First implementation of the deposit() function only
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@ -17,3 +17,104 @@ interface IDepositContract {
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bytes32 deposit_data_root
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) external payable;
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}
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/*
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* This is a rewrite of the Vyper Eth2.0 deposit contract in Solidity.
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* It tries to stay as close as possible to the original source code and
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* hence it may look a bit unintuitive to a reader well versed in Solidity.
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*/
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contract DepositContract is IDepositContract {
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uint constant GWEI = 1e9;
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uint constant MIN_DEPOSIT_AMOUNT = 1000000000; // Gwei
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uint constant DEPOSIT_CONTRACT_TREE_DEPTH = 32;
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uint constant MAX_DEPOSIT_COUNT = 4294967295; // 2**DEPOSIT_CONTRACT_TREE_DEPTH - 1
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uint constant PUBKEY_LENGTH = 48; // bytes
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uint constant WITHDRAWAL_CREDENTIALS_LENGTH = 32; // bytes
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uint constant SIGNATURE_LENGTH = 96; // bytes
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uint constant AMOUNT_LENGTH = 8; // bytes
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bytes32[DEPOSIT_CONTRACT_TREE_DEPTH] branch;
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uint256 deposit_count;
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// TODO: add constructor
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// TODO: add get_deposit_root
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// TODO: add get_deposit_count
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function deposit(
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bytes calldata pubkey,
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bytes calldata withdrawal_credentials,
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bytes calldata signature,
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bytes32 deposit_data_root
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) override external payable {
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// Avoid overflowing the Merkle tree (and prevent edge case in computing `self.branch`)
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require(deposit_count < MAX_DEPOSIT_COUNT);
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// Check deposit amount
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uint deposit_amount = msg.value / GWEI;
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require(deposit_amount >= MIN_DEPOSIT_AMOUNT);
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// Length checks for safety
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require(pubkey.length == PUBKEY_LENGTH);
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require(withdrawal_credentials.length == WITHDRAWAL_CREDENTIALS_LENGTH);
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require(signature.length == SIGNATURE_LENGTH);
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// FIXME: these are not the Vyper code, but should verify they are not needed
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// assert(deposit_amount <= 2^64-1);
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// assert(deposit_count <= 2^64-1);
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// Emit `DepositEvent` log
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bytes memory amount = to_little_endian_64(uint64(deposit_amount));
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emit DepositEvent(
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pubkey,
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withdrawal_credentials,
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amount,
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signature,
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to_little_endian_64(uint64(deposit_count))
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);
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// Compute deposit data root (`DepositData` hash tree root)
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// These are helpers and are implicitly initialised to zero.
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bytes16 zero_bytes16;
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bytes24 zero_bytes24;
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bytes32 zero_bytes32;
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bytes32 pubkey_root = sha256(abi.encodePacked(pubkey, zero_bytes16));
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bytes32 signature_root = sha256(abi.encodePacked(
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sha256(abi.encodePacked(bytes(signature[:64]))),
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sha256(abi.encodePacked(bytes(signature[64:]), zero_bytes32))
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));
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bytes32 node = sha256(abi.encodePacked(
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sha256(abi.encodePacked(pubkey_root, withdrawal_credentials)),
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sha256(abi.encodePacked(amount, zero_bytes24, signature_root))
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));
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// Verify computed and expected deposit data roots match
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require(node == deposit_data_root);
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// Add deposit data root to Merkle tree (update a single `branch` node)
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deposit_count += 1;
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uint size = deposit_count;
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for (uint height = 0; height < DEPOSIT_CONTRACT_TREE_DEPTH; height++) {
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if ((size & 1) == 1) {
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branch[height] = node;
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break;
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}
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node = sha256(abi.encodePacked(branch[height], node));
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size /= 2;
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}
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}
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function to_little_endian_64(uint64 value) internal pure returns (bytes memory ret) {
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// Unrolled the loop here.
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ret = new bytes(8);
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ret[0] = bytes1(uint8(value & 0xff));
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ret[1] = bytes1(uint8((value >> 8) & 0xff));
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ret[2] = bytes1(uint8((value >> 16) & 0xff));
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ret[3] = bytes1(uint8((value >> 24) & 0xff));
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ret[4] = bytes1(uint8((value >> 32) & 0xff));
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ret[5] = bytes1(uint8((value >> 40) & 0xff));
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ret[6] = bytes1(uint8((value >> 48) & 0xff));
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ret[7] = bytes1(uint8((value >> 56) & 0xff));
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}
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}
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