******* Eigenvalues for the 3+1 transverse lattice  *******
Couplings:  m^2, G^2 N, t/a^2, la_1/a^2, la_2/a^2
             0     1       2      3         4    
           la_3/a^2, la_4/a^2, la_5/a^2, tau     
             5        6         7         8      
 0.032492 1 0.559433 -0.057116 -0.217486 18.311338 0.107185 2.736781 -1.135574
Overall scale G^2 N/sigma = 8.002241
For heavy sources, K<0, divide above by sqrt(G^2 N).
Winding ( 0 0) spectra using (n,K,p) = ( 0 0,-34/2,4) 
 ( 0 0,-34/2,4) ( 0 0,-34/2,4) ( 0 0,-34/2,4) ( 0 0,-34/2,4) 
 ( 0 0,-34/2,2) ( 0 0,-34/2,2) ( 0 0,-34/2,2) ( 0 0,-34/2,2) 
 ( 0 0,-34/2,2) ( 0 0,-44/2,4) ( 0 0,-44/2,4) ( 0 0,-44/2,4) 
 ( 0 0,-44/2,4) ( 0 0,-44/2,4) ( 0 0,-44/2,2) ( 0 0,-44/2,2) 
 ( 0 0,-44/2,2) ( 0 0,-44/2,2) ( 0 0,-44/2,2) ( 0 0,-58/2,2) 
 ( 0 0,-58/2,2) ( 0 0,-58/2,2) ( 0 0,-58/2,2) ( 0 0,-58/2,2) 
 ( 0 0,-80/2,2) ( 0 0,-80/2,2) ( 0 0,-80/2,2) ( 0 0,-80/2,2) 
 ( 0 0,-80/2,2) 
 with multi=3 & 3.
Winding ( 1 0) spectra using (n,K,p) = ( 1 0,-17/2,5) 
 ( 1 0,-17/2,5) ( 1 0,-17/2,5) ( 1 0,-17/2,5) ( 1 0,-17/2,5) 
 ( 1 0,-17/2,3) ( 1 0,-17/2,3) ( 1 0,-17/2,3) ( 1 0,-17/2,3) 
 ( 1 0,-17/2,3) ( 1 0,-19/2,5) ( 1 0,-19/2,5) ( 1 0,-19/2,5) 
 ( 1 0,-19/2,5) ( 1 0,-19/2,5) ( 1 0,-19/2,3) ( 1 0,-19/2,3) 
 ( 1 0,-19/2,3) ( 1 0,-19/2,3) ( 1 0,-19/2,3) ( 1 0,-43/2,3) 
 ( 1 0,-43/2,3) ( 1 0,-43/2,3) ( 1 0,-43/2,3) ( 1 0,-65/2,3) 
 ( 1 0,-65/2,3) ( 1 0,-65/2,3) ( 1 0,-65/2,3) ( 1 0,-65/2,3) 
 ( 1 0,-65/2,3) 
 with multi=15 & 15.
Winding ( 1 1) spectra using (n,K,p) = ( 1 1,-30/2,4) 
 ( 1 1,-30/2,4) ( 1 1,-30/2,4) ( 1 1,-30/2,4) ( 1 1,-30/2,4) 
 ( 1 1,-30/2,2) ( 1 1,-30/2,2) ( 1 1,-30/2,2) ( 1 1,-30/2,2) 
 ( 1 1,-30/2,2) ( 1 1,-36/2,4) ( 1 1,-36/2,4) ( 1 1,-36/2,4) 
 ( 1 1,-36/2,4) ( 1 1,-36/2,4) ( 1 1,-36/2,2) ( 1 1,-36/2,2) 
 ( 1 1,-36/2,2) ( 1 1,-36/2,2) ( 1 1,-36/2,2) ( 1 1,-50/2,2) 
 ( 1 1,-50/2,2) ( 1 1,-50/2,2) ( 1 1,-50/2,2) ( 1 1,-50/2,2) 
 ( 1 1,-80/2,2) ( 1 1,-80/2,2) ( 1 1,-80/2,2) ( 1 1,-80/2,2) 
 ( 1 1,-80/2,2) 
 with multi=17 & 17.
Orientation symmetry indefinite
Heavy sources, K_max =  2.000000 4.000000 6.000000 8.000000 10.000000 2.000000 4.000000 6.000000 8.000000 10.000000 2.000000 4.000000 6.000000 8.000000 10.000000 2.000000 4.000000 6.000000 8.000000 10.000000 2.000000 4.000000 6.000000 8.000000 10.000000 2.000000 4.000000 6.000000 8.000000 10.000000
Result format:  winding number then momenta (or separation)
 then spectra in units of the string tension

0 0 
 0.000000e+00
  -2.19575542793037e+00
 9.000000e-01
  -1.25145357551100e+00
 1.800000e+00
  -5.37684517690190e-01
 2.700000e+00
   1.14117175291013e-01
 3.600000e+00
   7.05284805827910e-01
 4.500000e+00
   1.30770425816978e+00
 5.400000e+00
   1.89254610855872e+00
 6.300000e+00
   2.48410185414807e+00
 7.200000e+00
   3.09825160935062e+00
 8.100000e+00
   3.70817217883693e+00
 9.000000e+00
   4.32826339092430e+00

1 0 
 0.000000e+00
  -4.06941739729849e-01
 9.000000e-01
  -8.37205890477755e-02
 1.800000e+00
   3.80657726367240e-01
 2.700000e+00
   8.60735544123621e-01
 3.600000e+00
   1.33270422966967e+00
 4.500000e+00
   1.77176884269005e+00
 5.400000e+00
   2.10256752282800e+00
 6.300000e+00
   2.20949038877857e+00
 7.200000e+00
   2.18376362169735e+00
 8.100000e+00
   2.12501750375608e+00
 9.000000e+00
   2.06581823486578e+00

1 1 
 0.000000e+00
   1.23489665678185e+00
 9.000000e-01
   1.34311575785085e+00
 1.800000e+00
   1.61656069312101e+00
 2.700000e+00
   1.98723328603963e+00
 3.600000e+00
   2.42002558788197e+00
 4.500000e+00
   2.89912954157376e+00
 5.400000e+00
   3.41459423781840e+00
 6.300000e+00
   3.94539893740951e+00
 7.200000e+00
   4.45562840078848e+00
 8.100000e+00
   4.90112486742875e+00
 9.000000e+00
   5.24820158487209e+00