SU(3) torelon correlator data
------------------------------------
 Improved anisotropic action:
                  beta =   2.2000
  anisotropy a_s / a_t =   5.0000
             input u_t =   1.0000
             input u_s =   0.7839
 Individual term couplings:
       spatial plaquette    1.9420
      temporal plaquette   23.8677
   spatial 2x1 rectangle   -0.1580
       2s x 1t rectangle   -2.4276
       2t x 1s rectangle    0.0000
 Lattice size (10 x 10 x 5) x 50
------------------------------------
 Configuration updating parameters:
                               number of bins 2400
               number of measurements per bin   50
       number of updates between measurements   10
 number of Cabibbo-Marinari sweeps per update    1
  number of over-relaxation sweeps per update    4
------------------------------------
        APE fuzzing parameters:
     Smearing scheme:       alpha =   0.2000
           initial fuzzing levels = 2
      increment in fuzzing levels = 2
               number of fuzzings = 4
------------------------------------
           CORRELATOR information: 
        Maximum time separation measured   16
        Number of torelon momenta to use   6
              (px,py) =   ( 0, 0 )
              (px,py) =   ( 0, 1 )
              (px,py) =   ( 0, 2 )
              (px,py) =   ( 1, 1 )
              (px,py) =   ( 1, 2 )
              (px,py) =   ( 2, 2 )
        Optimized on time slices 1/0 
------------------------------------

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


       Computation of the Renormalization of the Anisotropy
       ----------------------------------------------------

  Continuum dispersion relation 

  Correlators fit using 2 exponential(s)

          Momenta orientations included in fit:

      (px,py)    t_start  t_stop

       (0,0)        0       12
       (0,1)        0       13
       (0,2)        0       12
       (1,1)        0       12
       (1,2)        0       10
       (2,2)        0        9

    Chi-square per degree of freedom =   0.934004
                  Goodness of fit  Q =   0.612642


                 Z_xi = 0.9541(77)

                 Z_xi:
                 ----

         best =     0.95412122
   plus_error =     0.00777714
  minus_error =    -0.00762225

     boot_avg =     0.95421728
     boot_med =     0.95394420
     boot_upp =     0.96189836
     boot_low =     0.94649897


               1/Z_xi = 1.0481(85)

             1 / Z_xi:
             --------

         best =     1.04808485
   plus_error =     0.00842327
  minus_error =    -0.00850643

     boot_avg =     1.04804603
     boot_med =     1.04827935
     boot_upp =     1.05650812
     boot_low =     1.03957843


                E_0 = 0.2907(28)

                  E_0:
                  ---

         best =     0.29065835
   plus_error =     0.00280153
  minus_error =    -0.00282520

     boot_avg =     0.29067080
     boot_med =     0.29067990
     boot_upp =     0.29345988
     boot_low =     0.28783315


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

    (px,py)    a_t E(px,py)

     (0,0)       0.38282(92)
     (0,1)       0.40484(73)
     (0,2)       0.46469(93)
     (1,1)       0.42572(70)
     (1,2)       0.4830(11)
     (2,2)       0.5342(17)