.    



          INSTABILITY LOCATED.
          AFTER  334 EVALUATIONS THE ERROR-COMPARING VALUE EQUALS
                     0.1260E+05



          THE FINAL SET OF DATA
             D(  1) =  0.40576974E-03
             D(  2) =   3.9494268    
             D(  3) =   4.5692190    
             D(  4) =  0.39296980E-03
             D(  5) =   4.1681503    
             D(  6) =   4.8228464    
             D(  7) =   4.4463900    
             D(  8) =  -5.0996420    
             D(  9) =   3.7356839    
             D( 10) =   3.1818888    

          THE CONDITION NUMBER IS   41657.741    



          THE FINAL COMPUTED VALUES
             V(  1)      0.24644519D+04  =   0.10000000D+01 /  0.40576974D-03
             V(  2)      0.25320130D+00  =   0.10000000D+01 /  0.39494268D+01
             V(  3)      0.11569322D+01  =   0.45692190D+01 *  0.25320130D+00
             V(  4)      0.28512037D+04  =   0.11569322D+01 /  0.40576974D-03
             V(  5)     -0.28512037D+04  =                  -  0.28512037D+04
             V(  6)      0.25447248D+04  =   0.10000000D+01 /  0.39296980D-03
             V(  7)      0.10606795D+05  =   0.41681503D+01 *  0.25447248D+04
             V(  8)      0.26856544D+04  =   0.10606795D+05 /  0.39494268D+01
             V(  9)     -0.26856544D+04  =                  -  0.26856544D+04
             V( 10)     -0.12271343D+05  =   0.45692190D+01 * -0.26856544D+04
             V( 11)      0.12272817D+05  =   0.48228464D+01 *  0.25447248D+04
             V( 12)      0.14734905D+01  =  -0.12271343D+05 +  0.12272817D+05
             V( 13)      0.36313463D+04  =   0.14734905D+01 /  0.40576974D-03
             V( 14)     -0.36313463D+04  =                  -  0.36313463D+04
             V( 15)      0.22490155D+00  =   0.10000000D+01 /  0.44463900D+01
             V( 16)     -0.11469174D+01  =  -0.50996420D+01 *  0.22490155D+00
             V( 17)     -0.29185891D+04  =  -0.11469174D+01 /  0.39296980D-03
             V( 18)      0.29185891D+04  =                  - -0.29185891D+04
             V( 19)      0.12165118D+05  =   0.41681503D+01 *  0.29185891D+04
             V( 20)      0.84016109D+00  =   0.37356839D+01 *  0.22490155D+00
             V( 21)      0.12165958D+05  =   0.12165118D+05 +  0.84016109D+00
             V( 22)      0.30804364D+04  =   0.12165958D+05 /  0.39494268D+01
             V( 23)     -0.30804364D+04  =                  -  0.30804364D+04
             V( 24)     -0.14075189D+05  =   0.45692190D+01 * -0.30804364D+04
             V( 25)      0.14075907D+05  =   0.48228464D+01 *  0.29185891D+04
             V( 26)      0.71796239D+00  =  -0.14075189D+05 +  0.14075907D+05
             V( 27)      0.71561172D+00  =   0.31818888D+01 *  0.22490155D+00
             V( 28)      0.14335741D+01  =   0.71796239D+00 +  0.71561172D+00
             V( 29)      0.35329744D+04  =   0.14335741D+01 /  0.40576974D-03
             V( 30)     -0.35329744D+04  =                  -  0.35329744D+04

                                         ROUNDOFF ANALYZER VERSION 07/01/79
