PcoesE244.bin
  2, nVT = # of Variables Total. The orders are:
  4,  4,
  N, Domain of X( 1):
  0,   -1.000000000000
  1,   -0.500000000000
  2,    0.000000000000
  3,    0.500000000000
  4,    1.000000000000
  N, Domain of X( 2):
  0,   -1.000000000000
  1,   -0.500000000000
  2,    0.000000000000
  3,    0.500000000000
  4,    1.000000000000
    25,nCT = # of Coefficints Total. sequence entries:
Seq. #, X1, X2,etc, using the domain values listed above.
     1,  0,  0,
     2,  1,  0,
     3,  2,  0,
     4,  3,  0,
     5,  4,  0,
     6,  0,  1,
     7,  1,  1,
     8,  2,  1,
     9,  3,  1,
    10,  4,  1,
    11,  0,  2,
    12,  1,  2,
    13,  2,  2,
    14,  3,  2,
    15,  4,  2,
    16,  0,  3,
    17,  1,  3,
    18,  2,  3,
    19,  3,  3,
    20,  4,  3,
    21,  0,  4,
    22,  1,  4,
    23,  2,  4,
    24,  3,  4,
    25,  4,  4,

 A(1:nCT) = Coe[1:nCT,1:nCT] * Values(1:nCT)/CoeDiv

The sequence entries above are also the respective orders
  of the polynomial coefficients for synthesizing data.
 X(1:nCT) = Pow[1:nCT,1:nCT] * A(1:nCT)/PowDiv

Run Polyize.exe with WhatNext = -2 to write a .csv version of the .bin file.

   Link: http://ftp.setterholm.com/ExactInversePolynomials/Polyize.zip
Analyst: Jeff Setterholm  Lakeville MN 55044 USA   Monday 2020.04.05

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