D-type function number 1
of the class with the following parameters:
    problem dimension      = 2;
    number of local minima = 10;
    global minimum value   = -1.000000;
    radius of the g.m.attraction region = 0.333333;
    distance from the paraboloid vertex to the global minimizer = 0.666667.

Local minimizers:
  f[1] = f( -0.763  0.597) =   0.000;  rho[1] =   0.330.
  f[2] = f( -0.136  0.824) =  -1.000;  rho[2] =   0.333.
  f[3] = f(  0.497 -0.939) =   0.655;  rho[3] =   0.677.
  f[4] = f(  0.713  0.628) =   1.877;  rho[4] =   0.076.
  f[5] = f( -0.517 -0.605) =   0.933;  rho[5] =   0.135.
  f[6] = f( -0.999 -0.460) =  -0.044;  rho[6] =   0.364.
  f[7] = f(  0.582  0.550) =   1.529;  rho[7] =   0.076.
  f[8] = f( -0.474 -0.911) =   1.541;  rho[8] =   0.171.
  f[9] = f(  0.974 -0.021) =   1.586;  rho[9] =   0.348.
  f[10] = f( -0.244 -0.588) =   1.080;  rho[10] =   0.135.


There is one global minimizer.
The number of the global minimizer is: 2