[For each reflection in the masked file, the computer will combine the maximum amplitude with an average of amplitude weighted phases contained in the window. A list of the new reflections (H,K,AMP,PHASE) will be printed out. An 8x8 matrix contains all reflections.]
.INTERPOLATING FACTOR, REPEATING FACTOR: 2,4
[Enter factor NINTER (factor of two) by which the
inversely transformed output matrix has to be
interpolated. This is done by using a Fourier matrix that is
larger in both directions, by a factor of NINTER, than is
needed to contain the reflection orders.
As the second input, enter the factor NREP by which the unit cell has to be repeated in the transformed output matrix. Repeating is done by interspacing the reflections with zeros. For instance, a repeating factor of 4 will produce a transform having three coefficients between successive reflections, and will result in a 4x4 repeated unit cell in the transformed output image.]
.OUTPUT FILE: OUT001
[Enter the name of the file where the (reduced) output
Fourier is to be put. The final dimensions of this file
are, in both directions:
NDIM * NINTER * NREP (in our example)= 8 * 2 * 4 = 64 ]