File: LIR-mips64.h

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/* -*- Mode: C++; tab-width: 8; indent-tabs-mode: nil; c-basic-offset: 4 -*-
 * vim: set ts=8 sts=4 et sw=4 tw=99:
 * This Source Code Form is subject to the terms of the Mozilla Public
 * License, v. 2.0. If a copy of the MPL was not distributed with this
 * file, You can obtain one at http://mozilla.org/MPL/2.0/. */

#ifndef jit_mips64_LIR_mips64_h
#define jit_mips64_LIR_mips64_h

namespace js {
namespace jit {

class LUnbox : public LInstructionHelper<1, 1, 0> {
 protected:
  LUnbox(LNode::Opcode opcode, const LAllocation& input)
      : LInstructionHelper(opcode) {
    setOperand(0, input);
  }

 public:
  LIR_HEADER(Unbox);

  explicit LUnbox(const LAllocation& input) : LInstructionHelper(classOpcode) {
    setOperand(0, input);
  }

  static const size_t Input = 0;

  MUnbox* mir() const { return mir_->toUnbox(); }
  const char* extraName() const { return StringFromMIRType(mir()->type()); }
};

class LUnboxFloatingPoint : public LUnbox {
  MIRType type_;

 public:
  LIR_HEADER(UnboxFloatingPoint);

  LUnboxFloatingPoint(const LAllocation& input, MIRType type)
      : LUnbox(classOpcode, input), type_(type) {}

  MIRType type() const { return type_; }
};

class LDivOrModI64 : public LBinaryMath<1> {
 public:
  LIR_HEADER(DivOrModI64)

  LDivOrModI64(const LAllocation& lhs, const LAllocation& rhs,
               const LDefinition& temp)
      : LBinaryMath(classOpcode) {
    setOperand(0, lhs);
    setOperand(1, rhs);
    setTemp(0, temp);
  }

  const LDefinition* remainder() { return getTemp(0); }
  MBinaryArithInstruction* mir() const {
    MOZ_ASSERT(mir_->isDiv() || mir_->isMod());
    return static_cast<MBinaryArithInstruction*>(mir_);
  }

  bool canBeDivideByZero() const {
    if (mir_->isMod()) return mir_->toMod()->canBeDivideByZero();
    return mir_->toDiv()->canBeDivideByZero();
  }
  bool canBeNegativeOverflow() const {
    if (mir_->isMod()) return mir_->toMod()->canBeNegativeDividend();
    return mir_->toDiv()->canBeNegativeOverflow();
  }
  wasm::BytecodeOffset bytecodeOffset() const {
    MOZ_ASSERT(mir_->isDiv() || mir_->isMod());
    if (mir_->isMod()) return mir_->toMod()->bytecodeOffset();
    return mir_->toDiv()->bytecodeOffset();
  }
};

class LUDivOrModI64 : public LBinaryMath<1> {
 public:
  LIR_HEADER(UDivOrModI64);

  LUDivOrModI64(const LAllocation& lhs, const LAllocation& rhs,
                const LDefinition& temp)
      : LBinaryMath(classOpcode) {
    setOperand(0, lhs);
    setOperand(1, rhs);
    setTemp(0, temp);
  }

  const LDefinition* remainder() { return getTemp(0); }
  const char* extraName() const {
    return mir()->isTruncated() ? "Truncated" : nullptr;
  }

  MBinaryArithInstruction* mir() const {
    MOZ_ASSERT(mir_->isDiv() || mir_->isMod());
    return static_cast<MBinaryArithInstruction*>(mir_);
  }
  bool canBeDivideByZero() const {
    if (mir_->isMod()) return mir_->toMod()->canBeDivideByZero();
    return mir_->toDiv()->canBeDivideByZero();
  }
  wasm::BytecodeOffset bytecodeOffset() const {
    MOZ_ASSERT(mir_->isDiv() || mir_->isMod());
    if (mir_->isMod()) return mir_->toMod()->bytecodeOffset();
    return mir_->toDiv()->bytecodeOffset();
  }
};

class LWasmTruncateToInt64 : public LInstructionHelper<1, 1, 0> {
 public:
  LIR_HEADER(WasmTruncateToInt64);

  explicit LWasmTruncateToInt64(const LAllocation& in)
      : LInstructionHelper(classOpcode) {
    setOperand(0, in);
  }

  MWasmTruncateToInt64* mir() const { return mir_->toWasmTruncateToInt64(); }
};

class LInt64ToFloatingPoint : public LInstructionHelper<1, 1, 0> {
 public:
  LIR_HEADER(Int64ToFloatingPoint);

  explicit LInt64ToFloatingPoint(const LInt64Allocation& in)
      : LInstructionHelper(classOpcode) {
    setInt64Operand(0, in);
  }

  MInt64ToFloatingPoint* mir() const { return mir_->toInt64ToFloatingPoint(); }
};

}  // namespace jit
}  // namespace js

#endif /* jit_mips64_LIR_mips64_h */