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vendored
@ -1,3 +1,5 @@
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circuits/build
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# Created by .ignore support plugin (hsz.mobi)
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# Created by .ignore support plugin (hsz.mobi)
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### Node template
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### Node template
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# Logs
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# Logs
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@ -1,6 +1,7 @@
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include "../node_modules/circomlib/circuits/bitify.circom";
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include "../node_modules/circomlib/circuits/bitify.circom";
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include "../node_modules/circomlib/circuits/mimcsponge.circom";
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include "../node_modules/circomlib/circuits/mimcsponge.circom";
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// Computes MiMC(left + right)
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template HashLeftRight(rounds) {
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template HashLeftRight(rounds) {
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signal input left;
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signal input left;
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signal input right;
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signal input right;
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@ -15,6 +16,8 @@ template HashLeftRight(rounds) {
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hash <== hasher.outs[0];
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hash <== hasher.outs[0];
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}
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}
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// if pathIndex == 0 returns (left = inputElement, right = pathElement)
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// if pathIndex == 1 returns (left = pathElement, right = inputElement)
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template Selector() {
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template Selector() {
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signal input inputElement;
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signal input inputElement;
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signal input pathElement;
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signal input pathElement;
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@ -39,13 +42,14 @@ template Selector() {
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right <== rightSelector1 + rightSelector2;
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right <== rightSelector1 + rightSelector2;
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}
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}
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// Verifies that merkle proof is correct for given merkle root and a leaf
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// pathIndex input is an array of 0/1 selectors telling whether given pathElement is on the left or right side of merkle path
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template MerkleTree(levels, rounds) {
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template MerkleTree(levels, rounds) {
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signal input leaf;
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signal input leaf;
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signal input root;
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signal private input pathElements[levels];
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signal private input pathElements[levels];
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signal private input pathIndex[levels];
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signal private input pathIndex[levels];
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signal output root;
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component selectors[levels];
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component selectors[levels];
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component hashers[levels];
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component hashers[levels];
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@ -66,5 +70,5 @@ template MerkleTree(levels, rounds) {
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selectors[i].inputElement <== hashers[i-1].hash;
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selectors[i].inputElement <== hashers[i-1].hash;
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}
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}
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root <== hashers[levels - 1].hash;
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root === hashers[levels - 1].hash;
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}
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}
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@ -2,6 +2,7 @@ include "../node_modules/circomlib/circuits/bitify.circom";
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include "../node_modules/circomlib/circuits/pedersen.circom";
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include "../node_modules/circomlib/circuits/pedersen.circom";
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include "merkleTree.circom";
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include "merkleTree.circom";
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// computes Pedersen(nullifier + secret)
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template CommitmentHasher() {
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template CommitmentHasher() {
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signal input nullifier;
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signal input nullifier;
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signal private input secret;
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signal private input secret;
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@ -21,6 +22,7 @@ template CommitmentHasher() {
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hash <== commitment.out[0];
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hash <== commitment.out[0];
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}
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}
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// Verifies that commitment that corresponds to given secret and nullifier is included in the merkle tree of deposits
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template Withdraw(levels, rounds) {
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template Withdraw(levels, rounds) {
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signal input root;
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signal input root;
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signal input nullifier;
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signal input nullifier;
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@ -36,10 +38,11 @@ template Withdraw(levels, rounds) {
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component tree = MerkleTree(levels, rounds);
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component tree = MerkleTree(levels, rounds);
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tree.leaf <== hasher.hash;
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tree.leaf <== hasher.hash;
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tree.pathElements <== pathElements;
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tree.root <== root;
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tree.pathIndex <== pathIndex;
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for (var i = 0; i < levels; i++) {
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tree.pathElements[i] <== pathElements[i];
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root === tree.root;
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tree.pathIndex[i] <== pathIndex[i];
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}
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// TODO: Check if we need some kind of explicit constraints or something
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// TODO: Check if we need some kind of explicit constraints or something
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fee === fee;
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fee === fee;
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@ -1,15 +1,12 @@
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pragma solidity ^0.5.8;
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pragma solidity ^0.5.8;
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import "./MerkleTreeWithHistory.sol";
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import "./MerkleTreeWithHistory.sol";
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import "../node_modules/openzeppelin-solidity/contracts/math/SafeMath.sol";
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contract IVerifier {
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contract IVerifier {
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function verify(uint256[2] memory a, uint256[2][2] memory b, uint256[2] memory c, uint256[4] memory input) public returns(bool);
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function verify(uint256[2] memory a, uint256[2][2] memory b, uint256[2] memory c, uint256[4] memory input) public returns(bool);
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}
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}
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contract Mixer is MerkleTreeWithHistory {
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contract Mixer is MerkleTreeWithHistory {
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using SafeMath for uint256;
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uint256 public transferValue;
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uint256 public transferValue;
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mapping(uint256 => bool) public nullifiers;
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mapping(uint256 => bool) public nullifiers;
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IVerifier verifier;
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IVerifier verifier;
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@ -17,17 +14,34 @@ contract Mixer is MerkleTreeWithHistory {
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event Deposit(address from, uint256 commitment);
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event Deposit(address from, uint256 commitment);
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event Withdraw(address to, uint256 nullifier, uint256 fee);
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event Withdraw(address to, uint256 nullifier, uint256 fee);
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/**
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@dev The constructor
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@param _verifier the address of SNARK verifier for this contract
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@param _transferValue the value for all deposits in this contract in wei
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*/
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constructor(address _verifier, uint256 _transferValue) MerkleTreeWithHistory(16, 0) public {
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constructor(address _verifier, uint256 _transferValue) MerkleTreeWithHistory(16, 0) public {
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verifier = IVerifier(_verifier);
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verifier = IVerifier(_verifier);
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transferValue = _transferValue;
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transferValue = _transferValue;
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}
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}
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/**
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@dev Deposit funds into mixer. The caller must send value equal to `transferValue` of this mixer.
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@param commitment the note commitment, which is PedersenHash(nullifier + secret)
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*/
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function deposit(uint256 commitment) public payable {
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function deposit(uint256 commitment) public payable {
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require(msg.value == transferValue, "Please send `transferValue` ETH along with transaction");
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require(msg.value == transferValue, "Please send `transferValue` ETH along with transaction");
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_insert(commitment);
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_insert(commitment);
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emit Deposit(msg.sender, commitment);
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emit Deposit(msg.sender, commitment);
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}
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}
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/**
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@dev Withdraw deposit from the mixer. `a`, `b`, and `c` are zkSNARK proof data, and input is an array of circuit public inputs
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`input` array consists of:
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- merkle root of all deposits in the mixer
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- unique deposit nullifier to prevent double spends
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- the receiver of funds
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- optional fee that goes to the transaction sender (usually a relay)
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*/
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function withdraw(uint256[2] memory a, uint256[2][2] memory b, uint256[2] memory c, uint256[4] memory input) public {
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function withdraw(uint256[2] memory a, uint256[2][2] memory b, uint256[2] memory c, uint256[4] memory input) public {
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uint256 root = input[0];
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uint256 root = input[0];
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uint256 nullifier = input[1];
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uint256 nullifier = input[1];
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