###################################################################


         Computation of String Tension
         -----------------------------

    Spatial orientations included in fit:

                 fuzzing   t_start   t_stop

      V(6,0)      1         0        10
      V(7,0)      1         0        10
      V(8,0)      1         0        12
      V(9,0)      1         0        12
      V(10,0)      1         0        12
      V(11,0)      1         0        12
      V(12,0)      1         0        12
      V(13,0)      1         0        12
      V(14,0)      1         0         9


    Fitting function:

      V(R) = V0 + sigma * R



    Chi-square per degree of freedom =   1.196815
                  Goodness of fit  Q =   0.109300


     a_s * a_t * string_tension:     0.05235(12)
     --------------------------

         best =     0.05234955
   plus_error =     0.00012069
  minus_error =    -0.00012813

     boot_avg =     0.05234651
     boot_med =     0.05235121
     boot_upp =     0.05247024
     boot_low =     0.05222142


     1/ (a_s * a_t * inv_string_tension):     19.102(45)
     --------------------------

         best =    19.10236135
   plus_error =     0.04593910
  minus_error =    -0.04419505

     boot_avg =    19.10358162
     boot_med =    19.10175436
     boot_upp =    19.14830046
     boot_low =    19.05816631


     additive constant a_t * V0:     0.01968(71)
     --------------------------

         best =     0.01967912
   plus_error =     0.00074633
  minus_error =    -0.00067660

     boot_avg =     0.01968839
     boot_med =     0.01964193
     boot_upp =     0.02042545
     boot_low =     0.01900252


    Some other details of the fit:
    -----------------------------

     a_t V(6,0)  =  0.33378(22)     
     a_t V(7,0)  =  0.38613(30)     
     a_t V(8,0)  =  0.43848(39)     
     a_t V(9,0)  =  0.49083(50)     
     a_t V(10,0)  =  0.54317(62)     
     a_t V(11,0)  =  0.59552(74)     
     a_t V(12,0)  =  0.64787(88)     
     a_t V(13,0)  =  0.7002(10)      
     a_t V(14,0)  =  0.7526(11)