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

    Spatial orientations included in fit:

                 fuzzing   t_start   t_stop

      V(8,0)      1         0        12
      V(10,0)      1         0        12
      V(12,0)      1         0        12
      V(14,0)      1         0        12
      V(16,0)      1         0        12
      V(18,0)      1         0        12
      V(20,0)      1         0        12
      V(22,0)      1         0        12
      V(24,0)      1         0        12
      V(26,0)      1         0        12
      V(28,0)      1         0        12


    Fitting function:

      V(R) = V0 + sigma * R



    Chi-square per degree of freedom =   0.981585
                  Goodness of fit  Q =   0.536139


     a_s * a_t * string_tension:     0.030307(62)
     --------------------------

         best =     0.03030657
   plus_error =     0.00005681
  minus_error =    -0.00006663

     boot_avg =     0.03030206
     boot_med =     0.03030268
     boot_upp =     0.03036338
     boot_low =     0.03023993


     1/ (a_s * a_t * inv_string_tension):     32.996(67)
     --------------------------

         best =    32.99614671
   plus_error =     0.07240781
  minus_error =    -0.06201435

     boot_avg =    33.00120666
     boot_med =    33.00038693
     boot_upp =    33.06855452
     boot_low =    32.93413237


     additive constant a_t * V0:     0.04389(45)
     --------------------------

         best =     0.04388739
   plus_error =     0.00044978
  minus_error =    -0.00044675

     boot_avg =     0.04390381
     boot_med =     0.04387466
     boot_upp =     0.04433717
     boot_low =     0.04344064


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

     a_t V(8,0)  =  0.28634(12)     
     a_t V(10,0)  =  0.34695(24)     
     a_t V(12,0)  =  0.40757(42)     
     a_t V(14,0)  =  0.46818(58)     
     a_t V(16,0)  =  0.52879(74)     
     a_t V(18,0)  =  0.58941(88)     
     a_t V(20,0)  =  0.6500(10)      
     a_t V(22,0)  =  0.7106(12)      
     a_t V(24,0)  =  0.7712(13)      
     a_t V(26,0)  =  0.8319(15)      
     a_t V(28,0)  =  0.8925(16)