Use the remainder from div_rem instead of recomputing it
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@ -84,6 +84,42 @@ macro_rules! construct_uint {
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assert!(init >= 0);
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$name::from_u64(init as u64)
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}
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// divmod like operation, returns (quotient, remainder)
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#[inline]
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fn div_rem(self, other: Self) -> (Self, Self) {
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let mut sub_copy = self;
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let mut shift_copy = other;
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let mut ret = [0u64; $n_words];
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let my_bits = self.bits();
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let your_bits = other.bits();
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// Check for division by 0
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assert!(your_bits != 0);
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// Early return in case we are dividing by a larger number than us
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if my_bits < your_bits {
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return ($name(ret), sub_copy);
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}
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// Bitwise long division
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let mut shift = my_bits - your_bits;
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shift_copy = shift_copy << shift;
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loop {
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if sub_copy >= shift_copy {
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ret[shift / 64] |= 1 << (shift % 64);
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sub_copy = sub_copy - shift_copy;
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}
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shift_copy = shift_copy >> 1;
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if shift == 0 {
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break;
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}
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shift -= 1;
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}
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($name(ret), sub_copy)
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}
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}
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impl ::std::ops::Add<$name> for $name {
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@ -134,35 +170,7 @@ macro_rules! construct_uint {
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type Output = $name;
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fn div(self, other: $name) -> $name {
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let mut sub_copy = self;
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let mut shift_copy = other;
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let mut ret = [0u64; $n_words];
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let my_bits = self.bits();
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let your_bits = other.bits();
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// Check for division by 0
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assert!(your_bits != 0);
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// Early return in case we are dividing by a larger number than us
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if my_bits < your_bits {
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return $name(ret);
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}
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// Bitwise long division
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let mut shift = my_bits - your_bits;
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shift_copy = shift_copy << shift;
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loop {
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if sub_copy >= shift_copy {
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ret[shift / 64] |= 1 << (shift % 64);
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sub_copy = sub_copy - shift_copy;
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}
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shift_copy = shift_copy >> 1;
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if shift == 0 { break; }
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shift -= 1;
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}
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$name(ret)
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self.div_rem(other).0
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}
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}
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@ -170,8 +178,7 @@ macro_rules! construct_uint {
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type Output = $name;
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fn rem(self, other: $name) -> $name {
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let times = self / other;
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self - (times * other)
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self.div_rem(other).1
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}
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}
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@ -568,4 +575,3 @@ mod tests {
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assert_eq!(end2.ok(), Some(start2));
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}
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}
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