subtract 100p^2q^2 - 20pq + 3 from -100p^2q^2 - pq - 8
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while if y is odd, then x 2 == 5 (mod 8); neither congruence for x 2 is ... Then n = pq 12 = y 2af3(a2 - f32). ... 2.12(b).4c2 = (2p)2 + (2q) 2, so that (2p)2 is an integer. ... 2. 5 4 (1, 100, - 80).
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