示例#1
0
def sign_donation_tx(tx, i, priv):
    from bitcoin.main import fast_multiply, decode_privkey, G, inv, N
    from bitcoin.transaction import der_encode_sig
    k = sign_k
    hashcode = btc.SIGHASH_ALL
    i = int(i)
    if len(priv) <= 33:
        priv = btc.safe_hexlify(priv)
    pub = btc.privkey_to_pubkey(priv)
    address = btc.pubkey_to_address(pub)
    signing_tx = btc.signature_form(
            tx, i, btc.mk_pubkey_script(address), hashcode)

    msghash = btc.bin_txhash(signing_tx, hashcode)
    z = btc.hash_to_int(msghash)
    # k = deterministic_generate_k(msghash, priv)
    r, y = fast_multiply(G, k)
    s = inv(k, N) * (z + r * decode_privkey(priv)) % N
    rawsig = 27 + (y % 2), r, s

    sig = der_encode_sig(*rawsig) + btc.encode(hashcode, 16, 2)
    # sig = ecdsa_tx_sign(signing_tx, priv, hashcode)
    txobj = btc.deserialize(tx)
    txobj["ins"][i]["script"] = btc.serialize_script([sig, pub])
    return btc.serialize(txobj)
示例#2
0
def sign_donation_tx(tx, i, priv):
    from bitcoin.main import fast_multiply, decode_privkey, G, inv, N
    from bitcoin.transaction import der_encode_sig
    k = sign_k
    hashcode = btc.SIGHASH_ALL
    i = int(i)
    if len(priv) <= 33:
        priv = btc.safe_hexlify(priv)
    pub = btc.privkey_to_pubkey(priv)
    address = btc.pubkey_to_address(pub)
    signing_tx = btc.signature_form(tx, i, btc.mk_pubkey_script(address),
                                    hashcode)

    msghash = btc.bin_txhash(signing_tx, hashcode)
    z = btc.hash_to_int(msghash)
    # k = deterministic_generate_k(msghash, priv)
    r, y = fast_multiply(G, k)
    s = inv(k, N) * (z + r * decode_privkey(priv)) % N
    rawsig = 27 + (y % 2), r, s

    sig = der_encode_sig(*rawsig) + btc.encode(hashcode, 16, 2)
    # sig = ecdsa_tx_sign(signing_tx, priv, hashcode)
    txobj = btc.deserialize(tx)
    txobj["ins"][i]["script"] = btc.serialize_script([sig, pub])
    return btc.serialize(txobj)
示例#3
0
def insecure_ecdsa_sign(msghash, priv):
    global insecure_k

    z = hash_to_int(msghash)
    k = insecure_k
    r, y = fast_multiply(G, k)
    s = inv(k, N) * (z + r * decode_privkey(priv)) % N

    v, r, s = 27 + ((y % 2) ^
                    (0 if s * 2 < N else 1)), r, s if s * 2 < N else N - s
    if 'compressed' in get_privkey_format(priv):
        print("COmpressed \a")
        v += 4

    return v, r, s