#
# Minimal weight primitive polynomials over GF(2)
# with leading term between 10000 and 20000.
# These are the values of n, between 10000 and 20000,
# for which the factorization of 2^n-1 is known to me.
# In addition the coefficients/bits (apart from the
# constant and the leading term) are as close to
# the low end as possible.
#.
# Generated by Tom Tkacik, 2019-May-6
#
10007,2891,0
10097,816,0
10169,1448,0
10211,34,24,4,0
10351,58,0
10433,45,0
10967,2081,0
11117,25,18,1,0
11213,19,11,10,0
11581,29,22,5,0
11813,33,28,10,0
12407,2952,0
12451,29,15,10,0
12569,743,0
13489,240,0
14093,51,42,35,0
14209,757,0
14263,5985,0
14377,841,0
14561,713,0
14621,10,9,8,0
14834,1667,0
14971,33,18,7,0
15409,5259,0
16129,79,0
17029,36,10,4,0
17587,37,35,24,0
17603,42,20,4,0
17683,38,33,14,0
17698,511,0
17917,36,34,20,0
18527,2103,0
19121,2493,0
19937,881,0