Let FN(x)F_N(x) be the NN-th order Fibonacci polynomial over GF(2)GF(2). I conjecture that F6M+3(x)=(x2+1)G12(x)...GK2(x)F_{6M+3}(x)=(x^2+1)G^2_1(x)...G^2_K(x) where Gk(x)G_k(x) are distinct irreducible factors. Example: ...