# # 100 'random' degree-32 binary primitive polynomials # as hexadecimal numbers with leading coefficient omitted (!) # # The polynomials are those given in rand32-primpoly.txt #. # Generated by Joerg Arndt, 2005-February-12 # 0x9a743f93UL 0x85640defUL 0xad90d77fUL 0xf5929c15UL 0xcb6c2743UL 0xc5df469fUL 0xbcae95b1UL 0x8fa999e9UL 0xdb19f7c9UL 0xc72c7061UL 0xfd6e4507UL 0xb7602b21UL 0xf535fcffUL 0xbda7ac7fUL 0x99db510bUL 0xc5d379dbUL 0xf46fadf3UL 0xccdc0ef9UL 0xb9802fb3UL 0xa860c193UL 0x88047c4bUL 0xc3c30953UL 0xd85632d9UL 0xf05ae1c5UL 0xa8d93395UL 0xc836dc9fUL 0xdd22d287UL 0x86eb1305UL 0xb83953c5UL 0xce9f3cd3UL 0xc41ea839UL 0xafd2450dUL 0xd185e87fUL 0xa83c57cfUL 0xfe901a71UL 0x9742063bUL 0xd371e6d7UL 0xb199e56dUL 0xf19f078dUL 0x9e603dcfUL 0xd05d33cfUL 0xd0815b7dUL 0xe170570fUL 0xc39c3005UL 0xcca1a787UL 0x963fe763UL 0xd371aa97UL 0x91381f9dUL 0x8b05a43bUL 0x90a2042bUL 0xb4989df5UL 0xc80a8cbbUL 0x99f7da35UL 0xe652242bUL 0x97746f0bUL 0xa6c251c5UL 0x8fa0963dUL 0xb8689a3bUL 0xb33b739dUL 0xcd9e0381UL 0xad1a2769UL 0x9dd739bfUL 0xfdd8a02fUL 0xa02c9d8bUL 0x9ef25a1dUL 0xf1a3a3dfUL 0xde9d905bUL 0x816efe1bUL 0x8a51d567UL 0x93dfe82fUL 0xb1198387UL 0xc3d22d63UL 0xa0a2ff6bUL 0xa577632bUL 0xbf34eb33UL 0x9e9017f1UL 0x9a9167f5UL 0x9a795537UL 0xe3386d25UL 0xa0575abfUL 0x8d3ef13fUL 0xb93a2131UL 0xdfc9badbUL 0xa8c803d1UL 0xe1e16693UL 0xc109e647UL 0xc5c3fb85UL 0xd7a01c91UL 0xd90086c9UL 0xadae2499UL 0xc9b05a79UL 0x8e94a031UL 0x8ee21389UL 0x9c8d8dffUL 0xbbd04a4bUL 0xd037178bUL 0xf5a1446dUL 0xa88ecee1UL 0xf8fc9c75UL 0xaf78079dUL