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C++: Respond to PR reviews.
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@@ -1064,17 +1064,17 @@ module RangeStage<DeltaSig D, BoundSig<D> Bounds, LangSig<D> LangParam, UtilSig<
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)
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or
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exists(
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SemZeroBound bLeft, SemZeroBound bRight, D::Delta dLeft, D::Delta dRight, boolean fbeLeft,
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boolean fbeRight, D::Delta odLeft, D::Delta odRight, SemReason rLeft, SemReason rRight
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D::Delta dLeft, D::Delta dRight, boolean fbeLeft, boolean fbeRight, D::Delta odLeft,
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D::Delta odRight, SemReason rLeft, SemReason rRight
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boundedMulOperand(e, upper, bLeft, true, dLeft, fbeLeft, odLeft, rLeft) and
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boundedMulOperand(e, upper, bRight, false, dRight, fbeRight, odRight, rRight) and
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boundedMulOperand(e, upper, true, dLeft, fbeLeft, odLeft, rLeft) and
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boundedMulOperand(e, upper, false, dRight, fbeRight, odRight, rRight) and
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delta = D::fromFloat(D::toFloat(dLeft) * D::toFloat(dRight)) and
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fromBackEdge = fbeLeft.booleanOr(fbeRight)
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b = bLeft and origdelta = odLeft and reason = rLeft
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b instanceof SemZeroBound and origdelta = odLeft and reason = rLeft
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or
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b = bRight and origdelta = odRight and reason = rRight
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b instanceof SemZeroBound and origdelta = odRight and reason = rRight
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)
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)
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}
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@@ -1111,11 +1111,11 @@ module RangeStage<DeltaSig D, BoundSig<D> Bounds, LangSig<D> LangParam, UtilSig<
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}
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/**
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* Define `cmp(true) = <=` and `cmp(false) >=`.
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* Define `cmp(true) = <=` and `cmp(false) = >=`.
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*
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* Holds if `mul = left * right`, and in order to know if `mul cmp(upper) B + k` (for
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* some `B` and `k`) we need to know that `left cmp(upperLeft) B1 + k1` and
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* `right cmp(upperRight) B2 + k2` (for some `B1`, `B2`, `k1`, and `k2`).
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* Holds if `mul = left * right`, and in order to know if `mul cmp(upper) Z + k` (for
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* some `k`) we need to know that `left cmp(upperLeft) Z + k1` and
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* `right cmp(upperRight) Z + k2` (for some `k1` and `k2`).
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*/
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pragma[nomagic]
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private predicate boundedMulOperandCand(
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@@ -1190,19 +1190,27 @@ module RangeStage<DeltaSig D, BoundSig<D> Bounds, LangSig<D> LangParam, UtilSig<
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)
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}
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/**
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* Holds if `isLeft = true` and `mul`'s left operand is bounded by `delta`,
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* or if `isLeft = false` and `mul`'s right operand is bounded by `delta`.
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*
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* If `upper = true` the computed bound is an upper boud, and if `upper = false`
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* the computed bound is a lower bound. The `fromBackEdge`, `origdelta`, `reason`
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* triple are defined by the recursive call to `bounded`.
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*/
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pragma[nomagic]
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private predicate boundedMulOperand(
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SemMulExpr mul, boolean upper, SemZeroBound b, boolean isLeft, D::Delta delta,
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boolean fromBackEdge, D::Delta origdelta, SemReason reason
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SemMulExpr mul, boolean upper, boolean isLeft, D::Delta delta, boolean fromBackEdge,
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D::Delta origdelta, SemReason reason
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) {
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exists(boolean upperLeft, boolean upperRight, SemExpr left, SemExpr right |
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boundedMulOperandCand(mul, left, right, upper, upperLeft, upperRight)
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isLeft = true and
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bounded(left, b, delta, upperLeft, fromBackEdge, origdelta, reason)
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bounded(left, any(SemZeroBound zb), delta, upperLeft, fromBackEdge, origdelta, reason)
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or
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isLeft = false and
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bounded(right, b, delta, upperRight, fromBackEdge, origdelta, reason)
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bounded(right, any(SemZeroBound zb), delta, upperRight, fromBackEdge, origdelta, reason)
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)
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}
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}
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