  **** 4-example_score_57.yie ****


  Total primaries run:            5000

    Total weight of the primaries run:   5000.00000    


  Detector n:            1   YieAng    
     (User norm:          1.00000000      
      sigma:              1.00000000      mb
      distr. scored:         209    ,
      from reg.           4  to reg.            5  )
      linear 1st variable (x1) binning from   0.0000E+00 to  3.1416E+00    18 bins ( 1.7453E-01 wide)
      2nd variable (x2) ranges from   0.0000E+00 to  1.0000E+01
      1st variable (x1) is: Laboratory Angle (radians)   
      2nd variable (x2) is: Laboratory Kinetic Energy    
      The scored double differential yield is (normalized per primary particle):
        plain d2 N / d x1 d x2 where x1, x2 are         
        the first and second variables                  
                                                        

      1st variable (x1) differential is a solid angle one

     Tot. response (integrated over x1)  2.6459998E-02  +/-   3.129288     %
     ( --> Tot. response without normaliz.   2.6459998E-02  +/-   3.129288     % )

  **** Double differ. yield as a function of x1 **** ****          (not integrated)                ****


  x1 boundaries:

   3.141593       2.967060       2.792527       2.617994       2.443461    
   2.268928       2.094395       1.919862       1.745329       1.570796    
   1.396263       1.221730       1.047198      0.8726646      0.6981317    
  0.5235988      0.3490658      0.1745329    
  Lowest x1 boundary      :   0.000000    

  Yield (double differ.):

   0.000000     +/-    0.000000     %    0.000000     +/-    0.000000     % 
   0.000000     +/-    0.000000     %    0.000000     +/-    0.000000     % 
  7.7474790E-05 +/-    66.66666     %   2.2292543E-04 +/-    35.35534     % 
  2.8208271E-04 +/-    23.69018     %   3.7810320E-04 +/-    17.67767     % 
  5.8658351E-04 +/-    6.250000     %   8.7987533E-04 +/-    12.58651     % 
  1.3800766E-03 +/-    16.99955     %   2.2163640E-03 +/-    11.40900     % 
  2.8311529E-03 +/-    6.299213     %   3.4863653E-03 +/-    4.222871     % 
  5.9535285E-03 +/-    4.600174     %   9.6788527E-03 +/-    9.427997     % 
  1.6368764E-02 +/-    3.448276     %   2.2628298E-02 +/-    10.61791     % 


  **** Cumulative Yields as a function of x1 **** ****   (integrated over x1, differ. in x2) ****


  x1 boundaries:


   3.141593       2.967060       2.792527       2.617994       2.443461    
   2.268928       2.094395       1.919862       1.745329       1.570796    
   1.396263       1.221730       1.047198      0.8726646      0.6981317    
  0.5235988      0.3490658      0.1745329    
  Lowest x1 boundary      :   0.000000    

  Cumul. Yield:

   0.000000     +/-    0.000000     %    0.000000     +/-    0.000000     % 
   0.000000     +/-    0.000000     %    0.000000     +/-    0.000000     % 
  6.0000006E-05 +/-    66.66666     %   2.6000000E-04 +/-    26.08588     % 
  5.4000015E-04 +/-    15.04451     %   9.4000011E-04 +/-    13.28723     % 
  1.5800000E-03 +/-    6.757646     %   2.5399998E-03 +/-    3.651030     % 
  3.9999997E-03 +/-    7.115125     %   6.1999992E-03 +/-    6.451613     % 
  8.7399986E-03 +/-    5.984758     %   1.1439998E-02 +/-    4.687793     % 
  1.5179997E-02 +/-    3.368069     %   1.9659998E-02 +/-    4.260507     % 
  2.4299998E-02 +/-    3.400980     %   2.6459998E-02 +/-    3.129288     % 

  Detector n:            2   YieAng2   
     (User norm:          1.00000000      
      sigma:              1.00000000      mb
      distr. scored:         218    ,
      from reg.           4  to reg.            5  )
      linear 1st variable (x1) binning from   0.0000E+00 to  3.1416E+00    18 bins ( 1.7453E-01 wide)
      2nd variable (x2) ranges from   0.0000E+00 to  1.0000E+01
      1st variable (x1) is: Laboratory Angle (radians)   
      2nd variable (x2) is: Laboratory Kinetic Energy    
      The scored double differential yield is (normalized per primary particle):
        plain d2 N / d x1 d x2 where x1, x2 are         
        the first and second variables                  
                                                        

      1st variable (x1) differential is a solid angle one

     Tot. response (integrated over x1)  0.1308400      +/-   1.208114     %
     ( --> Tot. response without normaliz.   0.1308400      +/-   1.208114     % )

  **** Double differ. yield as a function of x1 **** ****          (not integrated)                ****


  x1 boundaries:

   3.141593       2.967060       2.792527       2.617994       2.443461    
   2.268928       2.094395       1.919862       1.745329       1.570796    
   1.396263       1.221730       1.047198      0.8726646      0.6981317    
  0.5235988      0.3490658      0.1745329    
  Lowest x1 boundary      :   0.000000    

  Yield (double differ.):

   0.000000     +/-    0.000000     %    0.000000     +/-    0.000000     % 
  4.3209166E-05 +/-    99.00000     %    0.000000     +/-    0.000000     % 
  1.2912464E-04 +/-    54.77225     %   3.3438814E-04 +/-    27.88867     % 
  4.6342157E-04 +/-    8.695653     %   6.6168059E-04 +/-    9.035080     % 
  1.0815134E-03 +/-    14.02792     %   1.5764433E-03 +/-    9.265917     % 
  2.4387655E-03 +/-    14.88089     %   4.9565961E-03 +/-    3.425264     % 
  7.1336138E-03 +/-    6.810780     %   9.8651228E-03 +/-    4.784207     % 
  1.5249947E-02 +/-    1.963976     %   2.5406988E-02 +/-    7.137793     % 
  4.8682962E-02 +/-    2.730643     %   0.7299721     +/-    1.188129     % 


  **** Cumulative Yields as a function of x1 **** ****   (integrated over x1, differ. in x2) ****


  x1 boundaries:


   3.141593       2.967060       2.792527       2.617994       2.443461    
   2.268928       2.094395       1.919862       1.745329       1.570796    
   1.396263       1.221730       1.047198      0.8726646      0.6981317    
  0.5235988      0.3490658      0.1745329    
  Lowest x1 boundary      :   0.000000    

  Cumul. Yield:

   0.000000     +/-    0.000000     %    0.000000     +/-    0.000000     % 
  2.0000010E-05 +/-    99.00000     %   2.0000010E-05 +/-    99.00000     % 
  1.2000002E-04 +/-    40.82483     %   4.2000003E-04 +/-    17.49636     % 
  8.8000030E-04 +/-    7.537782     %   1.5800003E-03 +/-    6.454454     % 
  2.7600001E-03 +/-    3.360006     %   4.4799997E-03 +/-    5.347834     % 
  7.0599993E-03 +/-    6.860556     %   1.1979998E-02 +/-    4.582630     % 
  1.8379997E-02 +/-    4.981729     %   2.6019996E-02 +/-    4.333450     % 
  3.5599995E-02 +/-    3.284235     %   4.7359996E-02 +/-    4.016045     % 
  6.1159994E-02 +/-    3.715068     %   0.1308400     +/-    1.208114     % 
