ERC-20
Overview
Max Total Supply
66,005.717249663959017196 CRPT
Holders
5
Total Transfers
-
Market
Onchain Market Cap
$0.00
Circulating Supply Market Cap
-
Other Info
Token Contract (WITH 18 Decimals)
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# | Exchange | Pair | Price | 24H Volume | % Volume |
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Similar Match Source Code This contract matches the deployed Bytecode of the Source Code for Contract 0x4Fd2d9d6...C3D4d4b93 The constructor portion of the code might be different and could alter the actual behaviour of the contract
Contract Name:
BPool
Compiler Version
v0.5.12+commit.7709ece9
Contract Source Code (Solidity Multiple files format)
// This program is free software: you can redistribute it and/or modify // it under the terms of the GNU General Public License as published by // the Free Software Foundation, either version 3 of the License, or // (at your option) any later version. // This program is distributed in the hope that it will be useful, // but WITHOUT ANY WARRANTY; without even the implied warranty of // MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the // GNU General Public License for more details. // You should have received a copy of the GNU General Public License // along with this program. If not, see <http://www.gnu.org/licenses/>. pragma solidity 0.5.12; import "./BToken.sol"; import "./BMath.sol"; contract BPool is BBronze, BToken, BMath { struct Record { bool bound; // is token bound to pool uint index; // private uint denorm; // denormalized weight uint balance; } event LOG_SWAP( address indexed caller, address indexed tokenIn, address indexed tokenOut, uint256 tokenAmountIn, uint256 tokenAmountOut ); event LOG_JOIN( address indexed caller, address indexed tokenIn, uint256 tokenAmountIn ); event LOG_EXIT( address indexed caller, address indexed tokenOut, uint256 tokenAmountOut ); event LOG_DRAIN_RESERVES( address indexed caller, address indexed tokenOut, uint256 tokenAmountOut ); event LOG_CALL( bytes4 indexed sig, address indexed caller, bytes data ) anonymous; modifier _logs_() { emit LOG_CALL(msg.sig, msg.sender, msg.data); _; } modifier _lock_() { require(!_mutex); _mutex = true; _; _mutex = false; } modifier _viewlock_() { require(!_mutex); _; } bool private _mutex; address private _factory; // BFactory address to push token exitFee to address private _controller; // has CONTROL role bool private _publicSwap; // true if PUBLIC can call SWAP functions // `setSwapFee` and `finalize` require CONTROL // `finalize` sets `PUBLIC can SWAP`, `PUBLIC can JOIN` uint private _swapFee; uint private _reservesRatio; bool private _finalized; address[] private _tokens; mapping(address=>Record) private _records; mapping(address=>uint) public totalReserves; uint private _totalWeight; constructor() public { _controller = msg.sender; _factory = msg.sender; _swapFee = MIN_FEE; _reservesRatio = DEFAULT_RESERVES_RATIO; _publicSwap = false; _finalized = false; } function isPublicSwap() external view returns (bool) { return _publicSwap; } function isFinalized() external view returns (bool) { return _finalized; } function isBound(address t) external view returns (bool) { return _records[t].bound; } function getNumTokens() external view returns (uint) { return _tokens.length; } function getCurrentTokens() external view _viewlock_ returns (address[] memory tokens) { return _tokens; } function getFinalTokens() external view _viewlock_ returns (address[] memory tokens) { require(_finalized); return _tokens; } function getDenormalizedWeight(address token) external view _viewlock_ returns (uint) { require(_records[token].bound); return _records[token].denorm; } function getTotalDenormalizedWeight() external view _viewlock_ returns (uint) { return _totalWeight; } function getNormalizedWeight(address token) external view _viewlock_ returns (uint) { require(_records[token].bound); uint denorm = _records[token].denorm; return bdiv(denorm, _totalWeight); } function getBalance(address token) external view _viewlock_ returns (uint) { require(_records[token].bound); return _records[token].balance; } function getSwapFee() external view _viewlock_ returns (uint) { return _swapFee; } function getReservesRatio() external view _viewlock_ returns (uint) { return _reservesRatio; } function getController() external view _viewlock_ returns (address) { return _controller; } function setSwapFee(uint swapFee) external _logs_ _lock_ { require(!_finalized); require(msg.sender == _controller); require(swapFee >= MIN_FEE); require(swapFee <= MAX_FEE); _swapFee = swapFee; } function setReservesRatio(uint reservesRatio) external _logs_ _lock_ { require(!_finalized); require(msg.sender == _controller); require(reservesRatio <= BONE); _reservesRatio = reservesRatio; } function setController(address manager) external _logs_ _lock_ { require(msg.sender == _controller); _controller = manager; } function setPublicSwap(bool public_) external _logs_ _lock_ { require(!_finalized); require(msg.sender == _controller); _publicSwap = public_; } function finalize() external _logs_ _lock_ { require(msg.sender == _controller); require(!_finalized); require(_tokens.length >= MIN_BOUND_TOKENS); _finalized = true; _publicSwap = true; _mintPoolShare(INIT_POOL_SUPPLY); _pushPoolShare(msg.sender, INIT_POOL_SUPPLY); } function bind(address token, uint balance, uint denorm) external _logs_ // _lock_ Bind does not lock because it jumps to `rebind`, which does { require(msg.sender == _controller); require(!_records[token].bound); require(!_finalized); require(_tokens.length < MAX_BOUND_TOKENS); _records[token] = Record({ bound: true, index: _tokens.length, denorm: 0, // balance and denorm will be validated balance: 0 // and set by `rebind` }); _tokens.push(token); rebind(token, balance, denorm); } function rebind(address token, uint balance, uint denorm) public _logs_ _lock_ { require(msg.sender == _controller); require(_records[token].bound); require(!_finalized); require(denorm >= MIN_WEIGHT); require(denorm <= MAX_WEIGHT); require(balance >= MIN_BALANCE); // Adjust the denorm and totalWeight uint oldWeight = _records[token].denorm; if (denorm > oldWeight) { _totalWeight = badd(_totalWeight, bsub(denorm, oldWeight)); require(_totalWeight <= MAX_TOTAL_WEIGHT); } else if (denorm < oldWeight) { _totalWeight = bsub(_totalWeight, bsub(oldWeight, denorm)); } _records[token].denorm = denorm; // Adjust the balance record and actual token balance uint oldBalance = _records[token].balance; _records[token].balance = balance; if (balance > oldBalance) { _pullUnderlying(token, msg.sender, bsub(balance, oldBalance)); } else if (balance < oldBalance) { // In this case liquidity is being withdrawn, so charge EXIT_FEE uint tokenBalanceWithdrawn = bsub(oldBalance, balance); uint tokenExitFee = bmul(tokenBalanceWithdrawn, EXIT_FEE); _pushUnderlying(token, msg.sender, bsub(tokenBalanceWithdrawn, tokenExitFee)); _pushUnderlying(token, _factory, tokenExitFee); } } function unbind(address token) external _logs_ _lock_ { require(msg.sender == _controller); require(_records[token].bound); require(!_finalized); uint tokenBalance = _records[token].balance; uint tokenExitFee = bmul(tokenBalance, EXIT_FEE); _totalWeight = bsub(_totalWeight, _records[token].denorm); // Swap the token-to-unbind with the last token, // then delete the last token uint index = _records[token].index; uint last = _tokens.length - 1; _tokens[index] = _tokens[last]; _records[_tokens[index]].index = index; _tokens.pop(); _records[token] = Record({ bound: false, index: 0, denorm: 0, balance: 0 }); _pushUnderlying(token, msg.sender, bsub(tokenBalance, tokenExitFee)); _pushUnderlying(token, _factory, tokenExitFee); } // Absorb any tokens that have been sent to this contract into the pool function gulp(address token) external _logs_ _lock_ { require(_records[token].bound); _records[token].balance = IERC20(token).balanceOf(address(this)); } function seize(address token, uint amount) external _logs_ _lock_ { require(msg.sender == _controller); require(!_records[token].bound); uint bal = IERC20(token).balanceOf(address(this)); require(amount <= bal); _pushUnderlying(token, msg.sender, amount); } function getSpotPrice(address tokenIn, address tokenOut) external view _viewlock_ returns (uint spotPrice) { require(_records[tokenIn].bound); require(_records[tokenOut].bound); Record storage inRecord = _records[tokenIn]; Record storage outRecord = _records[tokenOut]; return calcSpotPrice(inRecord.balance, inRecord.denorm, outRecord.balance, outRecord.denorm, _swapFee); } function getSpotPriceSansFee(address tokenIn, address tokenOut) external view _viewlock_ returns (uint spotPrice) { require(_records[tokenIn].bound); require(_records[tokenOut].bound); Record storage inRecord = _records[tokenIn]; Record storage outRecord = _records[tokenOut]; return calcSpotPrice(inRecord.balance, inRecord.denorm, outRecord.balance, outRecord.denorm, 0); } function joinPool(uint poolAmountOut, uint[] calldata maxAmountsIn) external _logs_ _lock_ { require(_finalized); uint poolTotal = totalSupply(); uint ratio = bdiv(poolAmountOut, poolTotal); require(ratio != 0); for (uint i = 0; i < _tokens.length; i++) { address t = _tokens[i]; uint bal = _records[t].balance; uint tokenAmountIn = bmul(ratio, bal); require(tokenAmountIn != 0); require(tokenAmountIn <= maxAmountsIn[i]); _records[t].balance = badd(_records[t].balance, tokenAmountIn); emit LOG_JOIN(msg.sender, t, tokenAmountIn); _pullUnderlying(t, msg.sender, tokenAmountIn); } _mintPoolShare(poolAmountOut); _pushPoolShare(msg.sender, poolAmountOut); } function exitPool(uint poolAmountIn, uint[] calldata minAmountsOut) external _logs_ _lock_ { require(_finalized); uint poolTotal = totalSupply(); uint exitFee = bmul(poolAmountIn, EXIT_FEE); uint pAiAfterExitFee = bsub(poolAmountIn, exitFee); uint ratio = bdiv(pAiAfterExitFee, poolTotal); require(ratio != 0); _pullPoolShare(msg.sender, poolAmountIn); _pushPoolShare(_factory, exitFee); _burnPoolShare(pAiAfterExitFee); for (uint i = 0; i < _tokens.length; i++) { address t = _tokens[i]; uint bal = _records[t].balance; uint tokenAmountOut = bmul(ratio, bal); require(tokenAmountOut != 0); require(tokenAmountOut >= minAmountsOut[i]); _records[t].balance = bsub(_records[t].balance, tokenAmountOut); emit LOG_EXIT(msg.sender, t, tokenAmountOut); _pushUnderlying(t, msg.sender, tokenAmountOut); } } function swapExactAmountIn( address tokenIn, uint tokenAmountIn, address tokenOut, uint minAmountOut, uint maxPrice ) external _logs_ _lock_ returns (uint tokenAmountOut, uint spotPriceAfter) { require(_records[tokenIn].bound); require(_records[tokenOut].bound); require(_publicSwap); Record storage inRecord = _records[address(tokenIn)]; Record storage outRecord = _records[address(tokenOut)]; require(tokenAmountIn <= bmul(inRecord.balance, MAX_IN_RATIO)); uint spotPriceBefore = calcSpotPrice( inRecord.balance, inRecord.denorm, outRecord.balance, outRecord.denorm, _swapFee ); require(spotPriceBefore <= maxPrice); tokenAmountOut = calcOutGivenIn( inRecord.balance, inRecord.denorm, outRecord.balance, outRecord.denorm, tokenAmountIn, _swapFee ); require(tokenAmountOut >= minAmountOut); uint tokenAmountOutZeroFee = calcOutGivenIn( inRecord.balance, inRecord.denorm, outRecord.balance, outRecord.denorm, tokenAmountIn, 0 ); uint reserves = calcReserves( tokenAmountOutZeroFee, tokenAmountOut, _reservesRatio ); inRecord.balance = badd(inRecord.balance, tokenAmountIn); // Subtract `reserves`. outRecord.balance = bsub(bsub(outRecord.balance, tokenAmountOut), reserves); spotPriceAfter = calcSpotPrice( inRecord.balance, inRecord.denorm, outRecord.balance, outRecord.denorm, _swapFee ); require(spotPriceAfter >= spotPriceBefore); require(spotPriceAfter <= maxPrice); require(spotPriceBefore <= bdiv(tokenAmountIn, tokenAmountOut)); emit LOG_SWAP(msg.sender, tokenIn, tokenOut, tokenAmountIn, tokenAmountOut); totalReserves[address(tokenOut)] = badd(totalReserves[address(tokenOut)], reserves); _pullUnderlying(tokenIn, msg.sender, tokenAmountIn); _pushUnderlying(tokenOut, msg.sender, tokenAmountOut); return (tokenAmountOut, spotPriceAfter); } function swapExactAmountOut( address tokenIn, uint maxAmountIn, address tokenOut, uint tokenAmountOut, uint maxPrice ) external _logs_ _lock_ returns (uint tokenAmountIn, uint spotPriceAfter) { require(_records[tokenIn].bound); require(_records[tokenOut].bound); require(_publicSwap); Record storage inRecord = _records[address(tokenIn)]; Record storage outRecord = _records[address(tokenOut)]; require(tokenAmountOut <= bmul(outRecord.balance, MAX_OUT_RATIO)); uint spotPriceBefore = calcSpotPrice( inRecord.balance, inRecord.denorm, outRecord.balance, outRecord.denorm, _swapFee ); require(spotPriceBefore <= maxPrice); tokenAmountIn = calcInGivenOut( inRecord.balance, inRecord.denorm, outRecord.balance, outRecord.denorm, tokenAmountOut, _swapFee ); require(tokenAmountIn <= maxAmountIn); uint tokenAmountInZeroFee = calcInGivenOut( inRecord.balance, inRecord.denorm, outRecord.balance, outRecord.denorm, tokenAmountOut, 0 ); uint reserves = calcReserves( tokenAmountIn, tokenAmountInZeroFee, _reservesRatio ); // Subtract `reserves` which is reserved for admin. inRecord.balance = bsub(badd(inRecord.balance, tokenAmountIn), reserves); outRecord.balance = bsub(outRecord.balance, tokenAmountOut); spotPriceAfter = calcSpotPrice( inRecord.balance, inRecord.denorm, outRecord.balance, outRecord.denorm, _swapFee ); require(spotPriceAfter >= spotPriceBefore); require(spotPriceAfter <= maxPrice); require(spotPriceBefore <= bdiv(tokenAmountIn, tokenAmountOut)); emit LOG_SWAP(msg.sender, tokenIn, tokenOut, tokenAmountIn, tokenAmountOut); totalReserves[address(tokenIn)] = badd(totalReserves[address(tokenIn)], reserves); _pullUnderlying(tokenIn, msg.sender, tokenAmountIn); _pushUnderlying(tokenOut, msg.sender, tokenAmountOut); return (tokenAmountIn, spotPriceAfter); } function joinswapExternAmountIn(address tokenIn, uint tokenAmountIn, uint minPoolAmountOut) external _logs_ _lock_ returns (uint poolAmountOut) { require(_finalized); require(_records[tokenIn].bound); require(tokenAmountIn <= bmul(_records[tokenIn].balance, MAX_IN_RATIO)); Record storage inRecord = _records[tokenIn]; uint reserves; (poolAmountOut, reserves) = calcPoolOutGivenSingleIn( inRecord.balance, inRecord.denorm, _totalSupply, _totalWeight, tokenAmountIn, _swapFee, _reservesRatio ); require(poolAmountOut >= minPoolAmountOut); inRecord.balance = bsub(badd(inRecord.balance, tokenAmountIn), reserves); emit LOG_JOIN(msg.sender, tokenIn, tokenAmountIn); totalReserves[address(tokenIn)] = badd(totalReserves[address(tokenIn)], reserves); _mintPoolShare(poolAmountOut); _pushPoolShare(msg.sender, poolAmountOut); _pullUnderlying(tokenIn, msg.sender, tokenAmountIn); return poolAmountOut; } function joinswapPoolAmountOut(address tokenIn, uint poolAmountOut, uint maxAmountIn) external _logs_ _lock_ returns (uint tokenAmountIn) { require(_finalized); require(_records[tokenIn].bound); Record storage inRecord = _records[tokenIn]; tokenAmountIn = calcSingleInGivenPoolOut( inRecord.balance, inRecord.denorm, _totalSupply, _totalWeight, poolAmountOut, _swapFee ); require(tokenAmountIn != 0); require(tokenAmountIn <= maxAmountIn); require(tokenAmountIn <= bmul(_records[tokenIn].balance, MAX_IN_RATIO)); uint tokenAmountInZeroFee = calcSingleInGivenPoolOut( inRecord.balance, inRecord.denorm, _totalSupply, _totalWeight, poolAmountOut, 0 ); uint reserves = calcReserves( tokenAmountIn, tokenAmountInZeroFee, _reservesRatio ); inRecord.balance = bsub(badd(inRecord.balance, tokenAmountIn), reserves); emit LOG_JOIN(msg.sender, tokenIn, tokenAmountIn); totalReserves[address(tokenIn)] = badd(totalReserves[address(tokenIn)], reserves); _mintPoolShare(poolAmountOut); _pushPoolShare(msg.sender, poolAmountOut); _pullUnderlying(tokenIn, msg.sender, tokenAmountIn); return tokenAmountIn; } function exitswapPoolAmountIn(address tokenOut, uint poolAmountIn, uint minAmountOut) external _logs_ _lock_ returns (uint tokenAmountOut) { require(_finalized); require(_records[tokenOut].bound); Record storage outRecord = _records[tokenOut]; tokenAmountOut = calcSingleOutGivenPoolIn( outRecord.balance, outRecord.denorm, _totalSupply, _totalWeight, poolAmountIn, _swapFee ); require(tokenAmountOut >= minAmountOut); require(tokenAmountOut <= bmul(_records[tokenOut].balance, MAX_OUT_RATIO)); uint tokenAmountOutZeroFee = calcSingleOutGivenPoolIn( outRecord.balance, outRecord.denorm, _totalSupply, _totalWeight, poolAmountIn, 0 ); uint reserves = calcReserves( tokenAmountOutZeroFee, tokenAmountOut, _reservesRatio ); outRecord.balance = bsub(bsub(outRecord.balance, tokenAmountOut), reserves); uint exitFee = bmul(poolAmountIn, EXIT_FEE); emit LOG_EXIT(msg.sender, tokenOut, tokenAmountOut); totalReserves[address(tokenOut)] = badd(totalReserves[address(tokenOut)], reserves); _pullPoolShare(msg.sender, poolAmountIn); _burnPoolShare(bsub(poolAmountIn, exitFee)); _pushPoolShare(_factory, exitFee); _pushUnderlying(tokenOut, msg.sender, tokenAmountOut); return tokenAmountOut; } function exitswapExternAmountOut(address tokenOut, uint tokenAmountOut, uint maxPoolAmountIn) external _logs_ _lock_ returns (uint poolAmountIn) { require(_finalized); require(_records[tokenOut].bound); require(tokenAmountOut <= bmul(_records[tokenOut].balance, MAX_OUT_RATIO)); Record storage outRecord = _records[tokenOut]; uint reserves; (poolAmountIn, reserves) = calcPoolInGivenSingleOut( outRecord.balance, outRecord.denorm, _totalSupply, _totalWeight, tokenAmountOut, _swapFee, _reservesRatio ); require(poolAmountIn != 0); require(poolAmountIn <= maxPoolAmountIn); outRecord.balance = bsub(bsub(outRecord.balance, tokenAmountOut), reserves); uint exitFee = bmul(poolAmountIn, EXIT_FEE); emit LOG_EXIT(msg.sender, tokenOut, tokenAmountOut); totalReserves[address(tokenOut)] = badd(totalReserves[address(tokenOut)], reserves); _pullPoolShare(msg.sender, poolAmountIn); _burnPoolShare(bsub(poolAmountIn, exitFee)); _pushPoolShare(_factory, exitFee); _pushUnderlying(tokenOut, msg.sender, tokenAmountOut); return poolAmountIn; } function drainTotalReserves(address reservesAddress) external _logs_ _lock_ { require(msg.sender == _factory); for (uint i = 0; i < _tokens.length; i++) { address t = _tokens[i]; uint tokenAmountOut = totalReserves[t]; totalReserves[t] = 0; emit LOG_DRAIN_RESERVES(reservesAddress, t, tokenAmountOut); _pushUnderlying(t, reservesAddress, tokenAmountOut); } } // == // 'Underlying' token-manipulation functions make external calls but are NOT locked // You must `_lock_` or otherwise ensure reentry-safety function _pullUnderlying(address erc20, address from, uint amount) internal { bool xfer = IERC20(erc20).transferFrom(from, address(this), amount); require(xfer); } function _pushUnderlying(address erc20, address to, uint amount) internal { bool xfer = IERC20(erc20).transfer(to, amount); require(xfer); } function _pullPoolShare(address from, uint amount) internal { _pull(from, amount); } function _pushPoolShare(address to, uint amount) internal { _push(to, amount); } function _mintPoolShare(uint amount) internal { _mint(amount); } function _burnPoolShare(uint amount) internal { _burn(amount); } }
// This program is free software: you can redistribute it and/or modify // it under the terms of the GNU General Public License as published by // the Free Software Foundation, either version 3 of the License, or // (at your option) any later version. // This program is distributed in the hope that it will be useful, // but WITHOUT ANY WARRANTY; without even the implied warranty of // MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the // GNU General Public License for more details. // You should have received a copy of the GNU General Public License // along with this program. If not, see <http://www.gnu.org/licenses/>. pragma solidity 0.5.12; contract BColor { function getColor() external view returns (bytes32); } contract BBronze is BColor { function getColor() external view returns (bytes32) { return bytes32("BRONZE"); } }
// This program is free software: you can redistribute it and/or modify // it under the terms of the GNU General Public License as published by // the Free Software Foundation, either version 3 of the License, or // (at your option) any later version. // This program is distributed in the hope that it will be useful, // but WITHOUT ANY WARRANTY; without even the implied warranty of // MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the // GNU General Public License for more details. // You should have received a copy of the GNU General Public License // along with this program. If not, see <http://www.gnu.org/licenses/>. pragma solidity 0.5.12; import "./BColor.sol"; contract BConst is BBronze { uint public constant BONE = 10**18; uint public constant MIN_BOUND_TOKENS = 2; uint public constant MAX_BOUND_TOKENS = 8; uint public constant MIN_FEE = BONE / 10**6; uint public constant MAX_FEE = BONE / 10; uint public constant EXIT_FEE = 0; uint public constant DEFAULT_RESERVES_RATIO = BONE / 5; uint public constant MIN_WEIGHT = BONE; uint public constant MAX_WEIGHT = BONE * 50; uint public constant MAX_TOTAL_WEIGHT = BONE * 50; uint public constant MIN_BALANCE = BONE / 10**12; uint public constant INIT_POOL_SUPPLY = BONE * 100; uint public constant MIN_BPOW_BASE = 1 wei; uint public constant MAX_BPOW_BASE = (2 * BONE) - 1 wei; uint public constant BPOW_PRECISION = BONE / 10**10; uint public constant MAX_IN_RATIO = BONE / 2; uint public constant MAX_OUT_RATIO = (BONE / 3) + 1 wei; }
// This program is free software: you can redistribute it and/or modify // it under the terms of the GNU General Public License as published by // the Free Software Foundation, either version 3 of the License, or // (at your option) any later version. // This program is distributed in the hope that it will be useful, // but WITHOUT ANY WARRANTY; without even the implied warranty of // MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the // GNU General Public License for more details. // You should have received a copy of the GNU General Public License // along with this program. If not, see <http://www.gnu.org/licenses/>. pragma solidity 0.5.12; import "./BNum.sol"; contract BMath is BBronze, BConst, BNum { /********************************************************************************************** // calcSpotPrice // // sP = spotPrice // // bI = tokenBalanceIn ( bI / wI ) 1 // // bO = tokenBalanceOut sP = ----------- * ---------- // // wI = tokenWeightIn ( bO / wO ) ( 1 - sF ) // // wO = tokenWeightOut // // sF = swapFee // **********************************************************************************************/ function calcSpotPrice( uint tokenBalanceIn, uint tokenWeightIn, uint tokenBalanceOut, uint tokenWeightOut, uint swapFee ) public pure returns (uint spotPrice) { uint numer = bdiv(tokenBalanceIn, tokenWeightIn); uint denom = bdiv(tokenBalanceOut, tokenWeightOut); uint ratio = bdiv(numer, denom); uint scale = bdiv(BONE, bsub(BONE, swapFee)); return (spotPrice = bmul(ratio, scale)); } /********************************************************************************************** // calcOutGivenIn // // aO = tokenAmountOut // // bO = tokenBalanceOut // // bI = tokenBalanceIn / / bI \ (wI / wO) \ // // aI = tokenAmountIn aO = bO * | 1 - | -------------------------- | ^ | // // wI = tokenWeightIn \ \ ( bI + ( aI * ( 1 - sF )) / / // // wO = tokenWeightOut // // sF = swapFee // **********************************************************************************************/ function calcOutGivenIn( uint tokenBalanceIn, uint tokenWeightIn, uint tokenBalanceOut, uint tokenWeightOut, uint tokenAmountIn, uint swapFee ) public pure returns (uint tokenAmountOut) { uint weightRatio = bdiv(tokenWeightIn, tokenWeightOut); uint adjustedIn = bsub(BONE, swapFee); adjustedIn = bmul(tokenAmountIn, adjustedIn); uint y = bdiv(tokenBalanceIn, badd(tokenBalanceIn, adjustedIn)); uint foo = bpow(y, weightRatio); uint bar = bsub(BONE, foo); tokenAmountOut = bmul(tokenBalanceOut, bar); return tokenAmountOut; } /********************************************************************************************** // calcInGivenOut // // aI = tokenAmountIn // // bO = tokenBalanceOut / / bO \ (wO / wI) \ // // bI = tokenBalanceIn bI * | | ------------ | ^ - 1 | // // aO = tokenAmountOut aI = \ \ ( bO - aO ) / / // // wI = tokenWeightIn -------------------------------------------- // // wO = tokenWeightOut ( 1 - sF ) // // sF = swapFee // **********************************************************************************************/ function calcInGivenOut( uint tokenBalanceIn, uint tokenWeightIn, uint tokenBalanceOut, uint tokenWeightOut, uint tokenAmountOut, uint swapFee ) public pure returns (uint tokenAmountIn) { uint weightRatio = bdiv(tokenWeightOut, tokenWeightIn); uint diff = bsub(tokenBalanceOut, tokenAmountOut); uint y = bdiv(tokenBalanceOut, diff); uint foo = bpow(y, weightRatio); foo = bsub(foo, BONE); tokenAmountIn = bsub(BONE, swapFee); tokenAmountIn = bdiv(bmul(tokenBalanceIn, foo), tokenAmountIn); return tokenAmountIn; } /********************************************************************************************** // calcPoolOutGivenSingleIn // // pAo = poolAmountOut / \ // // tAi = tokenAmountIn /// / // wI \ \\ \ wI \ // // wI = tokenWeightIn //| tAi *| 1 - || 1 - -- | * sF || + tBi \ -- \ // // tW = totalWeight pAo=|| \ \ \\ tW / // | ^ tW | * pS - pS // // tBi = tokenBalanceIn \\ ------------------------------------- / / // // pS = poolSupply \\ tBi / / // // sF = swapFee \ / // **********************************************************************************************/ function calcPoolOutGivenSingleIn( uint tokenBalanceIn, uint tokenWeightIn, uint poolSupply, uint totalWeight, uint tokenAmountIn, uint swapFee, uint reservesRatio ) public pure returns (uint poolAmountOut, uint reserves) { // Charge the trading fee for the proportion of tokenAi /// which is implicitly traded to the other pool tokens. // That proportion is (1- weightTokenIn) // tokenAiAfterFee = tAi * (1 - (1-weightTi) * poolFee); uint normalizedWeight = bdiv(tokenWeightIn, totalWeight); // Exact fee portion of `tokenAmountIn`, i.e. (1- Wt) uint zaz = bmul(bsub(BONE, normalizedWeight), swapFee); uint tokenAmountInAfterFee = bmul(tokenAmountIn, bsub(BONE, zaz)); reserves = calcReserves(tokenAmountIn, tokenAmountInAfterFee, reservesRatio); uint newTokenBalanceIn = badd(tokenBalanceIn, tokenAmountInAfterFee); uint tokenInRatio = bdiv(newTokenBalanceIn, tokenBalanceIn); // uint newPoolSupply = (ratioTi ^ weightTi) * poolSupply; uint poolRatio = bpow(tokenInRatio, normalizedWeight); uint newPoolSupply = bmul(poolRatio, poolSupply); poolAmountOut = bsub(newPoolSupply, poolSupply); return (poolAmountOut, reserves); } /********************************************************************************************** // calcSingleInGivenPoolOut // // tAi = tokenAmountIn //(pS + pAo)\ / 1 \\ // // pS = poolSupply || --------- | ^ | --------- || * bI - bI // // pAo = poolAmountOut \\ pS / \(wI / tW)// // // bI = balanceIn tAi = -------------------------------------------- // // wI = weightIn / wI \ // // tW = totalWeight | 1 - ---- | * sF // // sF = swapFee \ tW / // **********************************************************************************************/ function calcSingleInGivenPoolOut( uint tokenBalanceIn, uint tokenWeightIn, uint poolSupply, uint totalWeight, uint poolAmountOut, uint swapFee ) public pure returns (uint tokenAmountIn) { uint normalizedWeight = bdiv(tokenWeightIn, totalWeight); uint newPoolSupply = badd(poolSupply, poolAmountOut); uint poolRatio = bdiv(newPoolSupply, poolSupply); //uint newBalTi = poolRatio^(1/weightTi) * balTi; uint boo = bdiv(BONE, normalizedWeight); uint tokenInRatio = bpow(poolRatio, boo); uint newTokenBalanceIn = bmul(tokenInRatio, tokenBalanceIn); uint tokenAmountInAfterFee = bsub(newTokenBalanceIn, tokenBalanceIn); // Do reverse order of fees charged in joinswap_ExternAmountIn, this way // ``` pAo == joinswap_ExternAmountIn(Ti, joinswap_PoolAmountOut(pAo, Ti)) ``` //uint tAi = tAiAfterFee / (1 - (1-weightTi) * swapFee) ; uint zar = bmul(bsub(BONE, normalizedWeight), swapFee); tokenAmountIn = bdiv(tokenAmountInAfterFee, bsub(BONE, zar)); return tokenAmountIn; } /********************************************************************************************** // calcSingleOutGivenPoolIn // // tAo = tokenAmountOut / / \\ // // bO = tokenBalanceOut / // pS - (pAi * (1 - eF)) \ / 1 \ \\ // // pAi = poolAmountIn | bO - || ----------------------- | ^ | --------- | * b0 || // // ps = poolSupply \ \\ pS / \(wO / tW)/ // // // wI = tokenWeightIn tAo = \ \ // // // tW = totalWeight / / wO \ \ // // sF = swapFee * | 1 - | 1 - ---- | * sF | // // eF = exitFee \ \ tW / / // **********************************************************************************************/ function calcSingleOutGivenPoolIn( uint tokenBalanceOut, uint tokenWeightOut, uint poolSupply, uint totalWeight, uint poolAmountIn, uint swapFee ) public pure returns (uint tokenAmountOut) { uint normalizedWeight = bdiv(tokenWeightOut, totalWeight); // charge exit fee on the pool token side // pAiAfterExitFee = pAi*(1-exitFee) uint poolAmountInAfterExitFee = bmul(poolAmountIn, bsub(BONE, EXIT_FEE)); uint newPoolSupply = bsub(poolSupply, poolAmountInAfterExitFee); uint poolRatio = bdiv(newPoolSupply, poolSupply); // newBalTo = poolRatio^(1/weightTo) * balTo; uint tokenOutRatio = bpow(poolRatio, bdiv(BONE, normalizedWeight)); uint newTokenBalanceOut = bmul(tokenOutRatio, tokenBalanceOut); uint tokenAmountOutBeforeSwapFee = bsub(tokenBalanceOut, newTokenBalanceOut); // charge swap fee on the output token side //uint tAo = tAoBeforeSwapFee * (1 - (1-weightTo) * swapFee) uint zaz = bmul(bsub(BONE, normalizedWeight), swapFee); tokenAmountOut = bmul(tokenAmountOutBeforeSwapFee, bsub(BONE, zaz)); return tokenAmountOut; } /********************************************************************************************** // calcPoolInGivenSingleOut // // pAi = poolAmountIn // / tAo \\ / wO \ \ // // bO = tokenBalanceOut // | bO - -------------------------- |\ | ---- | \ // // tAo = tokenAmountOut pS - || \ 1 - ((1 - (tO / tW)) * sF)/ | ^ \ tW / * pS | // // ps = poolSupply \\ -----------------------------------/ / // // wO = tokenWeightOut pAi = \\ bO / / // // tW = totalWeight ------------------------------------------------------------- // // sF = swapFee ( 1 - eF ) // // eF = exitFee // **********************************************************************************************/ function calcPoolInGivenSingleOut( uint tokenBalanceOut, uint tokenWeightOut, uint poolSupply, uint totalWeight, uint tokenAmountOut, uint swapFee, uint reservesRatio ) public pure returns (uint poolAmountIn, uint reserves) { // charge swap fee on the output token side uint normalizedWeight = bdiv(tokenWeightOut, totalWeight); uint zar = bmul(bsub(BONE, normalizedWeight), swapFee); uint tokenAmountOutBeforeSwapFee = bdiv(tokenAmountOut, bsub(BONE, zar)); reserves = calcReserves(tokenAmountOutBeforeSwapFee, tokenAmountOut, reservesRatio); uint newTokenBalanceOut = bsub(tokenBalanceOut, tokenAmountOutBeforeSwapFee); uint tokenOutRatio = bdiv(newTokenBalanceOut, tokenBalanceOut); //uint newPoolSupply = (ratioTo ^ weightTo) * poolSupply; uint poolRatio = bpow(tokenOutRatio, normalizedWeight); uint newPoolSupply = bmul(poolRatio, poolSupply); uint poolAmountInAfterExitFee = bsub(poolSupply, newPoolSupply); // charge exit fee on the pool token side // pAi = pAiAfterExitFee/(1-exitFee) poolAmountIn = bdiv(poolAmountInAfterExitFee, bsub(BONE, EXIT_FEE)); return (poolAmountIn, reserves); } // `swapFeeAndReserves = amountWithFee - amountWithoutFee` is the swap fee in balancer. // We divide `swapFeeAndReserves` into halves, `actualSwapFee` and `reserves`. // `reserves` goes to the admin and `actualSwapFee` still goes to the liquidity // providers. function calcReserves(uint amountWithFee, uint amountWithoutFee, uint reservesRatio) internal pure returns (uint reserves) { require(amountWithFee >= amountWithoutFee); require(reservesRatio <= BONE); uint swapFeeAndReserves = bsub(amountWithFee, amountWithoutFee); reserves = bmul(swapFeeAndReserves, reservesRatio); require(swapFeeAndReserves >= reserves); } }
// This program is free software: you can redistribute it and/or modify // it under the terms of the GNU General Public License as published by // the Free Software Foundation, either version 3 of the License, or // (at your option) any later version. // This program is distributed in the hope that it will be useful, // but WITHOUT ANY WARRANTY; without even the implied warranty of // MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the // GNU General Public License for more details. // You should have received a copy of the GNU General Public License // along with this program. If not, see <http://www.gnu.org/licenses/>. pragma solidity 0.5.12; import "./BConst.sol"; contract BNum is BConst { function btoi(uint a) internal pure returns (uint) { return a / BONE; } function bfloor(uint a) internal pure returns (uint) { return btoi(a) * BONE; } function badd(uint a, uint b) internal pure returns (uint) { uint c = a + b; require(c >= a); return c; } function bsub(uint a, uint b) internal pure returns (uint) { (uint c, bool flag) = bsubSign(a, b); require(!flag); return c; } function bsubSign(uint a, uint b) internal pure returns (uint, bool) { if (a >= b) { return (a - b, false); } else { return (b - a, true); } } function bmul(uint a, uint b) internal pure returns (uint) { uint c0 = a * b; require(a == 0 || c0 / a == b); uint c1 = c0 + (BONE / 2); require(c1 >= c0); uint c2 = c1 / BONE; return c2; } function bdiv(uint a, uint b) internal pure returns (uint) { require(b != 0); uint c0 = a * BONE; require(a == 0 || c0 / a == BONE); // bmul overflow uint c1 = c0 + (b / 2); require(c1 >= c0); // badd require uint c2 = c1 / b; return c2; } // DSMath.wpow function bpowi(uint a, uint n) internal pure returns (uint) { uint z = n % 2 != 0 ? a : BONE; for (n /= 2; n != 0; n /= 2) { a = bmul(a, a); if (n % 2 != 0) { z = bmul(z, a); } } return z; } // Compute b^(e.w) by splitting it into (b^e)*(b^0.w). // Use `bpowi` for `b^e` and `bpowK` for k iterations // of approximation of b^0.w function bpow(uint base, uint exp) internal pure returns (uint) { require(base >= MIN_BPOW_BASE); require(base <= MAX_BPOW_BASE); uint whole = bfloor(exp); uint remain = bsub(exp, whole); uint wholePow = bpowi(base, btoi(whole)); if (remain == 0) { return wholePow; } uint partialResult = bpowApprox(base, remain, BPOW_PRECISION); return bmul(wholePow, partialResult); } function bpowApprox(uint base, uint exp, uint precision) internal pure returns (uint) { // term 0: uint a = exp; (uint x, bool xneg) = bsubSign(base, BONE); uint term = BONE; uint sum = term; bool negative = false; // term(k) = numer / denom // = (product(a - i - 1, i=1-->k) * x^k) / (k!) // each iteration, multiply previous term by (a-(k-1)) * x / k // continue until term is less than precision for (uint i = 1; term >= precision; i++) { uint bigK = i * BONE; (uint c, bool cneg) = bsubSign(a, bsub(bigK, BONE)); term = bmul(term, bmul(c, x)); term = bdiv(term, bigK); if (term == 0) break; if (xneg) negative = !negative; if (cneg) negative = !negative; if (negative) { sum = bsub(sum, term); } else { sum = badd(sum, term); } } return sum; } }
// This program is free software: you can redistribute it and/or modify // it under the terms of the GNU General Public License as published by // the Free Software Foundation, either version 3 of the License, or // (at your option) any later version. // This program is distributed in the hope that it will be useful, // but WITHOUT ANY WARRANTY; without even the implied warranty of // MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the // GNU General Public License for more details. // You should have received a copy of the GNU General Public License // along with this program. If not, see <http://www.gnu.org/licenses/>. pragma solidity 0.5.12; import "./BNum.sol"; // Highly opinionated token implementation interface IERC20 { event Approval(address indexed src, address indexed dst, uint amt); event Transfer(address indexed src, address indexed dst, uint amt); function totalSupply() external view returns (uint); function balanceOf(address whom) external view returns (uint); function allowance(address src, address dst) external view returns (uint); function approve(address dst, uint amt) external returns (bool); function transfer(address dst, uint amt) external returns (bool); function transferFrom( address src, address dst, uint amt ) external returns (bool); } contract BTokenBase is BNum { mapping(address => uint) internal _balance; mapping(address => mapping(address=>uint)) internal _allowance; uint internal _totalSupply; event Approval(address indexed src, address indexed dst, uint amt); event Transfer(address indexed src, address indexed dst, uint amt); function _mint(uint amt) internal { _balance[address(this)] = badd(_balance[address(this)], amt); _totalSupply = badd(_totalSupply, amt); emit Transfer(address(0), address(this), amt); } function _burn(uint amt) internal { require(_balance[address(this)] >= amt); _balance[address(this)] = bsub(_balance[address(this)], amt); _totalSupply = bsub(_totalSupply, amt); emit Transfer(address(this), address(0), amt); } function _move(address src, address dst, uint amt) internal { require(_balance[src] >= amt); _balance[src] = bsub(_balance[src], amt); _balance[dst] = badd(_balance[dst], amt); emit Transfer(src, dst, amt); } function _push(address to, uint amt) internal { _move(address(this), to, amt); } function _pull(address from, uint amt) internal { _move(from, address(this), amt); } } contract BToken is BTokenBase, IERC20 { string private _name = "Cream Pool Token"; string private _symbol = "CRPT"; uint8 private _decimals = 18; function name() public view returns (string memory) { return _name; } function symbol() public view returns (string memory) { return _symbol; } function decimals() public view returns(uint8) { return _decimals; } function allowance(address src, address dst) external view returns (uint) { return _allowance[src][dst]; } function balanceOf(address whom) external view returns (uint) { return _balance[whom]; } function totalSupply() public view returns (uint) { return _totalSupply; } function approve(address dst, uint amt) external returns (bool) { _allowance[msg.sender][dst] = amt; emit Approval(msg.sender, dst, amt); return true; } function increaseApproval(address dst, uint amt) external returns (bool) { _allowance[msg.sender][dst] = badd(_allowance[msg.sender][dst], amt); emit Approval(msg.sender, dst, _allowance[msg.sender][dst]); return true; } function decreaseApproval(address dst, uint amt) external returns (bool) { uint oldValue = _allowance[msg.sender][dst]; if (amt > oldValue) { _allowance[msg.sender][dst] = 0; } else { _allowance[msg.sender][dst] = bsub(oldValue, amt); } emit Approval(msg.sender, dst, _allowance[msg.sender][dst]); return true; } function transfer(address dst, uint amt) external returns (bool) { _move(msg.sender, dst, amt); return true; } function transferFrom(address src, address dst, uint amt) external returns (bool) { require(msg.sender == src || amt <= _allowance[src][msg.sender]); _move(src, dst, amt); if (msg.sender != src && _allowance[src][msg.sender] != uint256(-1)) { _allowance[src][msg.sender] = bsub(_allowance[src][msg.sender], amt); emit Approval(msg.sender, dst, _allowance[src][msg.sender]); } return true; } }
Contract Security Audit
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Contract Creation Code
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Swarm Source
bzzr://993ab7d9193add493b90f3fbc114d124f2515ee3286bb646c67d794789a25cb0
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A token is a representation of an on-chain or off-chain asset. The token page shows information such as price, total supply, holders, transfers and social links. Learn more about this page in our Knowledge Base.