C06PYF Example Program Results Original data values x(i,j,k) for i = 1 Real 1.541 0.161 1.989 0.037 Real 0.346 1.907 0.001 1.915 Real 1.754 0.042 1.991 0.151 x(i,j,k) for i = 2 Real 0.584 1.004 1.408 0.252 Real 1.284 1.137 0.467 1.834 Real 0.855 0.725 1.647 0.096 x(i,j,k) for i = 3 Real 0.010 1.844 0.452 1.154 Real 1.960 0.240 1.424 0.987 Real 0.089 1.660 0.708 0.872 Components of discrete Fourier transform y(i,j,k) for i = 1 Real 5.755 -0.277 0.415 -0.277 Imag 0.000 -0.237 0.000 0.237 Real -0.268 0.109 0.175 -0.688 Imag -0.420 -0.756 0.871 -0.210 Real -0.268 -0.688 0.175 0.109 Imag 0.420 0.210 -0.871 0.756 y(i,j,k) for i = 2 Real 0.081 0.060 0.645 0.047 Imag 0.015 0.156 -0.478 -0.077 Real 0.038 -0.275 1.585 0.201 Imag 0.198 0.295 0.616 0.061 Real 0.067 0.280 -0.113 -0.128 Imag -0.122 0.012 -1.555 -0.117 Original sequence as restored by inverse transform x(i,j,k) for i = 1 Real 1.541 0.161 1.989 0.037 Real 0.346 1.907 0.001 1.915 Real 1.754 0.042 1.991 0.151 x(i,j,k) for i = 2 Real 0.584 1.004 1.408 0.252 Real 1.284 1.137 0.467 1.834 Real 0.855 0.725 1.647 0.096 x(i,j,k) for i = 3 Real 0.010 1.844 0.452 1.154 Real 1.960 0.240 1.424 0.987 Real 0.089 1.660 0.708 0.872