{"BColor.sol":{"content":"// This program is free software: you can redistribute it and/or modify\n// it under the terms of the GNU General Public License as published by\n// the Free Software Foundation, either version 3 of the License, or\n// (at your option) any later version.\n\n// This program is distributed in the hope that it will be useful,\n// but WITHOUT ANY WARRANTY; without even the implied warranty of\n// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the\n// GNU General Public License for more details.\n\n// You should have received a copy of the GNU General Public License\n// along with this program.  If not, see \u003chttp://www.gnu.org/licenses/\u003e.\n\npragma solidity 0.5.12;\n\ncontract BColor {\n    function getColor()\n        external view\n        returns (bytes32);\n}\n\ncontract BBronze is BColor {\n    function getColor()\n        external view\n        returns (bytes32) {\n            return bytes32(\"BRONZE\");\n        }\n}\n"},"BConst.sol":{"content":"// This program is free software: you can redistribute it and/or modify\n// it under the terms of the GNU General Public License as published by\n// the Free Software Foundation, either version 3 of the License, or\n// (at your option) any later version.\n\n// This program is distributed in the hope that it will be useful,\n// but WITHOUT ANY WARRANTY; without even the implied warranty of\n// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the\n// GNU General Public License for more details.\n\n// You should have received a copy of the GNU General Public License\n// along with this program.  If not, see \u003chttp://www.gnu.org/licenses/\u003e.\n\npragma solidity 0.5.12;\n\nimport \"./BColor.sol\";\n\ncontract BConst is BBronze {\n    uint public constant BONE              = 10**18;\n\n    uint public constant MIN_BOUND_TOKENS  = 2;\n    uint public constant MAX_BOUND_TOKENS  = 8;\n\n    uint public constant MIN_FEE           = BONE / 10**6;\n    uint public constant MAX_FEE           = BONE / 10;\n    uint public constant EXIT_FEE          = 0;\n\n    uint public constant MIN_WEIGHT        = BONE;\n    uint public constant MAX_WEIGHT        = BONE * 50;\n    uint public constant MAX_TOTAL_WEIGHT  = BONE * 50;\n    uint public constant MIN_BALANCE       = BONE / 10**12;\n\n    uint public constant INIT_POOL_SUPPLY  = BONE * 100;\n\n    uint public constant MIN_BPOW_BASE     = 1 wei;\n    uint public constant MAX_BPOW_BASE     = (2 * BONE) - 1 wei;\n    uint public constant BPOW_PRECISION    = BONE / 10**10;\n\n    uint public constant MAX_IN_RATIO      = BONE / 2;\n    uint public constant MAX_OUT_RATIO     = (BONE / 3) + 1 wei;\n}\n"},"BMath.sol":{"content":"// This program is free software: you can redistribute it and/or modify\n// it under the terms of the GNU General Public License as published by\n// the Free Software Foundation, either version 3 of the License, or\n// (at your option) any later version.\n\n// This program is distributed in the hope that it will be useful,\n// but WITHOUT ANY WARRANTY; without even the implied warranty of\n// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the\n// GNU General Public License for more details.\n\n// You should have received a copy of the GNU General Public License\n// along with this program.  If not, see \u003chttp://www.gnu.org/licenses/\u003e.\n\npragma solidity 0.5.12;\n\nimport \"./BNum.sol\";\n\ncontract BMath is BBronze, BConst, BNum {\n    /**********************************************************************************************\n    // calcSpotPrice                                                                             //\n    // sP = spotPrice                                                                            //\n    // bI = tokenBalanceIn                ( bI / wI )         1                                  //\n    // bO = tokenBalanceOut         sP =  -----------  *  ----------                             //\n    // wI = tokenWeightIn                 ( bO / wO )     ( 1 - sF )                             //\n    // wO = tokenWeightOut                                                                       //\n    // sF = swapFee                                                                              //\n    **********************************************************************************************/\n    function calcSpotPrice(\n        uint tokenBalanceIn,\n        uint tokenWeightIn,\n        uint tokenBalanceOut,\n        uint tokenWeightOut,\n        uint swapFee\n    )\n        public pure\n        returns (uint spotPrice)\n    {\n        uint numer = bdiv(tokenBalanceIn, tokenWeightIn);\n        uint denom = bdiv(tokenBalanceOut, tokenWeightOut);\n        uint ratio = bdiv(numer, denom);\n        uint scale = bdiv(BONE, bsub(BONE, swapFee));\n        return  (spotPrice = bmul(ratio, scale));\n    }\n\n    /**********************************************************************************************\n    // calcOutGivenIn                                                                            //\n    // aO = tokenAmountOut                                                                       //\n    // bO = tokenBalanceOut                                                                      //\n    // bI = tokenBalanceIn              /      /            bI             \\    (wI / wO) \\      //\n    // aI = tokenAmountIn    aO = bO * |  1 - | --------------------------  | ^            |     //\n    // wI = tokenWeightIn               \\      \\ ( bI + ( aI * ( 1 - sF )) /              /      //\n    // wO = tokenWeightOut                                                                       //\n    // sF = swapFee                                                                              //\n    **********************************************************************************************/\n    function calcOutGivenIn(\n        uint tokenBalanceIn,\n        uint tokenWeightIn,\n        uint tokenBalanceOut,\n        uint tokenWeightOut,\n        uint tokenAmountIn,\n        uint swapFee\n    )\n        public pure\n        returns (uint tokenAmountOut)\n    {\n        uint weightRatio = bdiv(tokenWeightIn, tokenWeightOut);\n        uint adjustedIn = bsub(BONE, swapFee);\n        adjustedIn = bmul(tokenAmountIn, adjustedIn);\n        uint y = bdiv(tokenBalanceIn, badd(tokenBalanceIn, adjustedIn));\n        uint foo = bpow(y, weightRatio);\n        uint bar = bsub(BONE, foo);\n        tokenAmountOut = bmul(tokenBalanceOut, bar);\n        return tokenAmountOut;\n    }\n\n    /**********************************************************************************************\n    // calcInGivenOut                                                                            //\n    // aI = tokenAmountIn                                                                        //\n    // bO = tokenBalanceOut               /  /     bO      \\    (wO / wI)      \\                 //\n    // bI = tokenBalanceIn          bI * |  | ------------  | ^            - 1  |                //\n    // aO = tokenAmountOut    aI =        \\  \\ ( bO - aO ) /                   /                 //\n    // wI = tokenWeightIn           --------------------------------------------                 //\n    // wO = tokenWeightOut                          ( 1 - sF )                                   //\n    // sF = swapFee                                                                              //\n    **********************************************************************************************/\n    function calcInGivenOut(\n        uint tokenBalanceIn,\n        uint tokenWeightIn,\n        uint tokenBalanceOut,\n        uint tokenWeightOut,\n        uint tokenAmountOut,\n        uint swapFee\n    )\n        public pure\n        returns (uint tokenAmountIn)\n    {\n        uint weightRatio = bdiv(tokenWeightOut, tokenWeightIn);\n        uint diff = bsub(tokenBalanceOut, tokenAmountOut);\n        uint y = bdiv(tokenBalanceOut, diff);\n        uint foo = bpow(y, weightRatio);\n        foo = bsub(foo, BONE);\n        tokenAmountIn = bsub(BONE, swapFee);\n        tokenAmountIn = bdiv(bmul(tokenBalanceIn, foo), tokenAmountIn);\n        return tokenAmountIn;\n    }\n\n    /**********************************************************************************************\n    // calcPoolOutGivenSingleIn                                                                  //\n    // pAo = poolAmountOut         /                                              \\              //\n    // tAi = tokenAmountIn        ///      /     //    wI \\      \\\\       \\     wI \\             //\n    // wI = tokenWeightIn        //| tAi *| 1 - || 1 - --  | * sF || + tBi \\    --  \\            //\n    // tW = totalWeight     pAo=||  \\      \\     \\\\    tW /      //         | ^ tW   | * pS - pS //\n    // tBi = tokenBalanceIn      \\\\  ------------------------------------- /        /            //\n    // pS = poolSupply            \\\\                    tBi               /        /             //\n    // sF = swapFee                \\                                              /              //\n    **********************************************************************************************/\n    function calcPoolOutGivenSingleIn(\n        uint tokenBalanceIn,\n        uint tokenWeightIn,\n        uint poolSupply,\n        uint totalWeight,\n        uint tokenAmountIn,\n        uint swapFee\n    )\n        public pure\n        returns (uint poolAmountOut)\n    {\n        // Charge the trading fee for the proportion of tokenAi\n        ///  which is implicitly traded to the other pool tokens.\n        // That proportion is (1- weightTokenIn)\n        // tokenAiAfterFee = tAi * (1 - (1-weightTi) * poolFee);\n        uint normalizedWeight = bdiv(tokenWeightIn, totalWeight);\n        uint zaz = bmul(bsub(BONE, normalizedWeight), swapFee); \n        uint tokenAmountInAfterFee = bmul(tokenAmountIn, bsub(BONE, zaz));\n\n        uint newTokenBalanceIn = badd(tokenBalanceIn, tokenAmountInAfterFee);\n        uint tokenInRatio = bdiv(newTokenBalanceIn, tokenBalanceIn);\n\n        // uint newPoolSupply = (ratioTi ^ weightTi) * poolSupply;\n        uint poolRatio = bpow(tokenInRatio, normalizedWeight);\n        uint newPoolSupply = bmul(poolRatio, poolSupply);\n        poolAmountOut = bsub(newPoolSupply, poolSupply);\n        return poolAmountOut;\n    }\n\n    /**********************************************************************************************\n    // calcSingleInGivenPoolOut                                                                  //\n    // tAi = tokenAmountIn              //(pS + pAo)\\     /    1    \\\\                           //\n    // pS = poolSupply                 || ---------  | ^ | --------- || * bI - bI                //\n    // pAo = poolAmountOut              \\\\    pS    /     \\(wI / tW)//                           //\n    // bI = balanceIn          tAi =  --------------------------------------------               //\n    // wI = weightIn                              /      wI  \\                                   //\n    // tW = totalWeight                          |  1 - ----  |  * sF                            //\n    // sF = swapFee                               \\      tW  /                                   //\n    **********************************************************************************************/\n    function calcSingleInGivenPoolOut(\n        uint tokenBalanceIn,\n        uint tokenWeightIn,\n        uint poolSupply,\n        uint totalWeight,\n        uint poolAmountOut,\n        uint swapFee\n    )\n        public pure\n        returns (uint tokenAmountIn)\n    {\n        uint normalizedWeight = bdiv(tokenWeightIn, totalWeight);\n        uint newPoolSupply = badd(poolSupply, poolAmountOut);\n        uint poolRatio = bdiv(newPoolSupply, poolSupply);\n      \n        //uint newBalTi = poolRatio^(1/weightTi) * balTi;\n        uint boo = bdiv(BONE, normalizedWeight); \n        uint tokenInRatio = bpow(poolRatio, boo);\n        uint newTokenBalanceIn = bmul(tokenInRatio, tokenBalanceIn);\n        uint tokenAmountInAfterFee = bsub(newTokenBalanceIn, tokenBalanceIn);\n        // Do reverse order of fees charged in joinswap_ExternAmountIn, this way \n        //     ``` pAo == joinswap_ExternAmountIn(Ti, joinswap_PoolAmountOut(pAo, Ti)) ```\n        //uint tAi = tAiAfterFee / (1 - (1-weightTi) * swapFee) ;\n        uint zar = bmul(bsub(BONE, normalizedWeight), swapFee);\n        tokenAmountIn = bdiv(tokenAmountInAfterFee, bsub(BONE, zar));\n        return tokenAmountIn;\n    }\n\n    /**********************************************************************************************\n    // calcSingleOutGivenPoolIn                                                                  //\n    // tAo = tokenAmountOut            /      /                                             \\\\   //\n    // bO = tokenBalanceOut           /      // pS - (pAi * (1 - eF)) \\     /    1    \\      \\\\  //\n    // pAi = poolAmountIn            | bO - || ----------------------- | ^ | --------- | * b0 || //\n    // ps = poolSupply                \\      \\\\          pS           /     \\(wO / tW)/      //  //\n    // wI = tokenWeightIn      tAo =   \\      \\                                             //   //\n    // tW = totalWeight                    /     /      wO \\       \\                             //\n    // sF = swapFee                    *  | 1 - |  1 - ---- | * sF  |                            //\n    // eF = exitFee                        \\     \\      tW /       /                             //\n    **********************************************************************************************/\n    function calcSingleOutGivenPoolIn(\n        uint tokenBalanceOut,\n        uint tokenWeightOut,\n        uint poolSupply,\n        uint totalWeight,\n        uint poolAmountIn,\n        uint swapFee\n    )\n        public pure\n        returns (uint tokenAmountOut)\n    {\n        uint normalizedWeight = bdiv(tokenWeightOut, totalWeight);\n        // charge exit fee on the pool token side\n        // pAiAfterExitFee = pAi*(1-exitFee)\n        uint poolAmountInAfterExitFee = bmul(poolAmountIn, bsub(BONE, EXIT_FEE));\n        uint newPoolSupply = bsub(poolSupply, poolAmountInAfterExitFee);\n        uint poolRatio = bdiv(newPoolSupply, poolSupply);\n     \n        // newBalTo = poolRatio^(1/weightTo) * balTo;\n        uint tokenOutRatio = bpow(poolRatio, bdiv(BONE, normalizedWeight));\n        uint newTokenBalanceOut = bmul(tokenOutRatio, tokenBalanceOut);\n\n        uint tokenAmountOutBeforeSwapFee = bsub(tokenBalanceOut, newTokenBalanceOut);\n\n        // charge swap fee on the output token side \n        //uint tAo = tAoBeforeSwapFee * (1 - (1-weightTo) * swapFee)\n        uint zaz = bmul(bsub(BONE, normalizedWeight), swapFee); \n        tokenAmountOut = bmul(tokenAmountOutBeforeSwapFee, bsub(BONE, zaz));\n        return tokenAmountOut;\n    }\n\n    /**********************************************************************************************\n    // calcPoolInGivenSingleOut                                                                  //\n    // pAi = poolAmountIn               // /               tAo             \\\\     / wO \\     \\   //\n    // bO = tokenBalanceOut            // | bO - -------------------------- |\\   | ---- |     \\  //\n    // tAo = tokenAmountOut      pS - ||   \\     1 - ((1 - (tO / tW)) * sF)/  | ^ \\ tW /  * pS | //\n    // ps = poolSupply                 \\\\ -----------------------------------/                /  //\n    // wO = tokenWeightOut  pAi =       \\\\               bO                 /                /   //\n    // tW = totalWeight           -------------------------------------------------------------  //\n    // sF = swapFee                                        ( 1 - eF )                            //\n    // eF = exitFee                                                                              //\n    **********************************************************************************************/\n    function calcPoolInGivenSingleOut(\n        uint tokenBalanceOut,\n        uint tokenWeightOut,\n        uint poolSupply,\n        uint totalWeight,\n        uint tokenAmountOut,\n        uint swapFee\n    )\n        public pure\n        returns (uint poolAmountIn)\n    {\n\n        // charge swap fee on the output token side \n        uint normalizedWeight = bdiv(tokenWeightOut, totalWeight);\n        //uint tAoBeforeSwapFee = tAo / (1 - (1-weightTo) * swapFee) ;\n        uint zoo = bsub(BONE, normalizedWeight);\n        uint zar = bmul(zoo, swapFee); \n        uint tokenAmountOutBeforeSwapFee = bdiv(tokenAmountOut, bsub(BONE, zar));\n\n        uint newTokenBalanceOut = bsub(tokenBalanceOut, tokenAmountOutBeforeSwapFee);\n        uint tokenOutRatio = bdiv(newTokenBalanceOut, tokenBalanceOut);\n\n        //uint newPoolSupply = (ratioTo ^ weightTo) * poolSupply;\n        uint poolRatio = bpow(tokenOutRatio, normalizedWeight);\n        uint newPoolSupply = bmul(poolRatio, poolSupply);\n        uint poolAmountInAfterExitFee = bsub(poolSupply, newPoolSupply);\n\n        // charge exit fee on the pool token side\n        // pAi = pAiAfterExitFee/(1-exitFee)\n        poolAmountIn = bdiv(poolAmountInAfterExitFee, bsub(BONE, EXIT_FEE));\n        return poolAmountIn;\n    }\n\n\n}\n"},"BNum.sol":{"content":"// This program is free software: you can redistribute it and/or modify\n// it under the terms of the GNU General Public License as published by\n// the Free Software Foundation, either version 3 of the License, or\n// (at your option) any later version.\n\n// This program is distributed in the hope that it will be useful,\n// but WITHOUT ANY WARRANTY; without even the implied warranty of\n// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the\n// GNU General Public License for more details.\n\n// You should have received a copy of the GNU General Public License\n// along with this program.  If not, see \u003chttp://www.gnu.org/licenses/\u003e.\n\npragma solidity 0.5.12;\n\nimport \"./BConst.sol\";\n\ncontract BNum is BConst {\n\n    function btoi(uint a)\n        internal pure \n        returns (uint)\n    {\n        return a / BONE;\n    }\n\n    function bfloor(uint a)\n        internal pure\n        returns (uint)\n    {\n        return btoi(a) * BONE;\n    }\n\n    function badd(uint a, uint b)\n        internal pure\n        returns (uint)\n    {\n        uint c = a + b;\n        require(c \u003e= a, \"ERR_ADD_OVERFLOW\");\n        return c;\n    }\n\n    function bsub(uint a, uint b)\n        internal pure\n        returns (uint)\n    {\n        (uint c, bool flag) = bsubSign(a, b);\n        require(!flag, \"ERR_SUB_UNDERFLOW\");\n        return c;\n    }\n\n    function bsubSign(uint a, uint b)\n        internal pure\n        returns (uint, bool)\n    {\n        if (a \u003e= b) {\n            return (a - b, false);\n        } else {\n            return (b - a, true);\n        }\n    }\n\n    function bmul(uint a, uint b)\n        internal pure\n        returns (uint)\n    {\n        uint c0 = a * b;\n        require(a == 0 || c0 / a == b, \"ERR_MUL_OVERFLOW\");\n        uint c1 = c0 + (BONE / 2);\n        require(c1 \u003e= c0, \"ERR_MUL_OVERFLOW\");\n        uint c2 = c1 / BONE;\n        return c2;\n    }\n\n    function bdiv(uint a, uint b)\n        internal pure\n        returns (uint)\n    {\n        require(b != 0, \"ERR_DIV_ZERO\");\n        uint c0 = a * BONE;\n        require(a == 0 || c0 / a == BONE, \"ERR_DIV_INTERNAL\"); // bmul overflow\n        uint c1 = c0 + (b / 2);\n        require(c1 \u003e= c0, \"ERR_DIV_INTERNAL\"); //  badd require\n        uint c2 = c1 / b;\n        return c2;\n    }\n\n    // DSMath.wpow\n    function bpowi(uint a, uint n)\n        internal pure\n        returns (uint)\n    {\n        uint z = n % 2 != 0 ? a : BONE;\n\n        for (n /= 2; n != 0; n /= 2) {\n            a = bmul(a, a);\n\n            if (n % 2 != 0) {\n                z = bmul(z, a);\n            }\n        }\n        return z;\n    }\n\n    // Compute b^(e.w) by splitting it into (b^e)*(b^0.w).\n    // Use `bpowi` for `b^e` and `bpowK` for k iterations\n    // of approximation of b^0.w\n    function bpow(uint base, uint exp)\n        internal pure\n        returns (uint)\n    {\n        require(base \u003e= MIN_BPOW_BASE, \"ERR_BPOW_BASE_TOO_LOW\");\n        require(base \u003c= MAX_BPOW_BASE, \"ERR_BPOW_BASE_TOO_HIGH\");\n\n        uint whole  = bfloor(exp);   \n        uint remain = bsub(exp, whole);\n\n        uint wholePow = bpowi(base, btoi(whole));\n\n        if (remain == 0) {\n            return wholePow;\n        }\n\n        uint partialResult = bpowApprox(base, remain, BPOW_PRECISION);\n        return bmul(wholePow, partialResult);\n    }\n\n    function bpowApprox(uint base, uint exp, uint precision)\n        internal pure\n        returns (uint)\n    {\n        // term 0:\n        uint a     = exp;\n        (uint x, bool xneg)  = bsubSign(base, BONE);\n        uint term = BONE;\n        uint sum   = term;\n        bool negative = false;\n\n\n        // term(k) = numer / denom \n        //         = (product(a - i - 1, i=1--\u003ek) * x^k) / (k!)\n        // each iteration, multiply previous term by (a-(k-1)) * x / k\n        // continue until term is less than precision\n        for (uint i = 1; term \u003e= precision; i++) {\n            uint bigK = i * BONE;\n            (uint c, bool cneg) = bsubSign(a, bsub(bigK, BONE));\n            term = bmul(term, bmul(c, x));\n            term = bdiv(term, bigK);\n            if (term == 0) break;\n\n            if (xneg) negative = !negative;\n            if (cneg) negative = !negative;\n            if (negative) {\n                sum = bsub(sum, term);\n            } else {\n                sum = badd(sum, term);\n            }\n        }\n\n        return sum;\n    }\n\n}\n"},"BPool.sol":{"content":"// This program is free software: you can redistribute it and/or modify\n// it under the terms of the GNU General Public License as published by\n// the Free Software Foundation, either version 3 of the License, or\n// (at your option) any later version.\n\n// This program is distributed in the hope that it will be useful,\n// but WITHOUT ANY WARRANTY; without even the implied warranty of\n// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the\n// GNU General Public License for more details.\n\n// You should have received a copy of the GNU General Public License\n// along with this program.  If not, see \u003chttp://www.gnu.org/licenses/\u003e.\n\npragma solidity 0.5.12;\n\nimport \"./BToken.sol\";\nimport \"./BMath.sol\";\n\ncontract BPool is BBronze, BToken, BMath {\n\n    struct Record {\n        bool bound;   // is token bound to pool\n        uint index;   // private\n        uint denorm;  // denormalized weight\n        uint balance;\n    }\n\n    event LOG_SWAP(\n        address indexed caller,\n        address indexed tokenIn,\n        address indexed tokenOut,\n        uint256         tokenAmountIn,\n        uint256         tokenAmountOut\n    );\n\n    event LOG_JOIN(\n        address indexed caller,\n        address indexed tokenIn,\n        uint256         tokenAmountIn\n    );\n\n    event LOG_EXIT(\n        address indexed caller,\n        address indexed tokenOut,\n        uint256         tokenAmountOut\n    );\n\n    event LOG_CALL(\n        bytes4  indexed sig,\n        address indexed caller,\n        bytes           data\n    ) anonymous;\n\n    modifier _logs_() {\n        emit LOG_CALL(msg.sig, msg.sender, msg.data);\n        _;\n    }\n\n    modifier _lock_() {\n        require(!_mutex, \"ERR_REENTRY\");\n        _mutex = true;\n        _;\n        _mutex = false;\n    }\n\n    modifier _viewlock_() {\n        require(!_mutex, \"ERR_REENTRY\");\n        _;\n    }\n\n    bool private _mutex;\n\n    address private _factory;    // BFactory address to push token exitFee to\n    address private _controller; // has CONTROL role\n    bool private _publicSwap; // true if PUBLIC can call SWAP functions\n\n    // `setSwapFee` and `finalize` require CONTROL\n    // `finalize` sets `PUBLIC can SWAP`, `PUBLIC can JOIN`\n    uint private _swapFee;\n    bool private _finalized;\n\n    address[] private _tokens;\n    mapping(address=\u003eRecord) private  _records;\n    uint private _totalWeight;\n\n    constructor() public {\n        _controller = msg.sender;\n        _factory = msg.sender;\n        _swapFee = MIN_FEE;\n        _publicSwap = false;\n        _finalized = false;\n    }\n\n    function isPublicSwap()\n        external view\n        returns (bool)\n    {\n        return _publicSwap;\n    }\n\n    function isFinalized()\n        external view\n        returns (bool)\n    {\n        return _finalized;\n    }\n\n    function isBound(address t)\n        external view\n        returns (bool)\n    {\n        return _records[t].bound;\n    }\n\n    function getNumTokens()\n        external view\n        returns (uint) \n    {\n        return _tokens.length;\n    }\n\n    function getCurrentTokens()\n        external view _viewlock_\n        returns (address[] memory tokens)\n    {\n        return _tokens;\n    }\n\n    function getFinalTokens()\n        external view\n        _viewlock_\n        returns (address[] memory tokens)\n    {\n        require(_finalized, \"ERR_NOT_FINALIZED\");\n        return _tokens;\n    }\n\n    function getDenormalizedWeight(address token)\n        external view\n        _viewlock_\n        returns (uint)\n    {\n\n        require(_records[token].bound, \"ERR_NOT_BOUND\");\n        return _records[token].denorm;\n    }\n\n    function getTotalDenormalizedWeight()\n        external view\n        _viewlock_\n        returns (uint)\n    {\n        return _totalWeight;\n    }\n\n    function getNormalizedWeight(address token)\n        external view\n        _viewlock_\n        returns (uint)\n    {\n\n        require(_records[token].bound, \"ERR_NOT_BOUND\");\n        uint denorm = _records[token].denorm;\n        return bdiv(denorm, _totalWeight);\n    }\n\n    function getBalance(address token)\n        external view\n        _viewlock_\n        returns (uint)\n    {\n\n        require(_records[token].bound, \"ERR_NOT_BOUND\");\n        return _records[token].balance;\n    }\n\n    function getSwapFee()\n        external view\n        _viewlock_\n        returns (uint)\n    {\n        return _swapFee;\n    }\n\n    function getController()\n        external view\n        _viewlock_\n        returns (address)\n    {\n        return _controller;\n    }\n\n    function setSwapFee(uint swapFee)\n        external\n        _logs_\n        _lock_\n    { \n        require(!_finalized, \"ERR_IS_FINALIZED\");\n        require(msg.sender == _controller, \"ERR_NOT_CONTROLLER\");\n        require(swapFee \u003e= MIN_FEE, \"ERR_MIN_FEE\");\n        require(swapFee \u003c= MAX_FEE, \"ERR_MAX_FEE\");\n        _swapFee = swapFee;\n    }\n\n    function setController(address manager)\n        external\n        _logs_\n        _lock_\n    {\n        require(msg.sender == _controller, \"ERR_NOT_CONTROLLER\");\n        _controller = manager;\n    }\n\n    function setPublicSwap(bool public_)\n        external\n        _logs_\n        _lock_\n    {\n        require(!_finalized, \"ERR_IS_FINALIZED\");\n        require(msg.sender == _controller, \"ERR_NOT_CONTROLLER\");\n        _publicSwap = public_;\n    }\n\n    function finalize()\n        external\n        _logs_\n        _lock_\n    {\n        require(msg.sender == _controller, \"ERR_NOT_CONTROLLER\");\n        require(!_finalized, \"ERR_IS_FINALIZED\");\n        require(_tokens.length \u003e= MIN_BOUND_TOKENS, \"ERR_MIN_TOKENS\");\n\n        _finalized = true;\n        _publicSwap = true;\n\n        _mintPoolShare(INIT_POOL_SUPPLY);\n        _pushPoolShare(msg.sender, INIT_POOL_SUPPLY);\n    }\n\n\n    function bind(address token, uint balance, uint denorm)\n        external\n        _logs_\n        // _lock_  Bind does not lock because it jumps to `rebind`, which does\n    {\n        require(msg.sender == _controller, \"ERR_NOT_CONTROLLER\");\n        require(!_records[token].bound, \"ERR_IS_BOUND\");\n        require(!_finalized, \"ERR_IS_FINALIZED\");\n\n        require(_tokens.length \u003c MAX_BOUND_TOKENS, \"ERR_MAX_TOKENS\");\n\n        _records[token] = Record({\n            bound: true,\n            index: _tokens.length,\n            denorm: 0,    // balance and denorm will be validated\n            balance: 0   // and set by `rebind`\n        });\n        _tokens.push(token);\n        rebind(token, balance, denorm);\n    }\n\n    function rebind(address token, uint balance, uint denorm)\n        public\n        _logs_\n        _lock_\n    {\n\n        require(msg.sender == _controller, \"ERR_NOT_CONTROLLER\");\n        require(_records[token].bound, \"ERR_NOT_BOUND\");\n        require(!_finalized, \"ERR_IS_FINALIZED\");\n\n        require(denorm \u003e= MIN_WEIGHT, \"ERR_MIN_WEIGHT\");\n        require(denorm \u003c= MAX_WEIGHT, \"ERR_MAX_WEIGHT\");\n        require(balance \u003e= MIN_BALANCE, \"ERR_MIN_BALANCE\");\n\n        // Adjust the denorm and totalWeight\n        uint oldWeight = _records[token].denorm;\n        if (denorm \u003e oldWeight) {\n            _totalWeight = badd(_totalWeight, bsub(denorm, oldWeight));\n            require(_totalWeight \u003c= MAX_TOTAL_WEIGHT, \"ERR_MAX_TOTAL_WEIGHT\");\n        } else if (denorm \u003c oldWeight) {\n            _totalWeight = bsub(_totalWeight, bsub(oldWeight, denorm));\n        }        \n        _records[token].denorm = denorm;\n\n        // Adjust the balance record and actual token balance\n        uint oldBalance = _records[token].balance;\n        _records[token].balance = balance;\n        if (balance \u003e oldBalance) {\n            _pullUnderlying(token, msg.sender, bsub(balance, oldBalance));\n        } else if (balance \u003c oldBalance) {\n            // In this case liquidity is being withdrawn, so charge EXIT_FEE\n            uint tokenBalanceWithdrawn = bsub(oldBalance, balance);\n            uint tokenExitFee = bmul(tokenBalanceWithdrawn, EXIT_FEE);\n            _pushUnderlying(token, msg.sender, bsub(tokenBalanceWithdrawn, tokenExitFee));\n            _pushUnderlying(token, _factory, tokenExitFee);\n        }\n    }\n\n    function unbind(address token)\n        external\n        _logs_\n        _lock_\n    {\n\n        require(msg.sender == _controller, \"ERR_NOT_CONTROLLER\");\n        require(_records[token].bound, \"ERR_NOT_BOUND\");\n        require(!_finalized, \"ERR_IS_FINALIZED\");\n\n        uint tokenBalance = _records[token].balance;\n        uint tokenExitFee = bmul(tokenBalance, EXIT_FEE);\n\n        _totalWeight = bsub(_totalWeight, _records[token].denorm);\n\n        // Swap the token-to-unbind with the last token,\n        // then delete the last token\n        uint index = _records[token].index;\n        uint last = _tokens.length - 1;\n        _tokens[index] = _tokens[last];\n        _records[_tokens[index]].index = index;\n        _tokens.pop();\n        _records[token] = Record({\n            bound: false,\n            index: 0,\n            denorm: 0,\n            balance: 0\n        });\n\n        _pushUnderlying(token, msg.sender, bsub(tokenBalance, tokenExitFee));\n        _pushUnderlying(token, _factory, tokenExitFee);\n    }\n\n    // Absorb any tokens that have been sent to this contract into the pool\n    function gulp(address token)\n        external\n        _logs_\n        _lock_\n    {\n        require(_records[token].bound, \"ERR_NOT_BOUND\");\n        _records[token].balance = IERC20(token).balanceOf(address(this));\n    }\n\n    function getSpotPrice(address tokenIn, address tokenOut)\n        external view\n        _viewlock_\n        returns (uint spotPrice)\n    {\n        require(_records[tokenIn].bound, \"ERR_NOT_BOUND\");\n        require(_records[tokenOut].bound, \"ERR_NOT_BOUND\");\n        Record storage inRecord = _records[tokenIn];\n        Record storage outRecord = _records[tokenOut];\n        return calcSpotPrice(inRecord.balance, inRecord.denorm, outRecord.balance, outRecord.denorm, _swapFee);\n    }\n\n    function getSpotPriceSansFee(address tokenIn, address tokenOut)\n        external view\n        _viewlock_\n        returns (uint spotPrice)\n    {\n        require(_records[tokenIn].bound, \"ERR_NOT_BOUND\");\n        require(_records[tokenOut].bound, \"ERR_NOT_BOUND\");\n        Record storage inRecord = _records[tokenIn];\n        Record storage outRecord = _records[tokenOut];\n        return calcSpotPrice(inRecord.balance, inRecord.denorm, outRecord.balance, outRecord.denorm, 0);\n    }\n\n    function joinPool(uint poolAmountOut, uint[] calldata maxAmountsIn)\n        external\n        _logs_\n        _lock_\n    {\n        require(_finalized, \"ERR_NOT_FINALIZED\");\n\n        uint poolTotal = totalSupply();\n        uint ratio = bdiv(poolAmountOut, poolTotal);\n        require(ratio != 0, \"ERR_MATH_APPROX\");\n\n        for (uint i = 0; i \u003c _tokens.length; i++) {\n            address t = _tokens[i];\n            uint bal = _records[t].balance;\n            uint tokenAmountIn = bmul(ratio, bal);\n            require(tokenAmountIn != 0, \"ERR_MATH_APPROX\");\n            require(tokenAmountIn \u003c= maxAmountsIn[i], \"ERR_LIMIT_IN\");\n            _records[t].balance = badd(_records[t].balance, tokenAmountIn);\n            emit LOG_JOIN(msg.sender, t, tokenAmountIn);\n            _pullUnderlying(t, msg.sender, tokenAmountIn);\n        }\n        _mintPoolShare(poolAmountOut);\n        _pushPoolShare(msg.sender, poolAmountOut);\n    }\n\n    function exitPool(uint poolAmountIn, uint[] calldata minAmountsOut)\n        external\n        _logs_\n        _lock_\n    {\n        require(_finalized, \"ERR_NOT_FINALIZED\");\n\n        uint poolTotal = totalSupply();\n        uint exitFee = bmul(poolAmountIn, EXIT_FEE);\n        uint pAiAfterExitFee = bsub(poolAmountIn, exitFee);\n        uint ratio = bdiv(pAiAfterExitFee, poolTotal);\n        require(ratio != 0, \"ERR_MATH_APPROX\");\n\n        _pullPoolShare(msg.sender, poolAmountIn);\n        _pushPoolShare(_factory, exitFee);\n        _burnPoolShare(pAiAfterExitFee);\n\n        for (uint i = 0; i \u003c _tokens.length; i++) {\n            address t = _tokens[i];\n            uint bal = _records[t].balance;\n            uint tokenAmountOut = bmul(ratio, bal);\n            require(tokenAmountOut != 0, \"ERR_MATH_APPROX\");\n            require(tokenAmountOut \u003e= minAmountsOut[i], \"ERR_LIMIT_OUT\");\n            _records[t].balance = bsub(_records[t].balance, tokenAmountOut);\n            emit LOG_EXIT(msg.sender, t, tokenAmountOut);\n            _pushUnderlying(t, msg.sender, tokenAmountOut);\n        }\n\n    }\n\n\n    function swapExactAmountIn(\n        address tokenIn,\n        uint tokenAmountIn,\n        address tokenOut,\n        uint minAmountOut,\n        uint maxPrice\n    )\n        external\n        _logs_\n        _lock_\n        returns (uint tokenAmountOut, uint spotPriceAfter)\n    {\n\n        require(_records[tokenIn].bound, \"ERR_NOT_BOUND\");\n        require(_records[tokenOut].bound, \"ERR_NOT_BOUND\");\n        require(_publicSwap, \"ERR_SWAP_NOT_PUBLIC\");\n\n        Record storage inRecord = _records[address(tokenIn)];\n        Record storage outRecord = _records[address(tokenOut)];\n\n        require(tokenAmountIn \u003c= bmul(inRecord.balance, MAX_IN_RATIO), \"ERR_MAX_IN_RATIO\");\n\n        uint spotPriceBefore = calcSpotPrice(\n                                    inRecord.balance,\n                                    inRecord.denorm,\n                                    outRecord.balance,\n                                    outRecord.denorm,\n                                    _swapFee\n                                );\n        require(spotPriceBefore \u003c= maxPrice, \"ERR_BAD_LIMIT_PRICE\");\n\n        tokenAmountOut = calcOutGivenIn(\n                            inRecord.balance,\n                            inRecord.denorm,\n                            outRecord.balance,\n                            outRecord.denorm,\n                            tokenAmountIn,\n                            _swapFee\n                        );\n        require(tokenAmountOut \u003e= minAmountOut, \"ERR_LIMIT_OUT\");\n\n        inRecord.balance = badd(inRecord.balance, tokenAmountIn);\n        outRecord.balance = bsub(outRecord.balance, tokenAmountOut);\n\n        spotPriceAfter = calcSpotPrice(\n                                inRecord.balance,\n                                inRecord.denorm,\n                                outRecord.balance,\n                                outRecord.denorm,\n                                _swapFee\n                            );\n        require(spotPriceAfter \u003e= spotPriceBefore, \"ERR_MATH_APPROX\");     \n        require(spotPriceAfter \u003c= maxPrice, \"ERR_LIMIT_PRICE\");\n        require(spotPriceBefore \u003c= bdiv(tokenAmountIn, tokenAmountOut), \"ERR_MATH_APPROX\");\n\n        emit LOG_SWAP(msg.sender, tokenIn, tokenOut, tokenAmountIn, tokenAmountOut);\n\n        _pullUnderlying(tokenIn, msg.sender, tokenAmountIn);\n        _pushUnderlying(tokenOut, msg.sender, tokenAmountOut);\n\n        return (tokenAmountOut, spotPriceAfter);\n    }\n\n    function swapExactAmountOut(\n        address tokenIn,\n        uint maxAmountIn,\n        address tokenOut,\n        uint tokenAmountOut,\n        uint maxPrice\n    )\n        external\n        _logs_\n        _lock_ \n        returns (uint tokenAmountIn, uint spotPriceAfter)\n    {\n        require(_records[tokenIn].bound, \"ERR_NOT_BOUND\");\n        require(_records[tokenOut].bound, \"ERR_NOT_BOUND\");\n        require(_publicSwap, \"ERR_SWAP_NOT_PUBLIC\");\n\n        Record storage inRecord = _records[address(tokenIn)];\n        Record storage outRecord = _records[address(tokenOut)];\n\n        require(tokenAmountOut \u003c= bmul(outRecord.balance, MAX_OUT_RATIO), \"ERR_MAX_OUT_RATIO\");\n\n        uint spotPriceBefore = calcSpotPrice(\n                                    inRecord.balance,\n                                    inRecord.denorm,\n                                    outRecord.balance,\n                                    outRecord.denorm,\n                                    _swapFee\n                                );\n        require(spotPriceBefore \u003c= maxPrice, \"ERR_BAD_LIMIT_PRICE\");\n\n        tokenAmountIn = calcInGivenOut(\n                            inRecord.balance,\n                            inRecord.denorm,\n                            outRecord.balance,\n                            outRecord.denorm,\n                            tokenAmountOut,\n                            _swapFee\n                        );\n        require(tokenAmountIn \u003c= maxAmountIn, \"ERR_LIMIT_IN\");\n\n        inRecord.balance = badd(inRecord.balance, tokenAmountIn);\n        outRecord.balance = bsub(outRecord.balance, tokenAmountOut);\n\n        spotPriceAfter = calcSpotPrice(\n                                inRecord.balance,\n                                inRecord.denorm,\n                                outRecord.balance,\n                                outRecord.denorm,\n                                _swapFee\n                            );\n        require(spotPriceAfter \u003e= spotPriceBefore, \"ERR_MATH_APPROX\");\n        require(spotPriceAfter \u003c= maxPrice, \"ERR_LIMIT_PRICE\");\n        require(spotPriceBefore \u003c= bdiv(tokenAmountIn, tokenAmountOut), \"ERR_MATH_APPROX\");\n\n        emit LOG_SWAP(msg.sender, tokenIn, tokenOut, tokenAmountIn, tokenAmountOut);\n\n        _pullUnderlying(tokenIn, msg.sender, tokenAmountIn);\n        _pushUnderlying(tokenOut, msg.sender, tokenAmountOut);\n\n        return (tokenAmountIn, spotPriceAfter);\n    }\n\n\n    function joinswapExternAmountIn(address tokenIn, uint tokenAmountIn, uint minPoolAmountOut)\n        external\n        _logs_\n        _lock_\n        returns (uint poolAmountOut)\n\n    {        \n        require(_finalized, \"ERR_NOT_FINALIZED\");\n        require(_records[tokenIn].bound, \"ERR_NOT_BOUND\");\n        require(tokenAmountIn \u003c= bmul(_records[tokenIn].balance, MAX_IN_RATIO), \"ERR_MAX_IN_RATIO\");\n\n        Record storage inRecord = _records[tokenIn];\n\n        poolAmountOut = calcPoolOutGivenSingleIn(\n                            inRecord.balance,\n                            inRecord.denorm,\n                            _totalSupply,\n                            _totalWeight,\n                            tokenAmountIn,\n                            _swapFee\n                        );\n\n        require(poolAmountOut \u003e= minPoolAmountOut, \"ERR_LIMIT_OUT\");\n\n        inRecord.balance = badd(inRecord.balance, tokenAmountIn);\n\n        emit LOG_JOIN(msg.sender, tokenIn, tokenAmountIn);\n\n        _mintPoolShare(poolAmountOut);\n        _pushPoolShare(msg.sender, poolAmountOut);\n        _pullUnderlying(tokenIn, msg.sender, tokenAmountIn);\n\n        return poolAmountOut;\n    }\n\n    function joinswapPoolAmountOut(address tokenIn, uint poolAmountOut, uint maxAmountIn)\n        external\n        _logs_\n        _lock_\n        returns (uint tokenAmountIn)\n    {\n        require(_finalized, \"ERR_NOT_FINALIZED\");\n        require(_records[tokenIn].bound, \"ERR_NOT_BOUND\");\n\n        Record storage inRecord = _records[tokenIn];\n\n        tokenAmountIn = calcSingleInGivenPoolOut(\n                            inRecord.balance,\n                            inRecord.denorm,\n                            _totalSupply,\n                            _totalWeight,\n                            poolAmountOut,\n                            _swapFee\n                        );\n\n        require(tokenAmountIn != 0, \"ERR_MATH_APPROX\");\n        require(tokenAmountIn \u003c= maxAmountIn, \"ERR_LIMIT_IN\");\n        \n        require(tokenAmountIn \u003c= bmul(_records[tokenIn].balance, MAX_IN_RATIO), \"ERR_MAX_IN_RATIO\");\n\n        inRecord.balance = badd(inRecord.balance, tokenAmountIn);\n\n        emit LOG_JOIN(msg.sender, tokenIn, tokenAmountIn);\n\n        _mintPoolShare(poolAmountOut);\n        _pushPoolShare(msg.sender, poolAmountOut);\n        _pullUnderlying(tokenIn, msg.sender, tokenAmountIn);\n\n        return tokenAmountIn;\n    }\n\n    function exitswapPoolAmountIn(address tokenOut, uint poolAmountIn, uint minAmountOut)\n        external\n        _logs_\n        _lock_\n        returns (uint tokenAmountOut)\n    {\n        require(_finalized, \"ERR_NOT_FINALIZED\");\n        require(_records[tokenOut].bound, \"ERR_NOT_BOUND\");\n\n        Record storage outRecord = _records[tokenOut];\n\n        tokenAmountOut = calcSingleOutGivenPoolIn(\n                            outRecord.balance,\n                            outRecord.denorm,\n                            _totalSupply,\n                            _totalWeight,\n                            poolAmountIn,\n                            _swapFee\n                        );\n\n        require(tokenAmountOut \u003e= minAmountOut, \"ERR_LIMIT_OUT\");\n        \n        require(tokenAmountOut \u003c= bmul(_records[tokenOut].balance, MAX_OUT_RATIO), \"ERR_MAX_OUT_RATIO\");\n\n        outRecord.balance = bsub(outRecord.balance, tokenAmountOut);\n\n        uint exitFee = bmul(poolAmountIn, EXIT_FEE);\n\n        emit LOG_EXIT(msg.sender, tokenOut, tokenAmountOut);\n\n        _pullPoolShare(msg.sender, poolAmountIn);\n        _burnPoolShare(bsub(poolAmountIn, exitFee));\n        _pushPoolShare(_factory, exitFee);\n        _pushUnderlying(tokenOut, msg.sender, tokenAmountOut);\n\n        return tokenAmountOut;\n    }\n\n    function exitswapExternAmountOut(address tokenOut, uint tokenAmountOut, uint maxPoolAmountIn)\n        external\n        _logs_\n        _lock_\n        returns (uint poolAmountIn)\n    {\n        require(_finalized, \"ERR_NOT_FINALIZED\");\n        require(_records[tokenOut].bound, \"ERR_NOT_BOUND\");\n        require(tokenAmountOut \u003c= bmul(_records[tokenOut].balance, MAX_OUT_RATIO), \"ERR_MAX_OUT_RATIO\");\n\n        Record storage outRecord = _records[tokenOut];\n\n        poolAmountIn = calcPoolInGivenSingleOut(\n                            outRecord.balance,\n                            outRecord.denorm,\n                            _totalSupply,\n                            _totalWeight,\n                            tokenAmountOut,\n                            _swapFee\n                        );\n\n        require(poolAmountIn != 0, \"ERR_MATH_APPROX\");\n        require(poolAmountIn \u003c= maxPoolAmountIn, \"ERR_LIMIT_IN\");\n\n        outRecord.balance = bsub(outRecord.balance, tokenAmountOut);\n\n        uint exitFee = bmul(poolAmountIn, EXIT_FEE);\n\n        emit LOG_EXIT(msg.sender, tokenOut, tokenAmountOut);\n\n        _pullPoolShare(msg.sender, poolAmountIn);\n        _burnPoolShare(bsub(poolAmountIn, exitFee));\n        _pushPoolShare(_factory, exitFee);\n        _pushUnderlying(tokenOut, msg.sender, tokenAmountOut);        \n\n        return poolAmountIn;\n    }\n\n\n    // ==\n    // \u0027Underlying\u0027 token-manipulation functions make external calls but are NOT locked\n    // You must `_lock_` or otherwise ensure reentry-safety\n\n    function _pullUnderlying(address erc20, address from, uint amount)\n        internal\n    {\n        bool xfer = IERC20(erc20).transferFrom(from, address(this), amount);\n        require(xfer, \"ERR_ERC20_FALSE\");\n    }\n\n    function _pushUnderlying(address erc20, address to, uint amount)\n        internal\n    {\n        bool xfer = IERC20(erc20).transfer(to, amount);\n        require(xfer, \"ERR_ERC20_FALSE\");\n    }\n\n    function _pullPoolShare(address from, uint amount)\n        internal\n    {\n        _pull(from, amount);\n    }\n\n    function _pushPoolShare(address to, uint amount)\n        internal\n    {\n        _push(to, amount);\n    }\n\n    function _mintPoolShare(uint amount)\n        internal\n    {\n        _mint(amount);\n    }\n\n    function _burnPoolShare(uint amount)\n        internal\n    {\n        _burn(amount);\n    }\n\n}\n"},"BToken.sol":{"content":"// This program is free software: you can redistribute it and/or modify\n// it under the terms of the GNU General Public License as published by\n// the Free Software Foundation, either version 3 of the License, or\n// (at your option) any later version.\n\n// This program is distributed in the hope that it will be useful,\n// but WITHOUT ANY WARRANTY; without even the implied warranty of\n// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the\n// GNU General Public License for more details.\n\n// You should have received a copy of the GNU General Public License\n// along with this program.  If not, see \u003chttp://www.gnu.org/licenses/\u003e.\n\npragma solidity 0.5.12;\n\nimport \"./BNum.sol\";\n\n// Highly opinionated token implementation\n\ninterface IERC20 {\n    event Approval(address indexed src, address indexed dst, uint amt);\n    event Transfer(address indexed src, address indexed dst, uint amt);\n\n    function totalSupply() external view returns (uint);\n    function balanceOf(address whom) external view returns (uint);\n    function allowance(address src, address dst) external view returns (uint);\n\n    function approve(address dst, uint amt) external returns (bool);\n    function transfer(address dst, uint amt) external returns (bool);\n    function transferFrom(\n        address src, address dst, uint amt\n    ) external returns (bool);\n}\n\ncontract BTokenBase is BNum {\n\n    mapping(address =\u003e uint)                   internal _balance;\n    mapping(address =\u003e mapping(address=\u003euint)) internal _allowance;\n    uint internal _totalSupply;\n\n    event Approval(address indexed src, address indexed dst, uint amt);\n    event Transfer(address indexed src, address indexed dst, uint amt);\n\n    function _mint(uint amt) internal {\n        _balance[address(this)] = badd(_balance[address(this)], amt);\n        _totalSupply = badd(_totalSupply, amt);\n        emit Transfer(address(0), address(this), amt);\n    }\n\n    function _burn(uint amt) internal {\n        require(_balance[address(this)] \u003e= amt, \"ERR_INSUFFICIENT_BAL\");\n        _balance[address(this)] = bsub(_balance[address(this)], amt);\n        _totalSupply = bsub(_totalSupply, amt);\n        emit Transfer(address(this), address(0), amt);\n    }\n\n    function _move(address src, address dst, uint amt) internal {\n        require(_balance[src] \u003e= amt, \"ERR_INSUFFICIENT_BAL\");\n        _balance[src] = bsub(_balance[src], amt);\n        _balance[dst] = badd(_balance[dst], amt);\n        emit Transfer(src, dst, amt);\n    }\n\n    function _push(address to, uint amt) internal {\n        _move(address(this), to, amt);\n    }\n\n    function _pull(address from, uint amt) internal {\n        _move(from, address(this), amt);\n    }\n}\n\ncontract BToken is BTokenBase, IERC20 {\n\n    string  private _name     = \"Balancer Pool Token\";\n    string  private _symbol   = \"BPT\";\n    uint8   private _decimals = 18;\n\n    function name() public view returns (string memory) {\n        return _name;\n    }\n\n    function symbol() public view returns (string memory) {\n        return _symbol;\n    }\n\n    function decimals() public view returns(uint8) {\n        return _decimals;\n    }\n\n    function allowance(address src, address dst) external view returns (uint) {\n        return _allowance[src][dst];\n    }\n\n    function balanceOf(address whom) external view returns (uint) {\n        return _balance[whom];\n    }\n\n    function totalSupply() public view returns (uint) {\n        return _totalSupply;\n    }\n\n    function approve(address dst, uint amt) external returns (bool) {\n        _allowance[msg.sender][dst] = amt;\n        emit Approval(msg.sender, dst, amt);\n        return true;\n    }\n\n    function increaseApproval(address dst, uint amt) external returns (bool) {\n        _allowance[msg.sender][dst] = badd(_allowance[msg.sender][dst], amt);\n        emit Approval(msg.sender, dst, _allowance[msg.sender][dst]);\n        return true;\n    }\n\n    function decreaseApproval(address dst, uint amt) external returns (bool) {\n        uint oldValue = _allowance[msg.sender][dst];\n        if (amt \u003e oldValue) {\n            _allowance[msg.sender][dst] = 0;\n        } else {\n            _allowance[msg.sender][dst] = bsub(oldValue, amt);\n        }\n        emit Approval(msg.sender, dst, _allowance[msg.sender][dst]);\n        return true;\n    }\n\n    function transfer(address dst, uint amt) external returns (bool) {\n        _move(msg.sender, dst, amt);\n        return true;\n    }\n\n    function transferFrom(address src, address dst, uint amt) external returns (bool) {\n        require(msg.sender == src || amt \u003c= _allowance[src][msg.sender], \"ERR_BTOKEN_BAD_CALLER\");\n        _move(src, dst, amt);\n        if (msg.sender != src \u0026\u0026 _allowance[src][msg.sender] != uint256(-1)) {\n            _allowance[src][msg.sender] = bsub(_allowance[src][msg.sender], amt);\n            emit Approval(msg.sender, dst, _allowance[src][msg.sender]);\n        }\n        return true;\n    }\n}\n"}}

{"BColor.sol":{"content":"// This program is free software: you can redistribute it and/or modify\n// it under the terms of the GNU General Public License as published by\n// the Free Software Foundation, either version 3 of the License, or\n// (at your option) any later version.\n\n// This program is distributed in the hope that it will be useful,\n// but WITHOUT ANY WARRANTY; without even the implied warranty of\n// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the\n// GNU General Public License for more details.\n\n// You should have received a copy of the GNU General Public License\n// along with this program.  If not, see \u003chttp://www.gnu.org/licenses/\u003e.\n\npragma solidity 0.5.12;\n\ncontract BColor {\n    function getColor()\n        external view\n        returns (bytes32);\n}\n\ncontract BBronze is BColor {\n    function getColor()\n        external view\n        returns (bytes32) {\n            return bytes32(\"BRONZE\");\n        }\n}\n"},"BConst.sol":{"content":"// This program is free software: you can redistribute it and/or modify\n// it under the terms of the GNU General Public License as published by\n// the Free Software Foundation, either version 3 of the License, or\n// (at your option) any later version.\n\n// This program is distributed in the hope that it will be useful,\n// but WITHOUT ANY WARRANTY; without even the implied warranty of\n// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the\n// GNU General Public License for more details.\n\n// You should have received a copy of the GNU General Public License\n// along with this program.  If not, see \u003chttp://www.gnu.org/licenses/\u003e.\n\npragma solidity 0.5.12;\n\nimport \"./BColor.sol\";\n\ncontract BConst is BBronze {\n    uint public constant BONE              = 10**18;\n\n    uint public constant MIN_BOUND_TOKENS  = 2;\n    uint public constant MAX_BOUND_TOKENS  = 8;\n\n    uint public constant MIN_FEE           = BONE / 10**6;\n    uint public constant MAX_FEE           = BONE / 10;\n    uint public constant EXIT_FEE          = 0;\n\n    uint public constant MIN_WEIGHT        = BONE;\n    uint public constant MAX_WEIGHT        = BONE * 50;\n    uint public constant MAX_TOTAL_WEIGHT  = BONE * 50;\n    uint public constant MIN_BALANCE       = BONE / 10**12;\n\n    uint public constant INIT_POOL_SUPPLY  = BONE * 100;\n\n    uint public constant MIN_BPOW_BASE     = 1 wei;\n    uint public constant MAX_BPOW_BASE     = (2 * BONE) - 1 wei;\n    uint public constant BPOW_PRECISION    = BONE / 10**10;\n\n    uint public constant MAX_IN_RATIO      = BONE / 2;\n    uint public constant MAX_OUT_RATIO     = (BONE / 3) + 1 wei;\n}\n"},"BMath.sol":{"content":"// This program is free software: you can redistribute it and/or modify\n// it under the terms of the GNU General Public License as published by\n// the Free Software Foundation, either version 3 of the License, or\n// (at your option) any later version.\n\n// This program is distributed in the hope that it will be useful,\n// but WITHOUT ANY WARRANTY; without even the implied warranty of\n// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the\n// GNU General Public License for more details.\n\n// You should have received a copy of the GNU General Public License\n// along with this program.  If not, see \u003chttp://www.gnu.org/licenses/\u003e.\n\npragma solidity 0.5.12;\n\nimport \"./BNum.sol\";\n\ncontract BMath is BBronze, BConst, BNum {\n    /**********************************************************************************************\n    // calcSpotPrice                                                                             //\n    // sP = spotPrice                                                                            //\n    // bI = tokenBalanceIn                ( bI / wI )         1                                  //\n    // bO = tokenBalanceOut         sP =  -----------  *  ----------                             //\n    // wI = tokenWeightIn                 ( bO / wO )     ( 1 - sF )                             //\n    // wO = tokenWeightOut                                                                       //\n    // sF = swapFee                                                                              //\n    **********************************************************************************************/\n    function calcSpotPrice(\n        uint tokenBalanceIn,\n        uint tokenWeightIn,\n        uint tokenBalanceOut,\n        uint tokenWeightOut,\n        uint swapFee\n    )\n        public pure\n        returns (uint spotPrice)\n    {\n        uint numer = bdiv(tokenBalanceIn, tokenWeightIn);\n        uint denom = bdiv(tokenBalanceOut, tokenWeightOut);\n        uint ratio = bdiv(numer, denom);\n        uint scale = bdiv(BONE, bsub(BONE, swapFee));\n        return  (spotPrice = bmul(ratio, scale));\n    }\n\n    /**********************************************************************************************\n    // calcOutGivenIn                                                                            //\n    // aO = tokenAmountOut                                                                       //\n    // bO = tokenBalanceOut                                                                      //\n    // bI = tokenBalanceIn              /      /            bI             \\    (wI / wO) \\      //\n    // aI = tokenAmountIn    aO = bO * |  1 - | --------------------------  | ^            |     //\n    // wI = tokenWeightIn               \\      \\ ( bI + ( aI * ( 1 - sF )) /              /      //\n    // wO = tokenWeightOut                                                                       //\n    // sF = swapFee                                                                              //\n    **********************************************************************************************/\n    function calcOutGivenIn(\n        uint tokenBalanceIn,\n        uint tokenWeightIn,\n        uint tokenBalanceOut,\n        uint tokenWeightOut,\n        uint tokenAmountIn,\n        uint swapFee\n    )\n        public pure\n        returns (uint tokenAmountOut)\n    {\n        uint weightRatio = bdiv(tokenWeightIn, tokenWeightOut);\n        uint adjustedIn = bsub(BONE, swapFee);\n        adjustedIn = bmul(tokenAmountIn, adjustedIn);\n        uint y = bdiv(tokenBalanceIn, badd(tokenBalanceIn, adjustedIn));\n        uint foo = bpow(y, weightRatio);\n        uint bar = bsub(BONE, foo);\n        tokenAmountOut = bmul(tokenBalanceOut, bar);\n        return tokenAmountOut;\n    }\n\n    /**********************************************************************************************\n    // calcInGivenOut                                                                            //\n    // aI = tokenAmountIn                                                                        //\n    // bO = tokenBalanceOut               /  /     bO      \\    (wO / wI)      \\                 //\n    // bI = tokenBalanceIn          bI * |  | ------------  | ^            - 1  |                //\n    // aO = tokenAmountOut    aI =        \\  \\ ( bO - aO ) /                   /                 //\n    // wI = tokenWeightIn           --------------------------------------------                 //\n    // wO = tokenWeightOut                          ( 1 - sF )                                   //\n    // sF = swapFee                                                                              //\n    **********************************************************************************************/\n    function calcInGivenOut(\n        uint tokenBalanceIn,\n        uint tokenWeightIn,\n        uint tokenBalanceOut,\n        uint tokenWeightOut,\n        uint tokenAmountOut,\n        uint swapFee\n    )\n        public pure\n        returns (uint tokenAmountIn)\n    {\n        uint weightRatio = bdiv(tokenWeightOut, tokenWeightIn);\n        uint diff = bsub(tokenBalanceOut, tokenAmountOut);\n        uint y = bdiv(tokenBalanceOut, diff);\n        uint foo = bpow(y, weightRatio);\n        foo = bsub(foo, BONE);\n        tokenAmountIn = bsub(BONE, swapFee);\n        tokenAmountIn = bdiv(bmul(tokenBalanceIn, foo), tokenAmountIn);\n        return tokenAmountIn;\n    }\n\n    /**********************************************************************************************\n    // calcPoolOutGivenSingleIn                                                                  //\n    // pAo = poolAmountOut         /                                              \\              //\n    // tAi = tokenAmountIn        ///      /     //    wI \\      \\\\       \\     wI \\             //\n    // wI = tokenWeightIn        //| tAi *| 1 - || 1 - --  | * sF || + tBi \\    --  \\            //\n    // tW = totalWeight     pAo=||  \\      \\     \\\\    tW /      //         | ^ tW   | * pS - pS //\n    // tBi = tokenBalanceIn      \\\\  ------------------------------------- /        /            //\n    // pS = poolSupply            \\\\                    tBi               /        /             //\n    // sF = swapFee                \\                                              /              //\n    **********************************************************************************************/\n    function calcPoolOutGivenSingleIn(\n        uint tokenBalanceIn,\n        uint tokenWeightIn,\n        uint poolSupply,\n        uint totalWeight,\n        uint tokenAmountIn,\n        uint swapFee\n    )\n        public pure\n        returns (uint poolAmountOut)\n    {\n        // Charge the trading fee for the proportion of tokenAi\n        ///  which is implicitly traded to the other pool tokens.\n        // That proportion is (1- weightTokenIn)\n        // tokenAiAfterFee = tAi * (1 - (1-weightTi) * poolFee);\n        uint normalizedWeight = bdiv(tokenWeightIn, totalWeight);\n        uint zaz = bmul(bsub(BONE, normalizedWeight), swapFee); \n        uint tokenAmountInAfterFee = bmul(tokenAmountIn, bsub(BONE, zaz));\n\n        uint newTokenBalanceIn = badd(tokenBalanceIn, tokenAmountInAfterFee);\n        uint tokenInRatio = bdiv(newTokenBalanceIn, tokenBalanceIn);\n\n        // uint newPoolSupply = (ratioTi ^ weightTi) * poolSupply;\n        uint poolRatio = bpow(tokenInRatio, normalizedWeight);\n        uint newPoolSupply = bmul(poolRatio, poolSupply);\n        poolAmountOut = bsub(newPoolSupply, poolSupply);\n        return poolAmountOut;\n    }\n\n    /**********************************************************************************************\n    // calcSingleInGivenPoolOut                                                                  //\n    // tAi = tokenAmountIn              //(pS + pAo)\\     /    1    \\\\                           //\n    // pS = poolSupply                 || ---------  | ^ | --------- || * bI - bI                //\n    // pAo = poolAmountOut              \\\\    pS    /     \\(wI / tW)//                           //\n    // bI = balanceIn          tAi =  --------------------------------------------               //\n    // wI = weightIn                              /      wI  \\                                   //\n    // tW = totalWeight                          |  1 - ----  |  * sF                            //\n    // sF = swapFee                               \\      tW  /                                   //\n    **********************************************************************************************/\n    function calcSingleInGivenPoolOut(\n        uint tokenBalanceIn,\n        uint tokenWeightIn,\n        uint poolSupply,\n        uint totalWeight,\n        uint poolAmountOut,\n        uint swapFee\n    )\n        public pure\n        returns (uint tokenAmountIn)\n    {\n        uint normalizedWeight = bdiv(tokenWeightIn, totalWeight);\n        uint newPoolSupply = badd(poolSupply, poolAmountOut);\n        uint poolRatio = bdiv(newPoolSupply, poolSupply);\n      \n        //uint newBalTi = poolRatio^(1/weightTi) * balTi;\n        uint boo = bdiv(BONE, normalizedWeight); \n        uint tokenInRatio = bpow(poolRatio, boo);\n        uint newTokenBalanceIn = bmul(tokenInRatio, tokenBalanceIn);\n        uint tokenAmountInAfterFee = bsub(newTokenBalanceIn, tokenBalanceIn);\n        // Do reverse order of fees charged in joinswap_ExternAmountIn, this way \n        //     ``` pAo == joinswap_ExternAmountIn(Ti, joinswap_PoolAmountOut(pAo, Ti)) ```\n        //uint tAi = tAiAfterFee / (1 - (1-weightTi) * swapFee) ;\n        uint zar = bmul(bsub(BONE, normalizedWeight), swapFee);\n        tokenAmountIn = bdiv(tokenAmountInAfterFee, bsub(BONE, zar));\n        return tokenAmountIn;\n    }\n\n    /**********************************************************************************************\n    // calcSingleOutGivenPoolIn                                                                  //\n    // tAo = tokenAmountOut            /      /                                             \\\\   //\n    // bO = tokenBalanceOut           /      // pS - (pAi * (1 - eF)) \\     /    1    \\      \\\\  //\n    // pAi = poolAmountIn            | bO - || ----------------------- | ^ | --------- | * b0 || //\n    // ps = poolSupply                \\      \\\\          pS           /     \\(wO / tW)/      //  //\n    // wI = tokenWeightIn      tAo =   \\      \\                                             //   //\n    // tW = totalWeight                    /     /      wO \\       \\                             //\n    // sF = swapFee                    *  | 1 - |  1 - ---- | * sF  |                            //\n    // eF = exitFee                        \\     \\      tW /       /                             //\n    **********************************************************************************************/\n    function calcSingleOutGivenPoolIn(\n        uint tokenBalanceOut,\n        uint tokenWeightOut,\n        uint poolSupply,\n        uint totalWeight,\n        uint poolAmountIn,\n        uint swapFee\n    )\n        public pure\n        returns (uint tokenAmountOut)\n    {\n        uint normalizedWeight = bdiv(tokenWeightOut, totalWeight);\n        // charge exit fee on the pool token side\n        // pAiAfterExitFee = pAi*(1-exitFee)\n        uint poolAmountInAfterExitFee = bmul(poolAmountIn, bsub(BONE, EXIT_FEE));\n        uint newPoolSupply = bsub(poolSupply, poolAmountInAfterExitFee);\n        uint poolRatio = bdiv(newPoolSupply, poolSupply);\n     \n        // newBalTo = poolRatio^(1/weightTo) * balTo;\n        uint tokenOutRatio = bpow(poolRatio, bdiv(BONE, normalizedWeight));\n        uint newTokenBalanceOut = bmul(tokenOutRatio, tokenBalanceOut);\n\n        uint tokenAmountOutBeforeSwapFee = bsub(tokenBalanceOut, newTokenBalanceOut);\n\n        // charge swap fee on the output token side \n        //uint tAo = tAoBeforeSwapFee * (1 - (1-weightTo) * swapFee)\n        uint zaz = bmul(bsub(BONE, normalizedWeight), swapFee); \n        tokenAmountOut = bmul(tokenAmountOutBeforeSwapFee, bsub(BONE, zaz));\n        return tokenAmountOut;\n    }\n\n    /**********************************************************************************************\n    // calcPoolInGivenSingleOut                                                                  //\n    // pAi = poolAmountIn               // /               tAo             \\\\     / wO \\     \\   //\n    // bO = tokenBalanceOut            // | bO - -------------------------- |\\   | ---- |     \\  //\n    // tAo = tokenAmountOut      pS - ||   \\     1 - ((1 - (tO / tW)) * sF)/  | ^ \\ tW /  * pS | //\n    // ps = poolSupply                 \\\\ -----------------------------------/                /  //\n    // wO = tokenWeightOut  pAi =       \\\\               bO                 /                /   //\n    // tW = totalWeight           -------------------------------------------------------------  //\n    // sF = swapFee                                        ( 1 - eF )                            //\n    // eF = exitFee                                                                              //\n    **********************************************************************************************/\n    function calcPoolInGivenSingleOut(\n        uint tokenBalanceOut,\n        uint tokenWeightOut,\n        uint poolSupply,\n        uint totalWeight,\n        uint tokenAmountOut,\n        uint swapFee\n    )\n        public pure\n        returns (uint poolAmountIn)\n    {\n\n        // charge swap fee on the output token side \n        uint normalizedWeight = bdiv(tokenWeightOut, totalWeight);\n        //uint tAoBeforeSwapFee = tAo / (1 - (1-weightTo) * swapFee) ;\n        uint zoo = bsub(BONE, normalizedWeight);\n        uint zar = bmul(zoo, swapFee); \n        uint tokenAmountOutBeforeSwapFee = bdiv(tokenAmountOut, bsub(BONE, zar));\n\n        uint newTokenBalanceOut = bsub(tokenBalanceOut, tokenAmountOutBeforeSwapFee);\n        uint tokenOutRatio = bdiv(newTokenBalanceOut, tokenBalanceOut);\n\n        //uint newPoolSupply = (ratioTo ^ weightTo) * poolSupply;\n        uint poolRatio = bpow(tokenOutRatio, normalizedWeight);\n        uint newPoolSupply = bmul(poolRatio, poolSupply);\n        uint poolAmountInAfterExitFee = bsub(poolSupply, newPoolSupply);\n\n        // charge exit fee on the pool token side\n        // pAi = pAiAfterExitFee/(1-exitFee)\n        poolAmountIn = bdiv(poolAmountInAfterExitFee, bsub(BONE, EXIT_FEE));\n        return poolAmountIn;\n    }\n\n\n}\n"},"BNum.sol":{"content":"// This program is free software: you can redistribute it and/or modify\n// it under the terms of the GNU General Public License as published by\n// the Free Software Foundation, either version 3 of the License, or\n// (at your option) any later version.\n\n// This program is distributed in the hope that it will be useful,\n// but WITHOUT ANY WARRANTY; without even the implied warranty of\n// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the\n// GNU General Public License for more details.\n\n// You should have received a copy of the GNU General Public License\n// along with this program.  If not, see \u003chttp://www.gnu.org/licenses/\u003e.\n\npragma solidity 0.5.12;\n\nimport \"./BConst.sol\";\n\ncontract BNum is BConst {\n\n    function btoi(uint a)\n        internal pure \n        returns (uint)\n    {\n        return a / BONE;\n    }\n\n    function bfloor(uint a)\n        internal pure\n        returns (uint)\n    {\n        return btoi(a) * BONE;\n    }\n\n    function badd(uint a, uint b)\n        internal pure\n        returns (uint)\n    {\n        uint c = a + b;\n        require(c \u003e= a, \"ERR_ADD_OVERFLOW\");\n        return c;\n    }\n\n    function bsub(uint a, uint b)\n        internal pure\n        returns (uint)\n    {\n        (uint c, bool flag) = bsubSign(a, b);\n        require(!flag, \"ERR_SUB_UNDERFLOW\");\n        return c;\n    }\n\n    function bsubSign(uint a, uint b)\n        internal pure\n        returns (uint, bool)\n    {\n        if (a \u003e= b) {\n            return (a - b, false);\n        } else {\n            return (b - a, true);\n        }\n    }\n\n    function bmul(uint a, uint b)\n        internal pure\n        returns (uint)\n    {\n        uint c0 = a * b;\n        require(a == 0 || c0 / a == b, \"ERR_MUL_OVERFLOW\");\n        uint c1 = c0 + (BONE / 2);\n        require(c1 \u003e= c0, \"ERR_MUL_OVERFLOW\");\n        uint c2 = c1 / BONE;\n        return c2;\n    }\n\n    function bdiv(uint a, uint b)\n        internal pure\n        returns (uint)\n    {\n        require(b != 0, \"ERR_DIV_ZERO\");\n        uint c0 = a * BONE;\n        require(a == 0 || c0 / a == BONE, \"ERR_DIV_INTERNAL\"); // bmul overflow\n        uint c1 = c0 + (b / 2);\n        require(c1 \u003e= c0, \"ERR_DIV_INTERNAL\"); //  badd require\n        uint c2 = c1 / b;\n        return c2;\n    }\n\n    // DSMath.wpow\n    function bpowi(uint a, uint n)\n        internal pure\n        returns (uint)\n    {\n        uint z = n % 2 != 0 ? a : BONE;\n\n        for (n /= 2; n != 0; n /= 2) {\n            a = bmul(a, a);\n\n            if (n % 2 != 0) {\n                z = bmul(z, a);\n            }\n        }\n        return z;\n    }\n\n    // Compute b^(e.w) by splitting it into (b^e)*(b^0.w).\n    // Use `bpowi` for `b^e` and `bpowK` for k iterations\n    // of approximation of b^0.w\n    function bpow(uint base, uint exp)\n        internal pure\n        returns (uint)\n    {\n        require(base \u003e= MIN_BPOW_BASE, \"ERR_BPOW_BASE_TOO_LOW\");\n        require(base \u003c= MAX_BPOW_BASE, \"ERR_BPOW_BASE_TOO_HIGH\");\n\n        uint whole  = bfloor(exp);   \n        uint remain = bsub(exp, whole);\n\n        uint wholePow = bpowi(base, btoi(whole));\n\n        if (remain == 0) {\n            return wholePow;\n        }\n\n        uint partialResult = bpowApprox(base, remain, BPOW_PRECISION);\n        return bmul(wholePow, partialResult);\n    }\n\n    function bpowApprox(uint base, uint exp, uint precision)\n        internal pure\n        returns (uint)\n    {\n        // term 0:\n        uint a     = exp;\n        (uint x, bool xneg)  = bsubSign(base, BONE);\n        uint term = BONE;\n        uint sum   = term;\n        bool negative = false;\n\n\n        // term(k) = numer / denom \n        //         = (product(a - i - 1, i=1--\u003ek) * x^k) / (k!)\n        // each iteration, multiply previous term by (a-(k-1)) * x / k\n        // continue until term is less than precision\n        for (uint i = 1; term \u003e= precision; i++) {\n            uint bigK = i * BONE;\n            (uint c, bool cneg) = bsubSign(a, bsub(bigK, BONE));\n            term = bmul(term, bmul(c, x));\n            term = bdiv(term, bigK);\n            if (term == 0) break;\n\n            if (xneg) negative = !negative;\n            if (cneg) negative = !negative;\n            if (negative) {\n                sum = bsub(sum, term);\n            } else {\n                sum = badd(sum, term);\n            }\n        }\n\n        return sum;\n    }\n\n}\n"},"BPool.sol":{"content":"// This program is free software: you can redistribute it and/or modify\n// it under the terms of the GNU General Public License as published by\n// the Free Software Foundation, either version 3 of the License, or\n// (at your option) any later version.\n\n// This program is distributed in the hope that it will be useful,\n// but WITHOUT ANY WARRANTY; without even the implied warranty of\n// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the\n// GNU General Public License for more details.\n\n// You should have received a copy of the GNU General Public License\n// along with this program.  If not, see \u003chttp://www.gnu.org/licenses/\u003e.\n\npragma solidity 0.5.12;\n\nimport \"./BToken.sol\";\nimport \"./BMath.sol\";\n\ncontract BPool is BBronze, BToken, BMath {\n\n    struct Record {\n        bool bound;   // is token bound to pool\n        uint index;   // private\n        uint denorm;  // denormalized weight\n        uint balance;\n    }\n\n    event LOG_SWAP(\n        address indexed caller,\n        address indexed tokenIn,\n        address indexed tokenOut,\n        uint256         tokenAmountIn,\n        uint256         tokenAmountOut\n    );\n\n    event LOG_JOIN(\n        address indexed caller,\n        address indexed tokenIn,\n        uint256         tokenAmountIn\n    );\n\n    event LOG_EXIT(\n        address indexed caller,\n        address indexed tokenOut,\n        uint256         tokenAmountOut\n    );\n\n    event LOG_CALL(\n        bytes4  indexed sig,\n        address indexed caller,\n        bytes           data\n    ) anonymous;\n\n    modifier _logs_() {\n        emit LOG_CALL(msg.sig, msg.sender, msg.data);\n        _;\n    }\n\n    modifier _lock_() {\n        require(!_mutex, \"ERR_REENTRY\");\n        _mutex = true;\n        _;\n        _mutex = false;\n    }\n\n    modifier _viewlock_() {\n        require(!_mutex, \"ERR_REENTRY\");\n        _;\n    }\n\n    bool private _mutex;\n\n    address private _factory;    // BFactory address to push token exitFee to\n    address private _controller; // has CONTROL role\n    bool private _publicSwap; // true if PUBLIC can call SWAP functions\n\n    // `setSwapFee` and `finalize` require CONTROL\n    // `finalize` sets `PUBLIC can SWAP`, `PUBLIC can JOIN`\n    uint private _swapFee;\n    bool private _finalized;\n\n    address[] private _tokens;\n    mapping(address=\u003eRecord) private  _records;\n    uint private _totalWeight;\n\n    constructor() public {\n        _controller = msg.sender;\n        _factory = msg.sender;\n        _swapFee = MIN_FEE;\n        _publicSwap = false;\n        _finalized = false;\n    }\n\n    function isPublicSwap()\n        external view\n        returns (bool)\n    {\n        return _publicSwap;\n    }\n\n    function isFinalized()\n        external view\n        returns (bool)\n    {\n        return _finalized;\n    }\n\n    function isBound(address t)\n        external view\n        returns (bool)\n    {\n        return _records[t].bound;\n    }\n\n    function getNumTokens()\n        external view\n        returns (uint) \n    {\n        return _tokens.length;\n    }\n\n    function getCurrentTokens()\n        external view _viewlock_\n        returns (address[] memory tokens)\n    {\n        return _tokens;\n    }\n\n    function getFinalTokens()\n        external view\n        _viewlock_\n        returns (address[] memory tokens)\n    {\n        require(_finalized, \"ERR_NOT_FINALIZED\");\n        return _tokens;\n    }\n\n    function getDenormalizedWeight(address token)\n        external view\n        _viewlock_\n        returns (uint)\n    {\n\n        require(_records[token].bound, \"ERR_NOT_BOUND\");\n        return _records[token].denorm;\n    }\n\n    function getTotalDenormalizedWeight()\n        external view\n        _viewlock_\n        returns (uint)\n    {\n        return _totalWeight;\n    }\n\n    function getNormalizedWeight(address token)\n        external view\n        _viewlock_\n        returns (uint)\n    {\n\n        require(_records[token].bound, \"ERR_NOT_BOUND\");\n        uint denorm = _records[token].denorm;\n        return bdiv(denorm, _totalWeight);\n    }\n\n    function getBalance(address token)\n        external view\n        _viewlock_\n        returns (uint)\n    {\n\n        require(_records[token].bound, \"ERR_NOT_BOUND\");\n        return _records[token].balance;\n    }\n\n    function getSwapFee()\n        external view\n        _viewlock_\n        returns (uint)\n    {\n        return _swapFee;\n    }\n\n    function getController()\n        external view\n        _viewlock_\n        returns (address)\n    {\n        return _controller;\n    }\n\n    function setSwapFee(uint swapFee)\n        external\n        _logs_\n        _lock_\n    { \n        require(!_finalized, \"ERR_IS_FINALIZED\");\n        require(msg.sender == _controller, \"ERR_NOT_CONTROLLER\");\n        require(swapFee \u003e= MIN_FEE, \"ERR_MIN_FEE\");\n        require(swapFee \u003c= MAX_FEE, \"ERR_MAX_FEE\");\n        _swapFee = swapFee;\n    }\n\n    function setController(address manager)\n        external\n        _logs_\n        _lock_\n    {\n        require(msg.sender == _controller, \"ERR_NOT_CONTROLLER\");\n        _controller = manager;\n    }\n\n    function setPublicSwap(bool public_)\n        external\n        _logs_\n        _lock_\n    {\n        require(!_finalized, \"ERR_IS_FINALIZED\");\n        require(msg.sender == _controller, \"ERR_NOT_CONTROLLER\");\n        _publicSwap = public_;\n    }\n\n    function finalize()\n        external\n        _logs_\n        _lock_\n    {\n        require(msg.sender == _controller, \"ERR_NOT_CONTROLLER\");\n        require(!_finalized, \"ERR_IS_FINALIZED\");\n        require(_tokens.length \u003e= MIN_BOUND_TOKENS, \"ERR_MIN_TOKENS\");\n\n        _finalized = true;\n        _publicSwap = true;\n\n        _mintPoolShare(INIT_POOL_SUPPLY);\n        _pushPoolShare(msg.sender, INIT_POOL_SUPPLY);\n    }\n\n\n    function bind(address token, uint balance, uint denorm)\n        external\n        _logs_\n        // _lock_  Bind does not lock because it jumps to `rebind`, which does\n    {\n        require(msg.sender == _controller, \"ERR_NOT_CONTROLLER\");\n        require(!_records[token].bound, \"ERR_IS_BOUND\");\n        require(!_finalized, \"ERR_IS_FINALIZED\");\n\n        require(_tokens.length \u003c MAX_BOUND_TOKENS, \"ERR_MAX_TOKENS\");\n\n        _records[token] = Record({\n            bound: true,\n            index: _tokens.length,\n            denorm: 0,    // balance and denorm will be validated\n            balance: 0   // and set by `rebind`\n        });\n        _tokens.push(token);\n        rebind(token, balance, denorm);\n    }\n\n    function rebind(address token, uint balance, uint denorm)\n        public\n        _logs_\n        _lock_\n    {\n\n        require(msg.sender == _controller, \"ERR_NOT_CONTROLLER\");\n        require(_records[token].bound, \"ERR_NOT_BOUND\");\n        require(!_finalized, \"ERR_IS_FINALIZED\");\n\n        require(denorm \u003e= MIN_WEIGHT, \"ERR_MIN_WEIGHT\");\n        require(denorm \u003c= MAX_WEIGHT, \"ERR_MAX_WEIGHT\");\n        require(balance \u003e= MIN_BALANCE, \"ERR_MIN_BALANCE\");\n\n        // Adjust the denorm and totalWeight\n        uint oldWeight = _records[token].denorm;\n        if (denorm \u003e oldWeight) {\n            _totalWeight = badd(_totalWeight, bsub(denorm, oldWeight));\n            require(_totalWeight \u003c= MAX_TOTAL_WEIGHT, \"ERR_MAX_TOTAL_WEIGHT\");\n        } else if (denorm \u003c oldWeight) {\n            _totalWeight = bsub(_totalWeight, bsub(oldWeight, denorm));\n        }        \n        _records[token].denorm = denorm;\n\n        // Adjust the balance record and actual token balance\n        uint oldBalance = _records[token].balance;\n        _records[token].balance = balance;\n        if (balance \u003e oldBalance) {\n            _pullUnderlying(token, msg.sender, bsub(balance, oldBalance));\n        } else if (balance \u003c oldBalance) {\n            // In this case liquidity is being withdrawn, so charge EXIT_FEE\n            uint tokenBalanceWithdrawn = bsub(oldBalance, balance);\n            uint tokenExitFee = bmul(tokenBalanceWithdrawn, EXIT_FEE);\n            _pushUnderlying(token, msg.sender, bsub(tokenBalanceWithdrawn, tokenExitFee));\n            _pushUnderlying(token, _factory, tokenExitFee);\n        }\n    }\n\n    function unbind(address token)\n        external\n        _logs_\n        _lock_\n    {\n\n        require(msg.sender == _controller, \"ERR_NOT_CONTROLLER\");\n        require(_records[token].bound, \"ERR_NOT_BOUND\");\n        require(!_finalized, \"ERR_IS_FINALIZED\");\n\n        uint tokenBalance = _records[token].balance;\n        uint tokenExitFee = bmul(tokenBalance, EXIT_FEE);\n\n        _totalWeight = bsub(_totalWeight, _records[token].denorm);\n\n        // Swap the token-to-unbind with the last token,\n        // then delete the last token\n        uint index = _records[token].index;\n        uint last = _tokens.length - 1;\n        _tokens[index] = _tokens[last];\n        _records[_tokens[index]].index = index;\n        _tokens.pop();\n        _records[token] = Record({\n            bound: false,\n            index: 0,\n            denorm: 0,\n            balance: 0\n        });\n\n        _pushUnderlying(token, msg.sender, bsub(tokenBalance, tokenExitFee));\n        _pushUnderlying(token, _factory, tokenExitFee);\n    }\n\n    // Absorb any tokens that have been sent to this contract into the pool\n    function gulp(address token)\n        external\n        _logs_\n        _lock_\n    {\n        require(_records[token].bound, \"ERR_NOT_BOUND\");\n        _records[token].balance = IERC20(token).balanceOf(address(this));\n    }\n\n    function getSpotPrice(address tokenIn, address tokenOut)\n        external view\n        _viewlock_\n        returns (uint spotPrice)\n    {\n        require(_records[tokenIn].bound, \"ERR_NOT_BOUND\");\n        require(_records[tokenOut].bound, \"ERR_NOT_BOUND\");\n        Record storage inRecord = _records[tokenIn];\n        Record storage outRecord = _records[tokenOut];\n        return calcSpotPrice(inRecord.balance, inRecord.denorm, outRecord.balance, outRecord.denorm, _swapFee);\n    }\n\n    function getSpotPriceSansFee(address tokenIn, address tokenOut)\n        external view\n        _viewlock_\n        returns (uint spotPrice)\n    {\n        require(_records[tokenIn].bound, \"ERR_NOT_BOUND\");\n        require(_records[tokenOut].bound, \"ERR_NOT_BOUND\");\n        Record storage inRecord = _records[tokenIn];\n        Record storage outRecord = _records[tokenOut];\n        return calcSpotPrice(inRecord.balance, inRecord.denorm, outRecord.balance, outRecord.denorm, 0);\n    }\n\n    function joinPool(uint poolAmountOut, uint[] calldata maxAmountsIn)\n        external\n        _logs_\n        _lock_\n    {\n        require(_finalized, \"ERR_NOT_FINALIZED\");\n\n        uint poolTotal = totalSupply();\n        uint ratio = bdiv(poolAmountOut, poolTotal);\n        require(ratio != 0, \"ERR_MATH_APPROX\");\n\n        for (uint i = 0; i \u003c _tokens.length; i++) {\n            address t = _tokens[i];\n            uint bal = _records[t].balance;\n            uint tokenAmountIn = bmul(ratio, bal);\n            require(tokenAmountIn != 0, \"ERR_MATH_APPROX\");\n            require(tokenAmountIn \u003c= maxAmountsIn[i], \"ERR_LIMIT_IN\");\n            _records[t].balance = badd(_records[t].balance, tokenAmountIn);\n            emit LOG_JOIN(msg.sender, t, tokenAmountIn);\n            _pullUnderlying(t, msg.sender, tokenAmountIn);\n        }\n        _mintPoolShare(poolAmountOut);\n        _pushPoolShare(msg.sender, poolAmountOut);\n    }\n\n    function exitPool(uint poolAmountIn, uint[] calldata minAmountsOut)\n        external\n        _logs_\n        _lock_\n    {\n        require(_finalized, \"ERR_NOT_FINALIZED\");\n\n        uint poolTotal = totalSupply();\n        uint exitFee = bmul(poolAmountIn, EXIT_FEE);\n        uint pAiAfterExitFee = bsub(poolAmountIn, exitFee);\n        uint ratio = bdiv(pAiAfterExitFee, poolTotal);\n        require(ratio != 0, \"ERR_MATH_APPROX\");\n\n        _pullPoolShare(msg.sender, poolAmountIn);\n        _pushPoolShare(_factory, exitFee);\n        _burnPoolShare(pAiAfterExitFee);\n\n        for (uint i = 0; i \u003c _tokens.length; i++) {\n            address t = _tokens[i];\n            uint bal = _records[t].balance;\n            uint tokenAmountOut = bmul(ratio, bal);\n            require(tokenAmountOut != 0, \"ERR_MATH_APPROX\");\n            require(tokenAmountOut \u003e= minAmountsOut[i], \"ERR_LIMIT_OUT\");\n            _records[t].balance = bsub(_records[t].balance, tokenAmountOut);\n            emit LOG_EXIT(msg.sender, t, tokenAmountOut);\n            _pushUnderlying(t, msg.sender, tokenAmountOut);\n        }\n\n    }\n\n\n    function swapExactAmountIn(\n        address tokenIn,\n        uint tokenAmountIn,\n        address tokenOut,\n        uint minAmountOut,\n        uint maxPrice\n    )\n        external\n        _logs_\n        _lock_\n        returns (uint tokenAmountOut, uint spotPriceAfter)\n    {\n\n        require(_records[tokenIn].bound, \"ERR_NOT_BOUND\");\n        require(_records[tokenOut].bound, \"ERR_NOT_BOUND\");\n        require(_publicSwap, \"ERR_SWAP_NOT_PUBLIC\");\n\n        Record storage inRecord = _records[address(tokenIn)];\n        Record storage outRecord = _records[address(tokenOut)];\n\n        require(tokenAmountIn \u003c= bmul(inRecord.balance, MAX_IN_RATIO), \"ERR_MAX_IN_RATIO\");\n\n        uint spotPriceBefore = calcSpotPrice(\n                                    inRecord.balance,\n                                    inRecord.denorm,\n                                    outRecord.balance,\n                                    outRecord.denorm,\n                                    _swapFee\n                                );\n        require(spotPriceBefore \u003c= maxPrice, \"ERR_BAD_LIMIT_PRICE\");\n\n        tokenAmountOut = calcOutGivenIn(\n                            inRecord.balance,\n                            inRecord.denorm,\n                            outRecord.balance,\n                            outRecord.denorm,\n                            tokenAmountIn,\n                            _swapFee\n                        );\n        require(tokenAmountOut \u003e= minAmountOut, \"ERR_LIMIT_OUT\");\n\n        inRecord.balance = badd(inRecord.balance, tokenAmountIn);\n        outRecord.balance = bsub(outRecord.balance, tokenAmountOut);\n\n        spotPriceAfter = calcSpotPrice(\n                                inRecord.balance,\n                                inRecord.denorm,\n                                outRecord.balance,\n                                outRecord.denorm,\n                                _swapFee\n                            );\n        require(spotPriceAfter \u003e= spotPriceBefore, \"ERR_MATH_APPROX\");     \n        require(spotPriceAfter \u003c= maxPrice, \"ERR_LIMIT_PRICE\");\n        require(spotPriceBefore \u003c= bdiv(tokenAmountIn, tokenAmountOut), \"ERR_MATH_APPROX\");\n\n        emit LOG_SWAP(msg.sender, tokenIn, tokenOut, tokenAmountIn, tokenAmountOut);\n\n        _pullUnderlying(tokenIn, msg.sender, tokenAmountIn);\n        _pushUnderlying(tokenOut, msg.sender, tokenAmountOut);\n\n        return (tokenAmountOut, spotPriceAfter);\n    }\n\n    function swapExactAmountOut(\n        address tokenIn,\n        uint maxAmountIn,\n        address tokenOut,\n        uint tokenAmountOut,\n        uint maxPrice\n    )\n        external\n        _logs_\n        _lock_ \n        returns (uint tokenAmountIn, uint spotPriceAfter)\n    {\n        require(_records[tokenIn].bound, \"ERR_NOT_BOUND\");\n        require(_records[tokenOut].bound, \"ERR_NOT_BOUND\");\n        require(_publicSwap, \"ERR_SWAP_NOT_PUBLIC\");\n\n        Record storage inRecord = _records[address(tokenIn)];\n        Record storage outRecord = _records[address(tokenOut)];\n\n        require(tokenAmountOut \u003c= bmul(outRecord.balance, MAX_OUT_RATIO), \"ERR_MAX_OUT_RATIO\");\n\n        uint spotPriceBefore = calcSpotPrice(\n                                    inRecord.balance,\n                                    inRecord.denorm,\n                                    outRecord.balance,\n                                    outRecord.denorm,\n                                    _swapFee\n                                );\n        require(spotPriceBefore \u003c= maxPrice, \"ERR_BAD_LIMIT_PRICE\");\n\n        tokenAmountIn = calcInGivenOut(\n                            inRecord.balance,\n                            inRecord.denorm,\n                            outRecord.balance,\n                            outRecord.denorm,\n                            tokenAmountOut,\n                            _swapFee\n                        );\n        require(tokenAmountIn \u003c= maxAmountIn, \"ERR_LIMIT_IN\");\n\n        inRecord.balance = badd(inRecord.balance, tokenAmountIn);\n        outRecord.balance = bsub(outRecord.balance, tokenAmountOut);\n\n        spotPriceAfter = calcSpotPrice(\n                                inRecord.balance,\n                                inRecord.denorm,\n                                outRecord.balance,\n                                outRecord.denorm,\n                                _swapFee\n                            );\n        require(spotPriceAfter \u003e= spotPriceBefore, \"ERR_MATH_APPROX\");\n        require(spotPriceAfter \u003c= maxPrice, \"ERR_LIMIT_PRICE\");\n        require(spotPriceBefore \u003c= bdiv(tokenAmountIn, tokenAmountOut), \"ERR_MATH_APPROX\");\n\n        emit LOG_SWAP(msg.sender, tokenIn, tokenOut, tokenAmountIn, tokenAmountOut);\n\n        _pullUnderlying(tokenIn, msg.sender, tokenAmountIn);\n        _pushUnderlying(tokenOut, msg.sender, tokenAmountOut);\n\n        return (tokenAmountIn, spotPriceAfter);\n    }\n\n\n    function joinswapExternAmountIn(address tokenIn, uint tokenAmountIn, uint minPoolAmountOut)\n        external\n        _logs_\n        _lock_\n        returns (uint poolAmountOut)\n\n    {        \n        require(_finalized, \"ERR_NOT_FINALIZED\");\n        require(_records[tokenIn].bound, \"ERR_NOT_BOUND\");\n        require(tokenAmountIn \u003c= bmul(_records[tokenIn].balance, MAX_IN_RATIO), \"ERR_MAX_IN_RATIO\");\n\n        Record storage inRecord = _records[tokenIn];\n\n        poolAmountOut = calcPoolOutGivenSingleIn(\n                            inRecord.balance,\n                            inRecord.denorm,\n                            _totalSupply,\n                            _totalWeight,\n                            tokenAmountIn,\n                            _swapFee\n                        );\n\n        require(poolAmountOut \u003e= minPoolAmountOut, \"ERR_LIMIT_OUT\");\n\n        inRecord.balance = badd(inRecord.balance, tokenAmountIn);\n\n        emit LOG_JOIN(msg.sender, tokenIn, tokenAmountIn);\n\n        _mintPoolShare(poolAmountOut);\n        _pushPoolShare(msg.sender, poolAmountOut);\n        _pullUnderlying(tokenIn, msg.sender, tokenAmountIn);\n\n        return poolAmountOut;\n    }\n\n    function joinswapPoolAmountOut(address tokenIn, uint poolAmountOut, uint maxAmountIn)\n        external\n        _logs_\n        _lock_\n        returns (uint tokenAmountIn)\n    {\n        require(_finalized, \"ERR_NOT_FINALIZED\");\n        require(_records[tokenIn].bound, \"ERR_NOT_BOUND\");\n\n        Record storage inRecord = _records[tokenIn];\n\n        tokenAmountIn = calcSingleInGivenPoolOut(\n                            inRecord.balance,\n                            inRecord.denorm,\n                            _totalSupply,\n                            _totalWeight,\n                            poolAmountOut,\n                            _swapFee\n                        );\n\n        require(tokenAmountIn != 0, \"ERR_MATH_APPROX\");\n        require(tokenAmountIn \u003c= maxAmountIn, \"ERR_LIMIT_IN\");\n        \n        require(tokenAmountIn \u003c= bmul(_records[tokenIn].balance, MAX_IN_RATIO), \"ERR_MAX_IN_RATIO\");\n\n        inRecord.balance = badd(inRecord.balance, tokenAmountIn);\n\n        emit LOG_JOIN(msg.sender, tokenIn, tokenAmountIn);\n\n        _mintPoolShare(poolAmountOut);\n        _pushPoolShare(msg.sender, poolAmountOut);\n        _pullUnderlying(tokenIn, msg.sender, tokenAmountIn);\n\n        return tokenAmountIn;\n    }\n\n    function exitswapPoolAmountIn(address tokenOut, uint poolAmountIn, uint minAmountOut)\n        external\n        _logs_\n        _lock_\n        returns (uint tokenAmountOut)\n    {\n        require(_finalized, \"ERR_NOT_FINALIZED\");\n        require(_records[tokenOut].bound, \"ERR_NOT_BOUND\");\n\n        Record storage outRecord = _records[tokenOut];\n\n        tokenAmountOut = calcSingleOutGivenPoolIn(\n                            outRecord.balance,\n                            outRecord.denorm,\n                            _totalSupply,\n                            _totalWeight,\n                            poolAmountIn,\n                            _swapFee\n                        );\n\n        require(tokenAmountOut \u003e= minAmountOut, \"ERR_LIMIT_OUT\");\n        \n        require(tokenAmountOut \u003c= bmul(_records[tokenOut].balance, MAX_OUT_RATIO), \"ERR_MAX_OUT_RATIO\");\n\n        outRecord.balance = bsub(outRecord.balance, tokenAmountOut);\n\n        uint exitFee = bmul(poolAmountIn, EXIT_FEE);\n\n        emit LOG_EXIT(msg.sender, tokenOut, tokenAmountOut);\n\n        _pullPoolShare(msg.sender, poolAmountIn);\n        _burnPoolShare(bsub(poolAmountIn, exitFee));\n        _pushPoolShare(_factory, exitFee);\n        _pushUnderlying(tokenOut, msg.sender, tokenAmountOut);\n\n        return tokenAmountOut;\n    }\n\n    function exitswapExternAmountOut(address tokenOut, uint tokenAmountOut, uint maxPoolAmountIn)\n        external\n        _logs_\n        _lock_\n        returns (uint poolAmountIn)\n    {\n        require(_finalized, \"ERR_NOT_FINALIZED\");\n        require(_records[tokenOut].bound, \"ERR_NOT_BOUND\");\n        require(tokenAmountOut \u003c= bmul(_records[tokenOut].balance, MAX_OUT_RATIO), \"ERR_MAX_OUT_RATIO\");\n\n        Record storage outRecord = _records[tokenOut];\n\n        poolAmountIn = calcPoolInGivenSingleOut(\n                            outRecord.balance,\n                            outRecord.denorm,\n                            _totalSupply,\n                            _totalWeight,\n                            tokenAmountOut,\n                            _swapFee\n                        );\n\n        require(poolAmountIn != 0, \"ERR_MATH_APPROX\");\n        require(poolAmountIn \u003c= maxPoolAmountIn, \"ERR_LIMIT_IN\");\n\n        outRecord.balance = bsub(outRecord.balance, tokenAmountOut);\n\n        uint exitFee = bmul(poolAmountIn, EXIT_FEE);\n\n        emit LOG_EXIT(msg.sender, tokenOut, tokenAmountOut);\n\n        _pullPoolShare(msg.sender, poolAmountIn);\n        _burnPoolShare(bsub(poolAmountIn, exitFee));\n        _pushPoolShare(_factory, exitFee);\n        _pushUnderlying(tokenOut, msg.sender, tokenAmountOut);        \n\n        return poolAmountIn;\n    }\n\n\n    // ==\n    // \u0027Underlying\u0027 token-manipulation functions make external calls but are NOT locked\n    // You must `_lock_` or otherwise ensure reentry-safety\n\n    function _pullUnderlying(address erc20, address from, uint amount)\n        internal\n    {\n        bool xfer = IERC20(erc20).transferFrom(from, address(this), amount);\n        require(xfer, \"ERR_ERC20_FALSE\");\n    }\n\n    function _pushUnderlying(address erc20, address to, uint amount)\n        internal\n    {\n        bool xfer = IERC20(erc20).transfer(to, amount);\n        require(xfer, \"ERR_ERC20_FALSE\");\n    }\n\n    function _pullPoolShare(address from, uint amount)\n        internal\n    {\n        _pull(from, amount);\n    }\n\n    function _pushPoolShare(address to, uint amount)\n        internal\n    {\n        _push(to, amount);\n    }\n\n    function _mintPoolShare(uint amount)\n        internal\n    {\n        _mint(amount);\n    }\n\n    function _burnPoolShare(uint amount)\n        internal\n    {\n        _burn(amount);\n    }\n\n}\n"},"BToken.sol":{"content":"// This program is free software: you can redistribute it and/or modify\n// it under the terms of the GNU General Public License as published by\n// the Free Software Foundation, either version 3 of the License, or\n// (at your option) any later version.\n\n// This program is distributed in the hope that it will be useful,\n// but WITHOUT ANY WARRANTY; without even the implied warranty of\n// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the\n// GNU General Public License for more details.\n\n// You should have received a copy of the GNU General Public License\n// along with this program.  If not, see \u003chttp://www.gnu.org/licenses/\u003e.\n\npragma solidity 0.5.12;\n\nimport \"./BNum.sol\";\n\n// Highly opinionated token implementation\n\ninterface IERC20 {\n    event Approval(address indexed src, address indexed dst, uint amt);\n    event Transfer(address indexed src, address indexed dst, uint amt);\n\n    function totalSupply() external view returns (uint);\n    function balanceOf(address whom) external view returns (uint);\n    function allowance(address src, address dst) external view returns (uint);\n\n    function approve(address dst, uint amt) external returns (bool);\n    function transfer(address dst, uint amt) external returns (bool);\n    function transferFrom(\n        address src, address dst, uint amt\n    ) external returns (bool);\n}\n\ncontract BTokenBase is BNum {\n\n    mapping(address =\u003e uint)                   internal _balance;\n    mapping(address =\u003e mapping(address=\u003euint)) internal _allowance;\n    uint internal _totalSupply;\n\n    event Approval(address indexed src, address indexed dst, uint amt);\n    event Transfer(address indexed src, address indexed dst, uint amt);\n\n    function _mint(uint amt) internal {\n        _balance[address(this)] = badd(_balance[address(this)], amt);\n        _totalSupply = badd(_totalSupply, amt);\n        emit Transfer(address(0), address(this), amt);\n    }\n\n    function _burn(uint amt) internal {\n        require(_balance[address(this)] \u003e= amt, \"ERR_INSUFFICIENT_BAL\");\n        _balance[address(this)] = bsub(_balance[address(this)], amt);\n        _totalSupply = bsub(_totalSupply, amt);\n        emit Transfer(address(this), address(0), amt);\n    }\n\n    function _move(address src, address dst, uint amt) internal {\n        require(_balance[src] \u003e= amt, \"ERR_INSUFFICIENT_BAL\");\n        _balance[src] = bsub(_balance[src], amt);\n        _balance[dst] = badd(_balance[dst], amt);\n        emit Transfer(src, dst, amt);\n    }\n\n    function _push(address to, uint amt) internal {\n        _move(address(this), to, amt);\n    }\n\n    function _pull(address from, uint amt) internal {\n        _move(from, address(this), amt);\n    }\n}\n\ncontract BToken is BTokenBase, IERC20 {\n\n    string  private _name     = \"Balancer Pool Token\";\n    string  private _symbol   = \"BPT\";\n    uint8   private _decimals = 18;\n\n    function name() public view returns (string memory) {\n        return _name;\n    }\n\n    function symbol() public view returns (string memory) {\n        return _symbol;\n    }\n\n    function decimals() public view returns(uint8) {\n        return _decimals;\n    }\n\n    function allowance(address src, address dst) external view returns (uint) {\n        return _allowance[src][dst];\n    }\n\n    function balanceOf(address whom) external view returns (uint) {\n        return _balance[whom];\n    }\n\n    function totalSupply() public view returns (uint) {\n        return _totalSupply;\n    }\n\n    function approve(address dst, uint amt) external returns (bool) {\n        _allowance[msg.sender][dst] = amt;\n        emit Approval(msg.sender, dst, amt);\n        return true;\n    }\n\n    function increaseApproval(address dst, uint amt) external returns (bool) {\n        _allowance[msg.sender][dst] = badd(_allowance[msg.sender][dst], amt);\n        emit Approval(msg.sender, dst, _allowance[msg.sender][dst]);\n        return true;\n    }\n\n    function decreaseApproval(address dst, uint amt) external returns (bool) {\n        uint oldValue = _allowance[msg.sender][dst];\n        if (amt \u003e oldValue) {\n            _allowance[msg.sender][dst] = 0;\n        } else {\n            _allowance[msg.sender][dst] = bsub(oldValue, amt);\n        }\n        emit Approval(msg.sender, dst, _allowance[msg.sender][dst]);\n        return true;\n    }\n\n    function transfer(address dst, uint amt) external returns (bool) {\n        _move(msg.sender, dst, amt);\n        return true;\n    }\n\n    function transferFrom(address src, address dst, uint amt) external returns (bool) {\n        require(msg.sender == src || amt \u003c= _allowance[src][msg.sender], \"ERR_BTOKEN_BAD_CALLER\");\n        _move(src, dst, amt);\n        if (msg.sender != src \u0026\u0026 _allowance[src][msg.sender] != uint256(-1)) {\n            _allowance[src][msg.sender] = bsub(_allowance[src][msg.sender], amt);\n            emit Approval(msg.sender, dst, _allowance[src][msg.sender]);\n        }\n        return true;\n    }\n}\n"}}