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Make mp_unsafe_mod_integer not be unsafe.
I've moved it from mpunsafe.c into the main mpint.c, and renamed it mp_mod_known_integer, because now it manages to avoid leaking information about the mp_int you give it. It can still potentially leak information about the small _modulus_ integer - hence the word 'known' in the new function name. This won't be a problem in any existing use of the function, because it's used during prime generation to check divisibility by all the small primes, and optionally also check for residue 1 mod the RSA public exponent. But all those values are well known and not secret. This removes one source of side-channel leakage from prime generation.
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@ -45,13 +45,3 @@ mp_int *mp_unsafe_copy(mp_int *x)
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mp_copy_into(copy, x);
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return copy;
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}
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uint32_t mp_unsafe_mod_integer(mp_int *x, uint32_t modulus)
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{
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uint64_t accumulator = 0;
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for (size_t i = mp_max_bytes(x); i-- > 0 ;) {
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accumulator = 0x100 * accumulator + mp_get_byte(x, i);
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accumulator %= modulus;
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}
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return accumulator;
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}
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@ -36,11 +36,4 @@
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mp_int *mp_unsafe_shrink(mp_int *m);
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mp_int *mp_unsafe_copy(mp_int *m);
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/*
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* Compute the residue of x mod m. This is implemented in the most
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* obvious way using the C % operator, which won't be constant-time on
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* many C implementations.
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*/
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uint32_t mp_unsafe_mod_integer(mp_int *x, uint32_t m);
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#endif /* PUTTY_MPINT_UNSAFE_H */
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@ -341,8 +341,8 @@ void pcs_ready(PrimeCandidateSource *s)
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int64_t mod = s->avoids[i].mod, res = s->avoids[i].res;
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if (mod != last_mod) {
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last_mod = mod;
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addend_m = mp_unsafe_mod_integer(s->addend, mod);
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factor_m = mp_unsafe_mod_integer(s->factor, mod);
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addend_m = mp_mod_known_integer(s->addend, mod);
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factor_m = mp_mod_known_integer(s->factor, mod);
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}
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if (factor_m == 0) {
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@ -385,7 +385,7 @@ mp_int *pcs_generate(PrimeCandidateSource *s)
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if (mod != last_mod) {
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last_mod = mod;
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x_res = mp_unsafe_mod_integer(x, mod);
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x_res = mp_mod_known_integer(x, mod);
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}
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if (x_res == avoid_res) {
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