# Diffie-Hellman group (512 bits)
# p = 2*q + 1 where p,q are both prime, and 2 modulo p generates a group of order q
p = 0x1ed344181da88cae8dc37a08feae447ba3da7f788d271953299e5f093df7aaca987c9f653ed7e43bad576cc5d22290f61f32680736be4144642f8bea6f5bf55ef
q = 0xf69a20c0ed4465746e1bd047f57223dd1ed3fbc46938ca994cf2f849efbd5654c3e4fb29f6bf21dd6abb662e911487b0f9934039b5f20a23217c5f537adfaaf7
g = 2