Binop -> BinOp
This commit is contained in:
@@ -16,8 +16,8 @@ library LibSafeMath {
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}
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uint256 c = a * b;
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if (c / a != b) {
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LibRichErrors.rrevert(LibSafeMathRichErrors.Uint256BinopError(
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LibSafeMathRichErrors.BinopErrorCodes.MULTIPLICATION_OVERFLOW,
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LibRichErrors.rrevert(LibSafeMathRichErrors.Uint256BinOpError(
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LibSafeMathRichErrors.BinOpErrorCodes.MULTIPLICATION_OVERFLOW,
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a,
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b
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));
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@@ -31,8 +31,8 @@ library LibSafeMath {
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returns (uint256)
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{
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if (b == 0) {
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LibRichErrors.rrevert(LibSafeMathRichErrors.Uint256BinopError(
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LibSafeMathRichErrors.BinopErrorCodes.DIVISION_BY_ZERO,
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LibRichErrors.rrevert(LibSafeMathRichErrors.Uint256BinOpError(
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LibSafeMathRichErrors.BinOpErrorCodes.DIVISION_BY_ZERO,
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a,
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b
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));
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@@ -47,8 +47,8 @@ library LibSafeMath {
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returns (uint256)
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{
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if (b > a) {
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LibRichErrors.rrevert(LibSafeMathRichErrors.Uint256BinopError(
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LibSafeMathRichErrors.BinopErrorCodes.SUBTRACTION_UNDERFLOW,
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LibRichErrors.rrevert(LibSafeMathRichErrors.Uint256BinOpError(
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LibSafeMathRichErrors.BinOpErrorCodes.SUBTRACTION_UNDERFLOW,
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a,
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b
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));
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@@ -63,8 +63,8 @@ library LibSafeMath {
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{
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uint256 c = a + b;
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if (c < a) {
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LibRichErrors.rrevert(LibSafeMathRichErrors.Uint256BinopError(
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LibSafeMathRichErrors.BinopErrorCodes.ADDITION_OVERFLOW,
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LibRichErrors.rrevert(LibSafeMathRichErrors.Uint256BinOpError(
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LibSafeMathRichErrors.BinOpErrorCodes.ADDITION_OVERFLOW,
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a,
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b
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));
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@@ -3,23 +3,23 @@ pragma solidity ^0.5.9;
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library LibSafeMathRichErrors {
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// bytes4(keccak256("Uint256BinopError(uint8,uint256,uint256)"))
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// bytes4(keccak256("Uint256BinOpError(uint8,uint256,uint256)"))
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bytes4 internal constant UINT256_BINOP_ERROR_SELECTOR =
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0x8d8e1919;
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0xe946c1bb;
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// bytes4(keccak256("Uint96BinopError(uint8,uint96,uint96)"))
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// bytes4(keccak256("Uint96BinOpError(uint8,uint96,uint96)"))
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bytes4 internal constant UINT96_BINOP_ERROR_SELECTOR =
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0x224cf712;
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0xe486a353;
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// bytes4(keccak256("Uint64BinopError(uint8,uint64,uint64)"))
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// bytes4(keccak256("Uint64BinOpError(uint8,uint64,uint64)"))
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bytes4 internal constant UINT64_BINOP_ERROR_SELECTOR =
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0x4e79032d;
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0x67e71b32;
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// bytes4(keccak256("Uint256DowncastError(uint8,uint256)"))
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bytes4 internal constant UINT256_DOWNCAST_ERROR_SELECTOR =
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0xc996af7b;
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enum BinopErrorCodes {
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enum BinOpErrorCodes {
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ADDITION_OVERFLOW,
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MULTIPLICATION_OVERFLOW,
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SUBTRACTION_UNDERFLOW,
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@@ -32,8 +32,8 @@ library LibSafeMathRichErrors {
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}
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// solhint-disable func-name-mixedcase
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function Uint256BinopError(
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BinopErrorCodes errorCode,
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function Uint256BinOpError(
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BinOpErrorCodes errorCode,
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uint256 a,
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uint256 b
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)
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@@ -49,8 +49,8 @@ library LibSafeMathRichErrors {
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);
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}
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function Uint96BinopError(
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BinopErrorCodes errorCode,
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function Uint96BinOpError(
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BinOpErrorCodes errorCode,
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uint96 a,
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uint96 b
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)
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@@ -66,8 +66,8 @@ library LibSafeMathRichErrors {
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);
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}
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function Uint64BinopError(
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BinopErrorCodes errorCode,
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function Uint64BinOpError(
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BinOpErrorCodes errorCode,
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uint64 a,
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uint64 b
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)
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@@ -16,8 +16,8 @@ contract SafeMath {
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}
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uint256 c = a * b;
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if (c / a != b) {
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LibRichErrors.rrevert(LibSafeMathRichErrors.Uint256BinopError(
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LibSafeMathRichErrors.BinopErrorCodes.MULTIPLICATION_OVERFLOW,
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LibRichErrors.rrevert(LibSafeMathRichErrors.Uint256BinOpError(
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LibSafeMathRichErrors.BinOpErrorCodes.MULTIPLICATION_OVERFLOW,
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a,
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b
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));
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@@ -31,8 +31,8 @@ contract SafeMath {
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returns (uint256)
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{
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if (b == 0) {
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LibRichErrors.rrevert(LibSafeMathRichErrors.Uint256BinopError(
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LibSafeMathRichErrors.BinopErrorCodes.DIVISION_BY_ZERO,
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LibRichErrors.rrevert(LibSafeMathRichErrors.Uint256BinOpError(
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LibSafeMathRichErrors.BinOpErrorCodes.DIVISION_BY_ZERO,
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a,
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b
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));
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@@ -47,8 +47,8 @@ contract SafeMath {
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returns (uint256)
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{
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if (b > a) {
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LibRichErrors.rrevert(LibSafeMathRichErrors.Uint256BinopError(
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LibSafeMathRichErrors.BinopErrorCodes.SUBTRACTION_UNDERFLOW,
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LibRichErrors.rrevert(LibSafeMathRichErrors.Uint256BinOpError(
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LibSafeMathRichErrors.BinOpErrorCodes.SUBTRACTION_UNDERFLOW,
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a,
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b
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));
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@@ -63,8 +63,8 @@ contract SafeMath {
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{
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uint256 c = a + b;
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if (c < a) {
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LibRichErrors.rrevert(LibSafeMathRichErrors.Uint256BinopError(
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LibSafeMathRichErrors.BinopErrorCodes.ADDITION_OVERFLOW,
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LibRichErrors.rrevert(LibSafeMathRichErrors.Uint256BinOpError(
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LibSafeMathRichErrors.BinOpErrorCodes.ADDITION_OVERFLOW,
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a,
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b
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));
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@@ -8,7 +8,7 @@ const MAX_UINT256 = new BigNumber(2).pow(256).minus(1);
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export function safeAdd(a: BigNumber, b: BigNumber): BigNumber {
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const r = a.plus(b);
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if (r.isGreaterThan(MAX_UINT256)) {
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throw new SafeMathRevertErrors.Uint256BinopError(SafeMathRevertErrors.BinopErrorCodes.AdditionOverflow, a, b);
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throw new SafeMathRevertErrors.Uint256BinOpError(SafeMathRevertErrors.BinOpErrorCodes.AdditionOverflow, a, b);
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}
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return r;
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}
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@@ -19,8 +19,8 @@ export function safeAdd(a: BigNumber, b: BigNumber): BigNumber {
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export function safeSub(a: BigNumber, b: BigNumber): BigNumber {
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const r = a.minus(b);
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if (r.isLessThan(0)) {
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throw new SafeMathRevertErrors.Uint256BinopError(
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SafeMathRevertErrors.BinopErrorCodes.SubtractionUnderflow,
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throw new SafeMathRevertErrors.Uint256BinOpError(
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SafeMathRevertErrors.BinOpErrorCodes.SubtractionUnderflow,
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a,
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b,
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);
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@@ -34,8 +34,8 @@ export function safeSub(a: BigNumber, b: BigNumber): BigNumber {
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export function safeMul(a: BigNumber, b: BigNumber): BigNumber {
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const r = a.times(b);
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if (r.isGreaterThan(MAX_UINT256)) {
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throw new SafeMathRevertErrors.Uint256BinopError(
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SafeMathRevertErrors.BinopErrorCodes.MultiplicationOverflow,
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throw new SafeMathRevertErrors.Uint256BinOpError(
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SafeMathRevertErrors.BinOpErrorCodes.MultiplicationOverflow,
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a,
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b,
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);
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@@ -48,7 +48,7 @@ export function safeMul(a: BigNumber, b: BigNumber): BigNumber {
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*/
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export function safeDiv(a: BigNumber, b: BigNumber): BigNumber {
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if (b.isEqualTo(0)) {
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throw new SafeMathRevertErrors.Uint256BinopError(SafeMathRevertErrors.BinopErrorCodes.DivisionByZero, a, b);
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throw new SafeMathRevertErrors.Uint256BinOpError(SafeMathRevertErrors.BinOpErrorCodes.DivisionByZero, a, b);
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}
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return a.dividedToIntegerBy(b);
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}
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@@ -21,8 +21,8 @@ describe('Reference Functions', () => {
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it('reverts on overflow', () => {
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const a = MAX_UINT256.dividedToIntegerBy(2);
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const b = MAX_UINT256.dividedToIntegerBy(2).plus(2);
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const expectedError = new SafeMathRevertErrors.Uint256BinopError(
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SafeMathRevertErrors.BinopErrorCodes.AdditionOverflow,
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const expectedError = new SafeMathRevertErrors.Uint256BinOpError(
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SafeMathRevertErrors.BinOpErrorCodes.AdditionOverflow,
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a,
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b,
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);
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@@ -41,8 +41,8 @@ describe('Reference Functions', () => {
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it('reverts on underflow', () => {
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const a = MAX_UINT256.dividedToIntegerBy(2);
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const b = MAX_UINT256.dividedToIntegerBy(2).plus(2);
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const expectedError = new SafeMathRevertErrors.Uint256BinopError(
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SafeMathRevertErrors.BinopErrorCodes.SubtractionUnderflow,
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const expectedError = new SafeMathRevertErrors.Uint256BinOpError(
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SafeMathRevertErrors.BinOpErrorCodes.SubtractionUnderflow,
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a,
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b,
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);
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@@ -61,8 +61,8 @@ describe('Reference Functions', () => {
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it('reverts on overflow', () => {
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const a = MAX_UINT256.dividedToIntegerBy(2);
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const b = MAX_UINT256.dividedToIntegerBy(2).plus(2);
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const expectedError = new SafeMathRevertErrors.Uint256BinopError(
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SafeMathRevertErrors.BinopErrorCodes.MultiplicationOverflow,
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const expectedError = new SafeMathRevertErrors.Uint256BinOpError(
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SafeMathRevertErrors.BinOpErrorCodes.MultiplicationOverflow,
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a,
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b,
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);
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@@ -81,8 +81,8 @@ describe('Reference Functions', () => {
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it('reverts if denominator is zero', () => {
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const a = MAX_UINT256.dividedToIntegerBy(2);
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const b = ZERO_AMOUNT;
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const expectedError = new SafeMathRevertErrors.Uint256BinopError(
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SafeMathRevertErrors.BinopErrorCodes.DivisionByZero,
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const expectedError = new SafeMathRevertErrors.Uint256BinOpError(
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SafeMathRevertErrors.BinOpErrorCodes.DivisionByZero,
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a,
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b,
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);
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@@ -45,8 +45,8 @@ blockchainTests('SafeMath', env => {
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it('should revert if the multiplication overflows', async () => {
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const a = toBigNumber('0xffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffff'); // The largest uint256 number
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const b = toBigNumber(2);
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const expectedError = new SafeMathRevertErrors.Uint256BinopError(
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SafeMathRevertErrors.BinopErrorCodes.MultiplicationOverflow,
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const expectedError = new SafeMathRevertErrors.Uint256BinOpError(
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SafeMathRevertErrors.BinOpErrorCodes.MultiplicationOverflow,
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a,
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b,
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);
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@@ -91,8 +91,8 @@ blockchainTests('SafeMath', env => {
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it('should revert if second argument is zero', async () => {
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const a = toBigNumber(1);
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const b = toBigNumber(0);
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const expectedError = new SafeMathRevertErrors.Uint256BinopError(
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SafeMathRevertErrors.BinopErrorCodes.DivisionByZero,
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const expectedError = new SafeMathRevertErrors.Uint256BinOpError(
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SafeMathRevertErrors.BinOpErrorCodes.DivisionByZero,
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a,
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b,
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);
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@@ -112,8 +112,8 @@ blockchainTests('SafeMath', env => {
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it('should revert if the subtraction underflows', async () => {
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const a = toBigNumber(0);
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const b = toBigNumber(1);
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const expectedError = new SafeMathRevertErrors.Uint256BinopError(
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SafeMathRevertErrors.BinopErrorCodes.SubtractionUnderflow,
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const expectedError = new SafeMathRevertErrors.Uint256BinOpError(
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SafeMathRevertErrors.BinOpErrorCodes.SubtractionUnderflow,
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a,
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b,
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);
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@@ -143,8 +143,8 @@ blockchainTests('SafeMath', env => {
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it('should revert if the addition overflows', async () => {
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const a = toBigNumber('0xffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffff'); // The largest uint256 number
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const b = toBigNumber(1);
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const expectedError = new SafeMathRevertErrors.Uint256BinopError(
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SafeMathRevertErrors.BinopErrorCodes.AdditionOverflow,
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const expectedError = new SafeMathRevertErrors.Uint256BinOpError(
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SafeMathRevertErrors.BinOpErrorCodes.AdditionOverflow,
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a,
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b,
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);
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