// SPDX-License-Identifier: MIT
pragma solidity >=0.8.0;
import {DSTestPlus} from "./utils/DSTestPlus.sol";
import {wadMul, wadDiv} from "../utils/SignedWadMath.sol";
contract SignedWadMathTest is DSTestPlus {
function testWadMul(
uint256 x,
uint256 y,
bool negX,
bool negY
) public {
x = bound(x, 0, 99999999999999e18);
y = bound(x, 0, 99999999999999e18);
int256 xPrime = negX ? -int256(x) : int256(x);
int256 yPrime = negY ? -int256(y) : int256(y);
assertEq(wadMul(xPrime, yPrime), (xPrime * yPrime) / 1e18);
}
function testFailWadMulOverflow(int256 x, int256 y) public pure {
// Ignore cases where x * y does not overflow.
unchecked {
if ((x * y) / x == y) revert();
}
wadMul(x, y);
}
function testWadDiv(
uint256 x,
uint256 y,
bool negX,
bool negY
) public {
x = bound(x, 0, 99999999e18);
y = bound(x, 1, 99999999e18);
int256 xPrime = negX ? -int256(x) : int256(x);
int256 yPrime = negY ? -int256(y) : int256(y);
assertEq(wadDiv(xPrime, yPrime), (xPrime * 1e18) / yPrime);
}
function testFailWadDivOverflow(int256 x, int256 y) public pure {
// Ignore cases where x * WAD does not overflow or y is 0.
unchecked {
if (y == 0 || (x * 1e18) / 1e18 == x) revert();
}
wadDiv(x, y);
}
function testFailWadDivZeroDenominator(int256 x) public pure {
wadDiv(x, 0);
}
}