# standard imports import logging # external imports import sha3 import coincurve from hexathon import int_to_minbytes # local imports from crypto_dev_signer.eth.encoding import chain_id_to_v logg = logging.getLogger(__name__) class Signer: def __init__(self, keyGetter): self.keyGetter = keyGetter def sign_transaction(self, tx, password=None): return NotImplementedError class ReferenceSigner(Signer): def __init__(self, keyGetter): super(ReferenceSigner, self).__init__(keyGetter) def sign_transaction(self, tx, password=None): s = tx.rlp_serialize() h = sha3.keccak_256() h.update(s) message_to_sign = h.digest() z = self.sign_pure(tx.sender, message_to_sign, password) return z def sign_transaction_to_rlp(self, tx, password=None): chain_id = int.from_bytes(tx.v, byteorder='big') sig = self.sign_transaction(tx, password) tx.apply_signature(chain_id, sig) return tx.rlp_serialize() def sign_ethereum_message(self, address, message, password=None): #k = keys.PrivateKey(self.keyGetter.get(address, password)) #z = keys.ecdsa_sign(message_hash=g, private_key=k) if type(message).__name__ == 'str': logg.debug('signing message in "str" format: {}'.format(message)) #z = k.sign_msg(bytes.fromhex(message)) message = bytes.fromhex(message) elif type(message).__name__ == 'bytes': logg.debug('signing message in "bytes" format: {}'.format(message.hex())) #z = k.sign_msg(message) else: logg.debug('unhandled format {}'.format(type(message).__name__)) raise ValueError('message must be type str or bytes, received {}'.format(type(message).__name__)) ethereumed_message_header = b'\x19' + 'Ethereum Signed Message:\n{}'.format(len(message)).encode('utf-8') h = sha3.keccak_256() h.update(ethereumed_message_header + message) message_to_sign = h.digest() z = self.sign_pure(address, message_to_sign, password) return z # TODO: generic sign should be moved to non-eth context def sign_pure(self, address, message, password=None): pk = coincurve.PrivateKey(secret=self.keyGetter.get(address, password)) z = pk.sign_recoverable(hasher=None, message=message) return z