3 is our m0inv. Y := T[i] * m.m0inv // Step 4 and 5 add Y × m to T, which as mentioned above is stored // at T[i:]. The two carries (from a × d and Y × m) are added up in // the next word T[n+i], and the carry bit from that addition is // brought forward to the next iteration. c2 := addMulVVW(T[i:n+i], mLimbs, Y) T[n+i], c = bits.Add(c1, c2, c) } // Finally for Step 7 we copy the final T window into x, and subtract m // if necessary (which as explained in maybeSubtractModulus can be the // case both...

3 is our m0inv. Y := T[i] * m.m0inv // Step 4 and 5 add Y × m to T, which as mentioned above is stored // at T[i:]. The two carries (from a × d and Y × m) are added up in // the next word T[n+i], and the carry bit from that addition is // brought forward to the next iteration. c2 := addMulVVW(T[i:n+i], mLimbs, Y) T[n+i], c = bits.Add(c1, c2, c) } // Finally for Step 7 we copy the final T window into x, and subtract m // if necessary (which as explained in maybeSubtractModulus can be the // case both...

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