beta(1) =  3.84107
beta(2) =  0.348583
beta(3) =  0.18894
beta(4) =  1.78069
beta(5) =  4.06695
b = -8.81136


Gram Matrix: 
    1.0000    0.8091    0.8239    0.7354    0.7543
    0.8091    1.0000    0.9259    0.8039    0.8572
    0.8239    0.9259    1.0000    0.9192    0.9388
    0.7354    0.8039    0.9192    1.0000    0.9871
    0.7543    0.8572    0.9388    0.9871    1.0000

Covariance Matrix:
    0.0882   -0.0185   -0.0085    0.0113    0.0307    0.0259
   -0.0185    0.0110   -0.0015   -0.0046   -0.0106   -0.0099
   -0.0085   -0.0015    0.0070    0.0027   -0.0022   -0.0005
    0.0113   -0.0046    0.0027    0.0040    0.0046    0.0047
    0.0307   -0.0106   -0.0022    0.0046    0.0134    0.0117
    0.0259   -0.0099   -0.0005    0.0047    0.0117    0.0105

U =

   -0.5316    0.1888   -0.6826   -0.4292   -0.1780
   -0.0032   -0.8762    0.0615   -0.3398   -0.3361
    0.2470   -0.3550   -0.6864    0.5148    0.2770
    0.6014    0.2604   -0.2090    0.0030   -0.7258
    0.5429    0.0527   -0.1243   -0.6597    0.5018



S =

    0.0352         0         0         0         0
         0    0.0090         0         0         0
         0         0    0.0015         0         0
         0         0         0    0.0001         0
         0         0         0         0    0.0000


V =

   -0.5316    0.1888   -0.6826   -0.4292   -0.1780
   -0.0032   -0.8762    0.0615   -0.3398   -0.3361
    0.2470   -0.3550   -0.6864    0.5148    0.2770
    0.6014    0.2604   -0.2090    0.0030   -0.7258
    0.5429    0.0527   -0.1243   -0.6597    0.5018


S after 1/wi (setting large values to zero).
Sinv =

  1.0e+004 *

    0.0028         0         0         0         0
         0    0.0111         0         0         0
         0         0    0.0682         0         0
         0         0         0    1.2046         0
         0         0         0         0         0