Figure 4

 mod   dif  dif                mod  dif  dif

  32    1    2                  32   1    2

   0                             0
        21                           21
   21         0                 21        8
        21                           29
   10         0                 18        8
        21                           37
   31         0                 23        8
        21                           45
   20                            4

  multiplier  A =  1             multiplier  A = 9
  constant,   C = 21             constant    C = 21

Figure 4 shows two different Ax + C MOD 32 number
sequences with a potency of 1.  Differencing
techniques are used to determine what polynomial would
duplicate these sequences. For the first sequence the
formula would be:

x = ( n*21 ) mod 32
n = 0, 1, 2, ...

For the second sequence the formula is

x = ( ( n*(17 + n*4 ) ) mod 32
n = 0, 1, 2, ...