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rpc_psbt.py
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#!/usr/bin/env python3
# Copyright (c) 2018-2021 The Bitcoin Core developers
# Distributed under the MIT software license, see the accompanying
# file COPYING or http://www.opensource.org/licenses/mit-license.php.
"""Test the Partially Signed Transaction RPCs.
"""
from decimal import Decimal
from itertools import product
from test_framework.descriptors import descsum_create
from test_framework.key import ECKey
from test_framework.messages import (
ser_compact_size,
WITNESS_SCALE_FACTOR,
)
from test_framework.test_framework import BitcoinTestFramework
from test_framework.util import (
# assert_approx,
assert_equal,
assert_greater_than,
assert_raises_rpc_error,
find_output,
find_vout_for_address,
)
from test_framework.wallet_util import bytes_to_wif
# These imports are used by commented-out tests.
"""
import json
import os
"""
MAX_BIP125_RBF_SEQUENCE = 0xfffffffd
# Utility function to extract info from outputs for use in assert_equal
# Returns a set of tuples (address, is blinded, is OP_RETURN). (It would
# feel nicer to return a set of dicts, but you can't do that in Python.)
def outputs_info(outputs):
return {(
x["script"].get("address"),
x.get("blinding_pubkey") is not None,
x["script"]["asm"] == "OP_RETURN",
) for x in outputs}
# Create one-input, one-output, no-fee transaction:
class PSBTTest(BitcoinTestFramework):
def set_test_params(self):
self.num_nodes = 3
self.extra_args = [
["-walletrbf=1", "-addresstype=bech32", "-changetype=bech32"], #TODO: Remove address type restrictions once taproot has psbt extensions
["-walletrbf=0", "-changetype=legacy"],
[]
]
self.supports_cli = False
def skip_test_if_missing_module(self):
self.skip_if_no_wallet()
# TODO: Re-enable this test with segwit v1
def test_utxo_conversion(self):
mining_node = self.nodes[2]
offline_node = self.nodes[0]
online_node = self.nodes[1]
# Disconnect offline node from others
# Topology of test network is linear, so this one call is enough
self.disconnect_nodes(0, 1)
# Create watchonly on online_node
online_node.createwallet(wallet_name='wonline', disable_private_keys=True)
wonline = online_node.get_wallet_rpc('wonline')
w2 = online_node.get_wallet_rpc('')
# Mine a transaction that credits the offline address
offline_addr = offline_node.getnewaddress(address_type="p2sh-segwit")
online_addr = w2.getnewaddress(address_type="p2sh-segwit")
wonline.importaddress(offline_addr, "", False)
mining_node.sendtoaddress(address=offline_addr, amount=1.0)
self.generate(mining_node, nblocks=1)
# Construct an unsigned PSBT on the online node (who doesn't know the output is Segwit, so will include a non-witness UTXO)
utxos = wonline.listunspent(addresses=[offline_addr])
raw = wonline.createrawtransaction([{"txid":utxos[0]["txid"], "vout":utxos[0]["vout"]}],[{online_addr:0.9999},{"fee":0.0001}])
psbt = wonline.walletprocesspsbt(online_node.converttopsbt(raw))["psbt"]
assert "non_witness_utxo" in mining_node.decodepsbt(psbt)["inputs"][0]
# Have the offline node sign the PSBT (which will update the UTXO to segwit)
signed_psbt = offline_node.walletprocesspsbt(psbt)["psbt"]
assert "witness_utxo" in mining_node.decodepsbt(signed_psbt)["inputs"][0]
# Make sure we can mine the resulting transaction
txid = mining_node.sendrawtransaction(mining_node.finalizepsbt(signed_psbt)["hex"])
self.generate(mining_node, 1)
assert_equal(online_node.gettxout(txid,0)["confirmations"], 1)
wonline.unloadwallet()
# Reconnect
self.connect_nodes(0, 1)
self.connect_nodes(0, 2)
def get_address(self, confidential, node_num, addr_mode=None):
if (addr_mode):
addr = self.nodes[node_num].getnewaddress()
else:
addr = self.nodes[node_num].getnewaddress("", addr_mode)
if confidential:
addr = self.nodes[node_num].getaddressinfo(addr)['confidential']
else:
addr = self.nodes[node_num].getaddressinfo(addr)['unconfidential']
return addr
def to_unconf_addr(self, node_num, addr):
return self.nodes[node_num].getaddressinfo(addr)['unconfidential']
def num_blinded_outputs(self, tx):
result = 0
decoded = self.nodes[0].decoderawtransaction(tx)
for out in decoded["vout"]:
if out["scriptPubKey"]["type"] == "fee":
pass
if "valuecommitment" in out:
result += 1
return result
def assert_change_type(self, psbtx, expected_type):
"""Assert that the given PSBT has a change output with the given type."""
# The decodepsbt RPC is stateless and independent of any settings, we can always just call it on the first node
decoded_psbt = self.nodes[0].decodepsbt(psbtx["psbt"])
changepos = psbtx["changepos"]
assert_equal(decoded_psbt["outputs"][changepos]["script"]["type"], expected_type)
def run_basic_tests(self, confidential):
starting_n_unspent = len(self.nodes[0].listlockunspent()) # ELEMENTS
# Create and fund a raw tx for sending 10 BTC
psbtx1 = self.nodes[0].walletcreatefundedpsbt([], [{self.get_address(confidential, 2):10}])['psbt']
# If inputs are specified, do not automatically add more:
utxo1 = self.nodes[0].listunspent()[0]
assert_raises_rpc_error(-4, "Insufficient funds", self.nodes[0].walletcreatefundedpsbt, [{"txid": utxo1['txid'], "vout": utxo1['vout']}], [{self.get_address(confidential, 2):90}])
psbtx1 = self.nodes[0].walletcreatefundedpsbt([{"txid": utxo1['txid'], "vout": utxo1['vout']}], [{self.get_address(confidential, 2):90}], 0, {"add_inputs": True})['psbt']
# ELEMENTS: we are on the edge between 2 and 3 inputs; don't check exact value,
# just make sure that we added at least one input
assert len(self.nodes[0].decodepsbt(psbtx1)["inputs"]) > 1
# Inputs argument can be null
self.nodes[0].walletcreatefundedpsbt(None, [{self.nodes[2].getnewaddress():10}])
# Node 1 should not be able to add anything to it but still return the psbtx same as before
psbtx = self.nodes[1].walletprocesspsbt(psbtx1)['psbt']
assert_equal(psbtx1, psbtx)
# ELEMENTS: FIXME failing asserts
# Node 0 should not be able to sign the transaction with the wallet is locked
# self.nodes[0].encryptwallet("password")
# assert_raises_rpc_error(-13, "Please enter the wallet passphrase with walletpassphrase first", self.nodes[0].walletprocesspsbt, psbtx)
# Node 0 should be able to process without signing though
unsigned_tx = self.nodes[0].walletprocesspsbt(psbtx, False)
assert_equal(unsigned_tx['complete'], False)
# self.nodes[0].walletpassphrase(passphrase="password", timeout=1000000)
# Sign the transaction and send
signed_tx = self.nodes[0].walletprocesspsbt(psbt=psbtx, finalize=False)['psbt']
finalized_tx = self.nodes[0].walletprocesspsbt(psbt=psbtx, finalize=True)['psbt']
assert signed_tx != finalized_tx
final_tx = self.nodes[0].finalizepsbt(signed_tx)['hex']
if confidential:
# Can't use assert_equal because there may or may not be change
assert(self.num_blinded_outputs(final_tx) > 0)
self.nodes[0].sendrawtransaction(final_tx)
# Manually selected inputs can be locked:
assert_equal(len(self.nodes[0].listlockunspent()), starting_n_unspent)
utxo1 = self.nodes[0].listunspent()[0]
psbtx1 = self.nodes[0].walletcreatefundedpsbt([{"txid": utxo1['txid'], "vout": utxo1['vout']}], [{self.get_address(confidential, 2):1}], 0,{"lockUnspents": True})["psbt"]
assert_equal(len(self.nodes[0].listlockunspent()), starting_n_unspent + 1)
# Locks are ignored for manually selected inputs
self.nodes[0].walletcreatefundedpsbt([{"txid": utxo1['txid'], "vout": utxo1['vout']}], [{self.get_address(confidential, 2):1}], 0)
# Create p2sh, p2wpkh, and p2wsh addresses
pubkey0 = self.nodes[0].getaddressinfo(self.get_address(confidential, 0))['pubkey']
pubkey1 = self.nodes[1].getaddressinfo(self.get_address(confidential, 1))['pubkey']
pubkey2 = self.nodes[2].getaddressinfo(self.get_address(confidential, 2))['pubkey']
# Setup watchonly wallets
if confidential:
self.nodes[2].createwallet(wallet_name='wmulti_conf', disable_private_keys=True)
wmulti = self.nodes[2].get_wallet_rpc('wmulti_conf')
else:
self.nodes[2].createwallet(wallet_name='wmulti', disable_private_keys=True)
wmulti = self.nodes[2].get_wallet_rpc('wmulti')
# Create all the addresses
p2sh = wmulti.addmultisigaddress(2, [pubkey0, pubkey1, pubkey2], "", "legacy")['address']
p2sh_unconf = self.to_unconf_addr(1, p2sh)
p2wsh = wmulti.addmultisigaddress(2, [pubkey0, pubkey1, pubkey2], "", "bech32")['address']
p2wsh_unconf = self.to_unconf_addr(1, p2wsh)
p2sh_p2wsh = wmulti.addmultisigaddress(2, [pubkey0, pubkey1, pubkey2], "", "p2sh-segwit")['address']
p2sh_p2wsh_unconf = self.to_unconf_addr(1, p2sh_p2wsh)
if not self.options.descriptors:
wmulti.importaddress(p2sh)
wmulti.importaddress(p2wsh)
wmulti.importaddress(p2sh_p2wsh)
p2wpkh = self.get_address(confidential, 1, "bech32")
p2wpkh_unconf = self.to_unconf_addr(1, p2wpkh)
p2pkh = self.get_address(confidential, 1, "legacy")
p2pkh_unconf = self.to_unconf_addr(1, p2pkh)
p2sh_p2wpkh = self.get_address(confidential, 1, "p2sh-segwit")
p2sh_p2wpkh_unconf = self.to_unconf_addr(1, p2sh_p2wpkh)
# fund those addresses
rawtx = self.nodes[0].createrawtransaction([], [{p2sh:10}, {p2wsh:10}, {p2wpkh:10}, {p2sh_p2wsh:10}, {p2sh_p2wpkh:10}, {p2pkh:10}])
rawtx = self.nodes[0].fundrawtransaction(rawtx, {"changePosition":3})
rawtx = self.nodes[0].blindrawtransaction(rawtx['hex'])
signed_tx = self.nodes[0].signrawtransactionwithwallet(rawtx)['hex']
txid = self.nodes[0].sendrawtransaction(signed_tx)
self.generate(self.nodes[0], 6)
# Find the output pos
p2sh_pos = -1
p2wsh_pos = -1
p2wpkh_pos = -1
p2pkh_pos = -1
p2sh_p2wsh_pos = -1
p2sh_p2wpkh_pos = -1
decoded = self.nodes[0].decoderawtransaction(signed_tx)
for out in decoded['vout']:
if out['scriptPubKey']['type'] == 'fee':
next
elif out['scriptPubKey']['address'] == p2sh_unconf:
p2sh_pos = out['n']
elif out['scriptPubKey']['address'] == p2wsh_unconf:
p2wsh_pos = out['n']
elif out['scriptPubKey']['address'] == p2wpkh_unconf:
p2wpkh_pos = out['n']
elif out['scriptPubKey']['address'] == p2sh_p2wsh_unconf:
p2sh_p2wsh_pos = out['n']
elif out['scriptPubKey']['address'] == p2sh_p2wpkh_unconf:
p2sh_p2wpkh_pos = out['n']
elif out['scriptPubKey']['address'] == p2pkh_unconf:
p2pkh_pos = out['n']
inputs = [{"txid": txid, "vout": p2wpkh_pos}, {"txid": txid, "vout": p2sh_p2wpkh_pos}, {"txid": txid, "vout": p2pkh_pos}]
outputs = [{self.get_address(confidential, 1): 29.99}]
# spend single key from node 1
created_psbt = self.nodes[1].walletcreatefundedpsbt(inputs, outputs)
walletsignpsbt_out = self.nodes[1].walletprocesspsbt(created_psbt["psbt"])
# Make sure it has both types of UTXOs
decoded = self.nodes[1].decodepsbt(walletsignpsbt_out['psbt'])
assert 'non_witness_utxo' in decoded['inputs'][0]
assert 'witness_utxo' in decoded['inputs'][0]
if 'asset' in decoded['inputs'][0]['witness_utxo']:
assert_equal(decoded['inputs'][0]['witness_utxo']['asset'], 'b2e15d0d7a0c94e4e2ce0fe6e8691b9e451377f6e46e8045a86f7c4b5d4f0f23')
else:
assert 'assetcommitment' in decoded['inputs'][0]['witness_utxo']
# Check decodepsbt fee calculation (input values shall only be counted once per UTXO)
#assert_equal(decoded['fee'], created_psbt['fee']) # ELEMENTS: we do not have this field. Should be fixed by #900
assert_equal(walletsignpsbt_out['complete'], True)
self.nodes[1].sendrawtransaction(self.nodes[1].finalizepsbt(walletsignpsbt_out['psbt'])['hex'])
if confidential:
fee_rate_sb = 2000
else:
fee_rate_sb = 10000
self.log.info("Test walletcreatefundedpsbt fee rate of 10000 sat/vB and 0.1 BTC/kvB produces a total fee at or slightly below -maxtxfee (~0.05290000)")
#res1 =
self.nodes[1].walletcreatefundedpsbt(inputs, outputs, 0, {"fee_rate": fee_rate_sb, "add_inputs": True})
#assert_approx(res1["fee"], 0.055, 0.005) # ELEMENTS: no "fee" field
#res2 =
self.nodes[1].walletcreatefundedpsbt(inputs, outputs, 0, {"feeRate": fee_rate_sb / 100000.0, "add_inputs": True})
#assert_approx(res2["fee"], 0.055, 0.005) # ELEMENTS: no "fee" field
self.log.info("Test min fee rate checks with walletcreatefundedpsbt are bypassed, e.g. a fee_rate under 1 sat/vB is allowed")
#res3 =
self.nodes[1].walletcreatefundedpsbt(inputs, outputs, 0, {"fee_rate": "0.999", "add_inputs": True})
#assert_approx(res3["fee"], 0.00000381, 0.0000001)
#res4 =
self.nodes[1].walletcreatefundedpsbt(inputs, outputs, 0, {"feeRate": 0.00000999, "add_inputs": True})
#assert_approx(res4["fee"], 0.00000381, 0.0000001)
self.log.info("Test min fee rate checks with walletcreatefundedpsbt are bypassed and that funding non-standard 'zero-fee' transactions is valid")
for param, zero_value in product(["fee_rate", "feeRate"], [0, 0.000, 0.00000000, "0", "0.000", "0.00000000"]):
assert_equal(0, self.nodes[1].walletcreatefundedpsbt(inputs, outputs, 0, {param: zero_value, "add_inputs": True})["fee"])
self.log.info("Test invalid fee rate settings")
for param, value in {("fee_rate", 100000), ("feeRate", 1)}:
assert_raises_rpc_error(-4, "Fee exceeds maximum configured by user (e.g. -maxtxfee, maxfeerate)",
self.nodes[1].walletcreatefundedpsbt, inputs, outputs, 0, {param: value, "add_inputs": True})
assert_raises_rpc_error(-3, "Amount out of range",
self.nodes[1].walletcreatefundedpsbt, inputs, outputs, 0, {param: -1, "add_inputs": True})
assert_raises_rpc_error(-3, "Amount is not a number or string",
self.nodes[1].walletcreatefundedpsbt, inputs, outputs, 0, {param: {"foo": "bar"}, "add_inputs": True})
# Test fee rate values that don't pass fixed-point parsing checks.
for invalid_value in ["", 0.000000001, 1e-09, 1.111111111, 1111111111111111, "31.999999999999999999999"]:
assert_raises_rpc_error(-3, "Invalid amount",
self.nodes[1].walletcreatefundedpsbt, inputs, outputs, 0, {param: invalid_value, "add_inputs": True})
# Test fee_rate values that cannot be represented in sat/vB.
for invalid_value in [0.0001, 0.00000001, 0.00099999, 31.99999999, "0.0001", "0.00000001", "0.00099999", "31.99999999"]:
assert_raises_rpc_error(-3, "Invalid amount",
self.nodes[1].walletcreatefundedpsbt, inputs, outputs, 0, {"fee_rate": invalid_value, "add_inputs": True})
self.log.info("- raises RPC error if both feeRate and fee_rate are passed")
assert_raises_rpc_error(-8, "Cannot specify both fee_rate (sat/vB) and feeRate (BTC/kvB)",
self.nodes[1].walletcreatefundedpsbt, inputs, outputs, 0, {"fee_rate": 0.1, "feeRate": 0.1, "add_inputs": True})
self.log.info("- raises RPC error if both feeRate and estimate_mode passed")
assert_raises_rpc_error(-8, "Cannot specify both estimate_mode and feeRate",
self.nodes[1].walletcreatefundedpsbt, inputs, outputs, 0, {"estimate_mode": "economical", "feeRate": 0.1, "add_inputs": True})
for param in ["feeRate", "fee_rate"]:
self.log.info("- raises RPC error if both {} and conf_target are passed".format(param))
assert_raises_rpc_error(-8, "Cannot specify both conf_target and {}. Please provide either a confirmation "
"target in blocks for automatic fee estimation, or an explicit fee rate.".format(param),
self.nodes[1].walletcreatefundedpsbt ,inputs, outputs, 0, {param: 1, "conf_target": 1, "add_inputs": True})
self.log.info("- raises RPC error if both fee_rate and estimate_mode are passed")
assert_raises_rpc_error(-8, "Cannot specify both estimate_mode and fee_rate",
self.nodes[1].walletcreatefundedpsbt ,inputs, outputs, 0, {"fee_rate": 1, "estimate_mode": "economical", "add_inputs": True})
self.log.info("- raises RPC error with invalid estimate_mode settings")
for k, v in {"number": 42, "object": {"foo": "bar"}}.items():
assert_raises_rpc_error(-3, "Expected type string for estimate_mode, got {}".format(k),
self.nodes[1].walletcreatefundedpsbt, inputs, outputs, 0, {"estimate_mode": v, "conf_target": 0.1, "add_inputs": True})
for mode in ["", "foo", Decimal("3.141592")]:
assert_raises_rpc_error(-8, 'Invalid estimate_mode parameter, must be one of: "unset", "economical", "conservative"',
self.nodes[1].walletcreatefundedpsbt, inputs, outputs, 0, {"estimate_mode": mode, "conf_target": 0.1, "add_inputs": True})
self.log.info("- raises RPC error with invalid conf_target settings")
for mode in ["unset", "economical", "conservative"]:
self.log.debug("{}".format(mode))
for k, v in {"string": "", "object": {"foo": "bar"}}.items():
assert_raises_rpc_error(-3, "Expected type number for conf_target, got {}".format(k),
self.nodes[1].walletcreatefundedpsbt, inputs, outputs, 0, {"estimate_mode": mode, "conf_target": v, "add_inputs": True})
for n in [-1, 0, 1009]:
assert_raises_rpc_error(-8, "Invalid conf_target, must be between 1 and 1008", # max value of 1008 per src/policy/fees.h
self.nodes[1].walletcreatefundedpsbt, inputs, outputs, 0, {"estimate_mode": mode, "conf_target": n, "add_inputs": True})
self.log.info("Test walletcreatefundedpsbt with too-high fee rate produces total fee well above -maxtxfee and raises RPC error")
# previously this was silently capped at -maxtxfee
for bool_add, outputs_array in {True: outputs, False: [{self.nodes[1].getnewaddress(): 1}]}.items():
msg = "Fee exceeds maximum configured by user (e.g. -maxtxfee, maxfeerate)"
assert_raises_rpc_error(-4, msg, self.nodes[1].walletcreatefundedpsbt, inputs, outputs_array, 0, {"fee_rate": 1000000, "add_inputs": bool_add})
assert_raises_rpc_error(-4, msg, self.nodes[1].walletcreatefundedpsbt, inputs, outputs_array, 0, {"feeRate": 1, "add_inputs": bool_add})
self.log.info("Test various PSBT operations")
addr = self.get_address(confidential, 1)
unconf_addr = self.nodes[1].getaddressinfo(addr)['unconfidential']
change_addr = self.nodes[1].getrawchangeaddress()
conf_change_addr = self.nodes[1].getaddressinfo(change_addr)['confidential']
unconf_change_addr = self.nodes[1].getaddressinfo(change_addr)['unconfidential']
# partially sign multisig things with node 1
psbtx = wmulti.walletcreatefundedpsbt(inputs=[{"txid":txid,"vout":p2wsh_pos},{"txid":txid,"vout":p2sh_pos},{"txid":txid,"vout":p2sh_p2wsh_pos}], outputs=[{addr:29.99}], options={'changeAddress': unconf_change_addr})['psbt']
filled = wmulti.walletprocesspsbt(psbtx)
# have both nodes fill before we try to blind and sign
walletprocesspsbt_out = self.nodes[1].walletprocesspsbt(filled["psbt"])
psbtx = walletprocesspsbt_out['psbt']
assert_equal(walletprocesspsbt_out['complete'], False)
# check that the unblinded change address led to unblinded change
assert_equal(
outputs_info(self.nodes[1].decodepsbt(psbtx)["outputs"]),
{
(unconf_addr, confidential, False),
(unconf_change_addr, False, False),
(None, False, False), # fee
},
)
# Repeat the above, with a confidential change address
psbtx = wmulti.walletcreatefundedpsbt(inputs=[{"txid":txid,"vout":p2wsh_pos},{"txid":txid,"vout":p2sh_pos},{"txid":txid,"vout":p2sh_p2wsh_pos}], outputs=[{addr:29.99}], options={'changeAddress': conf_change_addr})['psbt']
filled = wmulti.walletprocesspsbt(psbtx)
# have both nodes fill before we try to blind and sign
walletprocesspsbt_out = self.nodes[1].walletprocesspsbt(filled["psbt"])
psbtx = walletprocesspsbt_out['psbt']
assert_equal(walletprocesspsbt_out['complete'], False)
# check that the blinded change address led to blinded change (and below,
# when we call `walletprocesspsbt` with nodes[2], it will make sure that
# node 2 is able to unblind this change, even though wmulti created it).
# Notice that if `confidential` is False, the change is not blinded. This
# is a quirk of the wallet.cpp blinding logic and will go away when we
# overhaul this.
assert_equal(
outputs_info(self.nodes[1].decodepsbt(psbtx)["outputs"]),
{
(unconf_addr, confidential, False),
(unconf_change_addr, confidential, False),
(None, False, False), # fee
},
)
# Unload wmulti, we don't need it anymore
wmulti.unloadwallet()
# partially sign with node 2. This should be complete and sendable
walletsignpsbt_out = self.nodes[2].walletprocesspsbt(psbtx)
assert_equal(walletsignpsbt_out['complete'], True)
hex_tx = self.nodes[2].finalizepsbt(walletsignpsbt_out['psbt'])['hex']
if confidential:
# Can't use assert_equal because there may or may not be change
assert(self.num_blinded_outputs(hex_tx) > 0)
self.nodes[2].sendrawtransaction(hex_tx)
# check that walletprocesspsbt fails to decode a non-psbt
rawtx = self.nodes[1].createrawtransaction([{"txid":txid,"vout":p2wpkh_pos}], [{self.get_address(confidential, 1):9.99}])
assert_raises_rpc_error(-22, "TX decode failed", self.nodes[1].walletprocesspsbt, rawtx)
# Convert a non-psbt to psbt and make sure we can decode it
rawtx = self.nodes[0].createrawtransaction([], [{self.get_address(confidential, 1):10}])
rawtx = self.nodes[0].fundrawtransaction(rawtx)
new_psbt = self.nodes[0].converttopsbt(rawtx['hex'])
self.nodes[0].decodepsbt(new_psbt)
# Make sure that a non-psbt with signatures cannot be converted
# Error could be either "TX decode failed" (segwit inputs causes parsing to fail) or "Inputs must not have scriptSigs and scriptWitnesses"
# We must set iswitness=True because the serialized transaction has inputs and is therefore a witness transaction
signedtx = self.nodes[0].signrawtransactionwithwallet(rawtx['hex'])
# Can be either a scriptSig or a scriptWitness that it yells about, depending on which UTXOs are selected for the TX
assert_raises_rpc_error(-22, "Inputs must not have", self.nodes[0].converttopsbt, signedtx['hex'], False)
assert_raises_rpc_error(-22, "Inputs must not have", self.nodes[0].converttopsbt, signedtx['hex'])
assert_raises_rpc_error(-22, "", self.nodes[0].converttopsbt, hexstring=signedtx['hex'], iswitness=True)
assert_raises_rpc_error(-22, "", self.nodes[0].converttopsbt, hexstring=signedtx['hex'], permitsigdata=False, iswitness=True)
# Unless we allow it to convert and strip signatures
self.nodes[0].converttopsbt(signedtx['hex'], True)
# Explicitly allow converting non-empty txs
new_psbt = self.nodes[0].converttopsbt(rawtx['hex'])
self.nodes[0].decodepsbt(new_psbt)
# Create outputs to nodes 1 and 2
# We do a whole song-and-dance here (instead of calling sendtoaddress) to get access to the unblinded transaction data to find our outputs
node1_addr = self.get_address(confidential, 1)
node1_unconf_addr = self.to_unconf_addr(1, node1_addr)
node2_addr = self.get_address(confidential, 2)
node2_unconf_addr = self.to_unconf_addr(2, node2_addr)
rt1 = self.nodes[0].createrawtransaction([], [{node1_addr:13}])
rt1 = self.nodes[0].fundrawtransaction(rt1)
rt1 = self.nodes[0].blindrawtransaction(rt1['hex'])
rt1 = self.nodes[0].signrawtransactionwithwallet(rt1)
txid1 = self.nodes[0].sendrawtransaction(rt1['hex'])
rt1 = self.nodes[0].decoderawtransaction(rt1['hex'])
rt2 = self.nodes[0].createrawtransaction([], [{node2_addr:13}])
rt2 = self.nodes[0].fundrawtransaction(rt2)
rt2 = self.nodes[0].blindrawtransaction(rt2['hex'])
rt2 = self.nodes[0].signrawtransactionwithwallet(rt2)
txid2 = self.nodes[0].sendrawtransaction(rt2['hex'])
rt2 = self.nodes[0].decoderawtransaction(rt2['hex'])
self.generate(self.nodes[0], 6)
for out in rt1['vout']:
if out['scriptPubKey']['type'] == "fee":
pass
elif out['scriptPubKey']['address'] == node1_unconf_addr:
vout1 = out['n']
for out in rt2['vout']:
if out['scriptPubKey']['type'] == "fee":
pass
elif out['scriptPubKey']['address'] == node2_unconf_addr:
vout2 = out['n']
# This test doesn't work with Confidential Assets yet.
if not confidential:
# Create a psbt spending outputs from nodes 1 and 2
psbt_orig = self.nodes[0].createpsbt([{"txid":txid1, "vout":vout1}, {"txid":txid2, "vout":vout2}], [{self.get_address(confidential, 0):25.999}, {"fee":0.001}])
# Update psbts, should only have data for one input and not the other
psbt1 = self.nodes[1].walletprocesspsbt(psbt_orig, False, "ALL")['psbt']
psbt1_decoded = self.nodes[0].decodepsbt(psbt1)
assert len(psbt1_decoded["inputs"][0].keys()) > 3
assert len(psbt1_decoded["inputs"][1].keys()) == 3
# Check that BIP32 path was added
assert "bip32_derivs" in psbt1_decoded['inputs'][0]
psbt2 = self.nodes[2].walletprocesspsbt(psbt_orig, False, "ALL", False)['psbt']
psbt2_decoded = self.nodes[0].decodepsbt(psbt2)
assert len(psbt2_decoded["inputs"][0].keys()) == 3
assert len(psbt2_decoded["inputs"][1].keys()) > 3
# Check that BIP32 paths were not added
assert "bip32_derivs" not in psbt2_decoded['inputs'][1]
# Fill PSBTs (workaround issue #18039)
psbt1 = self.nodes[1].walletprocesspsbt(psbt_orig, False)['psbt']
psbt2 = self.nodes[2].walletprocesspsbt(psbt_orig, False)['psbt']
# Combine and sign
combined = self.nodes[0].combinepsbt([psbt1, psbt2])
psbt1 = self.nodes[1].walletprocesspsbt(combined, True)['psbt']
psbt2 = self.nodes[2].walletprocesspsbt(combined, True)['psbt']
# Combine again, finalize, sign, and send the psbts
combined = self.nodes[0].combinepsbt([psbt1, psbt2])
finalized = self.nodes[0].finalizepsbt(combined)['hex']
self.nodes[0].sendrawtransaction(finalized)
self.generate(self.nodes[0], 6)
self.sync_all()
# Test additional args in walletcreatepsbt
# Make sure both pre-included and funded inputs
# have the correct sequence numbers based on
# replaceable arg
block_height = self.nodes[0].getblockcount()
unspent = self.nodes[0].listunspent()[0]
psbtx_info = self.nodes[0].walletcreatefundedpsbt([{"txid":unspent["txid"], "vout":unspent["vout"]}], [{self.get_address(confidential, 2):unspent["amount"]+1}], block_height+2, {"replaceable": False, "add_inputs": True}, False)
decoded_psbt = self.nodes[0].decodepsbt(psbtx_info["psbt"])
for psbt_in in decoded_psbt["inputs"]:
assert_greater_than(psbt_in["sequence"], MAX_BIP125_RBF_SEQUENCE)
assert "bip32_derivs" not in psbt_in
assert_equal(decoded_psbt["fallback_locktime"], block_height+2)
# Same construction with only locktime set and RBF explicitly enabled
psbtx_info = self.nodes[0].walletcreatefundedpsbt([{"txid":unspent["txid"], "vout":unspent["vout"]}], [{self.get_address(confidential, 2):unspent["amount"]+1}], block_height, {"replaceable": True, "add_inputs": True}, True)
decoded_psbt = self.nodes[0].decodepsbt(psbtx_info["psbt"])
for psbt_in in decoded_psbt["inputs"]:
assert_equal(psbt_in["sequence"], MAX_BIP125_RBF_SEQUENCE)
assert "bip32_derivs" in psbt_in
assert_equal(decoded_psbt["fallback_locktime"], block_height)
# Same construction without optional arguments
psbtx_info = self.nodes[0].walletcreatefundedpsbt([], [{self.get_address(confidential, 2):unspent["amount"]+1}])
decoded_psbt = self.nodes[0].decodepsbt(psbtx_info["psbt"])
for psbt_in in decoded_psbt["inputs"]:
assert_equal(psbt_in["sequence"], MAX_BIP125_RBF_SEQUENCE)
assert "bip32_derivs" in psbt_in
assert_equal(decoded_psbt["fallback_locktime"], 0)
# Same construction without optional arguments, for a node with -walletrbf=0
unspent1 = self.nodes[1].listunspent()[0]
psbtx_info = self.nodes[1].walletcreatefundedpsbt([{"txid":unspent1["txid"], "vout":unspent1["vout"]}], [{self.nodes[2].getnewaddress():unspent1["amount"]+1}], block_height, {"add_inputs": True})
decoded_psbt = self.nodes[1].decodepsbt(psbtx_info["psbt"])
for psbt_in in decoded_psbt["inputs"]:
assert_greater_than(psbt_in["sequence"], MAX_BIP125_RBF_SEQUENCE)
assert "bip32_derivs" in psbt_in
# Make sure change address wallet does not have P2SH innerscript access to results in success
# when attempting BnB coin selection
self.nodes[0].walletcreatefundedpsbt([], [{self.nodes[2].getnewaddress():unspent["amount"]+1}], block_height+2, {"changeAddress":self.nodes[1].getnewaddress()}, False)
# Make sure the wallet's change type is respected by default
small_output = {self.nodes[0].getnewaddress():0.1}
psbtx_native = self.nodes[0].walletcreatefundedpsbt([], [small_output])
self.assert_change_type(psbtx_native, "witness_v0_keyhash")
psbtx_legacy = self.nodes[1].walletcreatefundedpsbt([], [small_output])
self.assert_change_type(psbtx_legacy, "pubkeyhash")
# Make sure the change type of the wallet can also be overwritten
psbtx_np2wkh = self.nodes[1].walletcreatefundedpsbt([], [small_output], 0, {"change_type":"p2sh-segwit"})
self.assert_change_type(psbtx_np2wkh, "scripthash")
# Make sure the change type cannot be specified if a change address is given
invalid_options = {"change_type":"legacy","changeAddress":self.nodes[0].getnewaddress()}
assert_raises_rpc_error(-8, "both change address and address type options", self.nodes[0].walletcreatefundedpsbt, [], [small_output], 0, invalid_options)
# Regression test for 14473 (mishandling of already-signed witness transaction):
psbtx_info = self.nodes[0].walletcreatefundedpsbt([{"txid":unspent["txid"], "vout":unspent["vout"]}], [{self.get_address(confidential, 2):unspent["amount"]+1}], 0, {"add_inputs": True})
signed = self.nodes[0].walletprocesspsbt(psbtx_info["psbt"])
signed_again = self.nodes[0].walletprocesspsbt(signed["psbt"])
assert_equal(signed, signed_again)
# We don't care about the decode result, but decoding must succeed.
self.nodes[0].decodepsbt(signed["psbt"])
def run_unsafe_tests(self):
# Make sure unsafe inputs are included if specified
self.nodes[2].createwallet(wallet_name="unsafe")
wunsafe = self.nodes[2].get_wallet_rpc("unsafe")
self.nodes[0].sendtoaddress(wunsafe.getnewaddress(), 2)
self.sync_mempools()
assert_raises_rpc_error(-4, "Insufficient funds", wunsafe.walletcreatefundedpsbt, [], [{self.nodes[0].getnewaddress(): 1}])
wunsafe.walletcreatefundedpsbt([], [{self.nodes[0].getnewaddress(): 1}], 0, {"include_unsafe": True})
# BIP 174 tests are disabled because they don't work with CA yet. Comment the function so it doesn't flag lint as unused.
"""
def run_bip174_tests(self):
# BIP 174 Test Vectors
# Check that unknown values are just passed through
unknown_psbt = "cHNidP8BAD8CAAAAAf//////////////////////////////////////////AAAAAAD/////AQAAAAAAAAAAA2oBAAAAAAAACvABAgMEBQYHCAkPAQIDBAUGBwgJCgsMDQ4PAAA="
unknown_out = self.nodes[0].walletprocesspsbt(unknown_psbt)['psbt']
assert_equal(unknown_psbt, unknown_out)
# Open the data file
with open(os.path.join(os.path.dirname(os.path.realpath(__file__)), 'data/rpc_psbt.json'), encoding='utf-8') as f:
d = json.load(f)
invalids = d['invalid']
valids = d['valid']
creators = d['creator']
signers = d['signer']
combiners = d['combiner']
finalizers = d['finalizer']
extractors = d['extractor']
# Invalid PSBTs
for invalid in invalids:
assert_raises_rpc_error(-22, "TX decode failed", self.nodes[0].decodepsbt, invalid)
# Valid PSBTs
for valid in valids:
self.nodes[0].decodepsbt(valid)
# Creator Tests
for creator in creators:
created_tx = self.nodes[0].createpsbt(inputs=creator['inputs'], outputs=creator['outputs'], psbt_version=creator['version'])
assert_equal(created_tx, creator['result'])
# Signer tests
for i, signer in enumerate(signers):
self.nodes[2].createwallet(wallet_name="wallet{}".format(i))
wrpc = self.nodes[2].get_wallet_rpc("wallet{}".format(i))
for key in signer['privkeys']:
wrpc.importprivkey(key)
signed_tx = wrpc.walletprocesspsbt(signer['psbt'], True, "ALL")['psbt']
assert_equal(signed_tx, signer['result'])
# Combiner test
for combiner in combiners:
combined = self.nodes[2].combinepsbt(combiner['combine'])
assert_equal(combined, combiner['result'])
# Empty combiner test
assert_raises_rpc_error(-8, "Parameter 'txs' cannot be empty", self.nodes[0].combinepsbt, [])
# Finalizer test
for finalizer in finalizers:
finalized = self.nodes[2].finalizepsbt(finalizer['finalize'], False)['psbt']
assert_equal(finalized, finalizer['result'])
# Extractor test
for extractor in extractors:
extracted = self.nodes[2].finalizepsbt(extractor['extract'], True)['hex']
assert_equal(extracted, extractor['result'])
# Unload extra wallets
for i, signer in enumerate(signers):
self.nodes[2].unloadwallet("wallet{}".format(i))
"""
def run_ca_tests(self):
# Confidential Assets tests
# Start by sending some coins to a nonconf address
unconf_addr_0 = self.get_address(False, 0)
unconf_addr_1 = self.get_address(False, 0)
unconf_addr_4 = self.get_address(False, 0)
rawtx = self.nodes[0].createrawtransaction([], [{unconf_addr_0:50}, {unconf_addr_1:50}, {unconf_addr_4:50}])
rawtx = self.nodes[0].fundrawtransaction(rawtx, {"changePosition":3}) # our outputs will be 0, 1, 2
rawtx = self.nodes[0].blindrawtransaction(rawtx['hex'])
signed_tx = self.nodes[0].signrawtransactionwithwallet(rawtx)['hex']
txid_nonconf = self.nodes[0].sendrawtransaction(signed_tx)
self.generate(self.nodes[0], 1)
self.sync_all()
# Now use PSBT to send some coins nonconf->nonconf
unconf_addr_2 = self.get_address(False, 1)
psbt = self.nodes[0].createpsbt([{"txid": txid_nonconf, "vout": 0}], [{unconf_addr_2: 49.999}, {"fee": 0.001}])
psbt = self.nodes[0].walletprocesspsbt(psbt)["psbt"]
tx_hex = self.nodes[0].finalizepsbt(psbt)['hex']
self.nodes[0].sendrawtransaction(tx_hex)
self.generate(self.nodes[0], 1)
self.sync_all()
# Now send nonconf->conf (with two outputs, blinding succeeds)
conf_addr_1 = self.get_address(True, 2)
conf_addr_2 = self.get_address(True, 2)
psbt = self.nodes[0].createpsbt([{"txid": txid_nonconf, "vout": 1}], [{conf_addr_1: 24.999, "blinder_index": 0}, {conf_addr_2: 24.999, "blinder_index": 0}, {"fee": 0.002}])
psbt = self.nodes[0].walletprocesspsbt(psbt)['psbt']
hex_tx = self.nodes[0].finalizepsbt(psbt)['hex']
assert_equal(self.num_blinded_outputs(hex_tx), 2)
txid_conf_2 = self.nodes[0].sendrawtransaction(hex_tx)
self.generate(self.nodes[0], 1)
self.sync_all()
# Try to send conf->nonconf: This will fail because we can't balance the blinders
unconf_addr_3 = self.get_address(False, 0)
psbt = self.nodes[2].createpsbt([{"txid": txid_conf_2, "vout": 0}], [{unconf_addr_3: 24.998}, {"fee": 0.001}])
#assert_raises_rpc_error(-25, "Transaction values or blinders are not balanced", self.nodes[2].walletprocesspsbt, psbt)
# Try to send conf->(nonconf + conf), so we have a conf output to balance blinders
conf_addr_3 = self.get_address(True, 0)
psbt = self.nodes[2].createpsbt([{"txid": txid_conf_2, "vout": 0}], [{unconf_addr_3: 10}, {conf_addr_3: 14.998, "blinder_index": 0}, {"fee": 0.001}])
psbt = self.nodes[2].walletprocesspsbt(psbt)['psbt']
hex_tx = self.nodes[2].finalizepsbt(psbt)['hex']
assert_equal(self.num_blinded_outputs(hex_tx), 1)
self.nodes[2].sendrawtransaction(hex_tx)
self.generate(self.nodes[0], 1)
self.sync_all()
# Check include_explicit option
psbt = self.nodes[2].walletcreatefundedpsbt([{"txid": txid_conf_2, "vout": 1}], [{self.get_address(True, 0): 24.998, "blinder_index": 0}, {"fee": 0.001}], 0, {"include_explicit": True})["psbt"]
decoded = self.nodes[1].decodepsbt(psbt)
assert "explicit_value" in decoded["inputs"][0]
assert "value_proof" in decoded["inputs"][0]
assert "explicit_asset" in decoded["inputs"][0]
assert "asset_proof" in decoded["inputs"][0]
# Try to send conf->conf
conf_addr_4 = self.get_address(True, 0)
psbt = self.nodes[2].createpsbt([{"txid": txid_conf_2, "vout": 1}], [{conf_addr_4: 24.998, "blinder_index": 0}, {"fee": 0.001}])
psbt = self.nodes[2].walletprocesspsbt(psbt)['psbt']
decoded = self.nodes[1].decodepsbt(psbt)
assert "blind_value_proof" in decoded["outputs"][0]
assert "blind_asset_proof" in decoded["outputs"][0]
hex_tx = self.nodes[2].finalizepsbt(psbt)['hex']
assert_equal(self.num_blinded_outputs(hex_tx), 1)
self.nodes[2].sendrawtransaction(hex_tx)
self.generate(self.nodes[0], 1)
self.sync_all()
# Try to send nonconf->(nonconf + conf + conf) -- two conf to make blinders balance
nonconf_addr_5 = self.get_address(False, 1)
conf_addr_5 = self.get_address(True, 1)
conf_addr_6 = self.get_address(True, 2)
psbt = self.nodes[0].createpsbt([{"txid": txid_nonconf, "vout": 2}], [{nonconf_addr_5: 24.999}, {conf_addr_5: 14.999, "blinder_index": 0}, {conf_addr_6: 10, "blinder_index": 0}, {"fee": 0.002}])
psbt = self.nodes[0].walletprocesspsbt(psbt)['psbt']
hex_tx = self.nodes[0].finalizepsbt(psbt)['hex']
assert_equal(self.num_blinded_outputs(hex_tx), 2)
self.nodes[0].sendrawtransaction(hex_tx)
self.generate(self.nodes[0], 1)
self.sync_all()
# Try a multiparty blinded tx
# Prepare wallets and UTXOs for inputs
self.nodes[2].createwallet("w1")
w1 = self.nodes[2].get_wallet_rpc("w1")
self.nodes[2].createwallet("w2")
w2 = self.nodes[2].get_wallet_rpc("w2")
self.nodes[2].createwallet("w3")
w3 = self.nodes[2].get_wallet_rpc("w3")
w1_addr = w1.getaddressinfo(w1.getnewaddress())["confidential"]
w2_addr = w2.getaddressinfo(w2.getnewaddress())["confidential"]
w3_addr = w3.getaddressinfo(w3.getnewaddress())["confidential"]
txid1 = self.nodes[0].sendtoaddress(w1_addr, 10)
txid2 = self.nodes[0].sendtoaddress(w2_addr, 10)
txid3 = self.nodes[0].sendtoaddress(w3_addr, 10)
self.sync_all()
vout1 = find_vout_for_address(self.nodes[2], txid1, w1_addr)
vout2 = find_vout_for_address(self.nodes[2], txid2, w2_addr)
vout3 = find_vout_for_address(self.nodes[2], txid3, w3_addr)
self.generate(self.nodes[0], 1)
self.sync_all()
# Check that a walletprocesspsbt fails if the wallet has a blind input but no blind outputs
created_psbt = self.nodes[0].createpsbt(
[
{"txid": txid1, "vout": vout1},
{"txid": txid2, "vout": vout2},
],
[
{self.get_address(True, 0): Decimal("19.999"), "blinder_index": 0},
{"fee": Decimal("0.001")}
]
)
up_psbt1 = w1.walletprocesspsbt(psbt=created_psbt, sign=False)["psbt"]
assert_raises_rpc_error(-4, "Transaction has blind inputs belonging to this blinder but does not have outputs to blind", w2.walletprocesspsbt, up_psbt1, False)
# Make the PSBT
created_psbt = self.nodes[0].createpsbt(
[
{"txid": txid1, "vout": vout1},
{"txid": txid2, "vout": vout2},
{"txid": txid3, "vout": vout3},
],
[
{self.get_address(True, 0): Decimal("9.999"), "blinder_index": 0},
{self.get_address(True, 0): Decimal("9.999"), "blinder_index": 1},
{self.get_address(True, 0): Decimal("9.999"), "blinder_index": 2},
{"fee": Decimal("0.003")}
]
)
# Update all but don't blind
up_psbt1 = w1.walletprocesspsbt(psbt=created_psbt, sign=False)["psbt"]
up_psbt2 = w2.walletprocesspsbt(psbt=created_psbt, sign=False)["psbt"]
up_psbt3 = w3.walletprocesspsbt(psbt=created_psbt, sign=False)["psbt"]
# Combine updated
comb_psbt1 = self.nodes[0].combinepsbt([up_psbt1, up_psbt2, up_psbt3])
# 1 and 2 blind
blind_psbt1 = w1.walletprocesspsbt(psbt=comb_psbt1, sign=False)["psbt"]
blind_psbt2 = w2.walletprocesspsbt(psbt=comb_psbt1, sign=False)["psbt"]
# Check that trying to blind a PSET where our inputs are already blinded results in no change
re_blind_psbt2 = w2.walletprocesspsbt(psbt=blind_psbt2, sign=False)["psbt"]
assert_equal(blind_psbt2, re_blind_psbt2)
# Make sure combinepsbt does not work if the result would have imbalanced values and blinders
blind_psbt3 = w3.walletprocesspsbt(psbt=comb_psbt1, sign=False)["psbt"]
assert_raises_rpc_error(-22, "Cannot combine PSETs as the values and blinders would become imbalanced", self.nodes[0].combinepsbt, [blind_psbt1, blind_psbt2, blind_psbt3])
# Combine 1 and 2 blinded
comb_psbt2 = self.nodes[0].combinepsbt([blind_psbt1, blind_psbt2])
# 3 Updates and blinds combined
blind_psbt = w3.walletprocesspsbt(psbt=comb_psbt2, sign=False)["psbt"]
# All sign
sign_psbt1 = w1.walletprocesspsbt(psbt=blind_psbt)["psbt"]
sign_psbt2 = w2.walletprocesspsbt(psbt=blind_psbt)["psbt"]
sign_psbt3 = w3.walletprocesspsbt(psbt=blind_psbt)["psbt"]
# Combine sigs
comb_psbt2 = self.nodes[0].combinepsbt([sign_psbt1, sign_psbt2, sign_psbt3])
# Finalize and send
tx = self.nodes[0].finalizepsbt(comb_psbt2)["hex"]
self.nodes[0].sendrawtransaction(tx)
self.generate(self.nodes[0], 1)
self.sync_all()
# Regression for #1049
# 1. Create a one-blinded-output PSET and check that it is blinded correctly
addr = self.nodes[0].getnewaddress()
conf_addr = self.nodes[0].getaddressinfo(addr)['confidential']
unconf_addr = self.nodes[0].getaddressinfo(addr)['unconfidential']
# 1a. Funding should succeed and *not* add a OP_RETURN output
funded = self.nodes[1].walletcreatefundedpsbt([], [{conf_addr: self.nodes[1].getbalance()['bitcoin']}], 0, {"subtractFeeFromOutputs": [0]})["psbt"]
assert_equal(
outputs_info(self.nodes[1].decodepsbt(funded)["outputs"]),
{
(unconf_addr, True, False),
(None, False, False), # fee
},
)
# 1b. `walletprocesspsbt` should then succeed in creating a full transaction
signed = self.nodes[1].walletprocesspsbt(funded)["psbt"]
tx = self.nodes[1].finalizepsbt(signed)["hex"]
assert self.nodes[1].testmempoolaccept([tx])[0]['allowed']
# 2. Create a one-unblinded-output PSET and check that it is blinded correctly
# 2a. Funding should succeed and add a OP_RETURN output
funded = self.nodes[1].walletcreatefundedpsbt([], [{unconf_addr: self.nodes[1].getbalance()['bitcoin']}], 0, {"subtractFeeFromOutputs": [0]})["psbt"]
assert_equal(
outputs_info(self.nodes[1].decodepsbt(funded)["outputs"]),
{
(unconf_addr, False, False),
(None, True, True), # blinded OP_RETURN
(None, False, False), # fee
},
)
# 2b. `walletprocesspsbt` should then succeed in creating a full transaction
signed = self.nodes[1].walletprocesspsbt(funded)["psbt"]
tx = self.nodes[1].finalizepsbt(signed)["hex"]
assert self.nodes[1].testmempoolaccept([tx])[0]['allowed']
def pset_confidential_proofs(self):
UNBLINDED = "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"
BLINDED = "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"
NO_VALUE_PROOF = "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"
BAD_VALUE_PROOF = "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"
NO_ASSET_PROOF = "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"
BAD_ASSET_PROOF = "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"
ONLY_BLIND = "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"
INPUT_ALL_PROOFS = "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"
INPUT_BAD_VALUE = "cHNldP8BAgQCAAAAAQMEAAAAAAEEAQEBBQEDAfsEAgAAAAABAP19AQIAAAAAAqTuHc11KinNVvXd/9sQr+ipDYZjtigEcm2oUT69BIpzAAAAAAD9////pO4dzXUqKc1W9d3/2xCv6KkNhmO2KARybahRPr0EinMBAAAAAP3///8DC7mQAAC2x+7vHmDpKr609OKkdrg0eF1kBTx/wAEmdQdsCUtYYVDtovHBZr8q8sMVSW5ecl9gGAFx7fv6aiTdslG8A2MtncskgsY320AFJIcDbsam59WJAEAvWZPrYGNEbNjgFgAUl3Rcv6DUKzl5yB+5LJTsqra8YLgKzHQ1jw0pNVL+Aoicxf4EfueweOUt60iMBEeZV2FTLu0IgGd6tSBPsOyg7uvgs1084gyqdkEKToYDJ5cfvfCUNZkDxZhNJF/j/pBHW4I9RVFojsI0Iob7snJfOcPPYk8mmG8WABQsltC8n2vOc1kjzIs6Lhr4Q4ivxAEjD09dS3xvqEWAbuT2dxNFnhtp6OYPzuLklAx6DV3hsgEAAAAAAAABAQAAAAAAAAEBegrMdDWPDSk1Uv4CiJzF/gR+57B45S3rSIwER5lXYVMu7QiAZ3q1IE+w7KDu6+CzXTziDKp2QQpOhgMnlx+98JQ1mQPFmE0kX+P+kEdbgj1FUWiOwjQihvuycl85w89iTyaYbxYAFCyW0Lyfa85zWSPMizouGvhDiK/EIgYCe805REagU2O9f02V+8toEIHGdlsFtB6jnKwK6rkvntYQMS2SEQAAAIAAAACABAAAgAEOIBIOv8GomhHbERYzGvmdBWc7jzdsscdRxJZJn7RnkTqvAQ8EAQAAAAEQBP3///8H/ARwc2V0Dv1OEGAzAAAAAAAAAAEunv4A2qAui2yT75MMmSqcDy7H8X/myuWlEXfa7vrtrPsMLS5bWl3G2Pf3eNgiAQORf5P3/EG7CUSPTNzH/23M3yQ0VEA/MZpi2xIOaPkhvEi5asD91OCMR9hanjC4OrjRzSxJz1YYO7/f9Y8hXgxTQQnPb3N69LB4VeGCbtDMXbohoQonOfwY/aTpAIkbjX3Wnb0xjTtg6ulZ7xZYlRyU00ySPtSSx0TNKsSxXtLq9ddtda0BRfWAKNCLTPer2Ldv44ttJwee7I8acdN+2PqS/7jPHMUHF6PDiOBgu2RppI/UvQQby+Tfn4lwh9RRq1QB+q7J22rRoAWjxnRjSawleA9aczfi5ASI2bhZl3vHFEdjemwgeag6JQ6Bv1Z1UMopzgVL1vr+d+UgBUwHmQxW1zS4rwibcJEr78SfbNOXj+tN4J6xWB3xuGTp3G7k+L2w279uyGUBRbT5dHfwjZ18RH1yv0jZ5YNHN6TUDLBXipesDWsnH4Kh4EyC8Zo+ZnJmCIBu9YOMF7wAMiZMEnhBA6g9I06mhG7Whg4PBtsLKoiB+yr+m0JAazUbp2BMbjDLpEtNutoHTX4WWI9bnqX/f98LBTVXzcyBInNwlnqOyqtlHZX6oBULLVuZLaKj9ZCMY80o63uO2FH5twgWmcISvhWvaxNb1lY/Gt1t8UemdhwnsN7Bx4K0bHyataeYD886boPB5BqHtsb/h0AB0zrwymzpTsPe5ZBdj8wWAgQro3j5h6NAlQfnzCno06NXvkRgYUsd2XQNPTa8/fIDZxo4TFMflSRbBpxxs/h38xNgbBcdxBT7kLxLFxMZ60mhOT64dtrbIhjCDxZMs4TjgRBEM+AnGBsdq3gtzBEStt5bPOJyIpGu1/7k830MoDFC+l2Tev/xXznNhvMv9E1WK8oPzVQd3qwQyWPXGiUHlm8O/CgzRz/uLO6+KKmXFABukQzT500Hi71KU6jr7yCgTur6uO9lD1YZ5FqJY9ankzRhhh3A9rI/RGkYuEaBax4KlrPdsGx9FChMs4usWJ1PmNuA0MXlySFXNFopY+Knm3iSF/MymKSYFwEUjFzpcQ72M5OqU7JXgim+QTgb0v/WuwPw50rgivRXDAF1DynAGF8gy+LOtzftGbMESIB+2AGEgbvKCmKuw1V12Xd7XLUkKwJzLfHVopW4uv0EVslFwtPd5tWgBDLNhrlix3YOmVs0l5qPPxnYc9Ainhm7wptMJQg+bDvgSV2SxvYCiNtF6mINN8f3TEx8xfdKrV+4vhdJcS3YcgfWW0Bh+wwqnxbu0vmOf7LraVtI30K0xd11vpl8DXZGa7mO26gX1TKurDqu3jvR7K5tLENRt7O9QHhBSKaMTGg99rA7X0/tKT4eeTW+wztmGX3FvgfJJZ69VOC4Bl0mXmW6Xd80X6imfnSeqdGK97kZGkNZLU3vqbfP8DvntXtchWJXXHQBOASUUnGljstxFZvYgbm9398QN8KQGdCbmw77PCCbNqZHZ2wcEdr5YoacBZ6qCvSQ3VCT1XWI6yGJCZj4u2/Wz4mqiKu7j5/PmwFAiHrm7j09CjAdlpexLCVt13B58LSf9ZqsGfbT4cftYfL0aa4vgw8yqOG0JccTwDFh+crnbP87YpjGfBYwvdcSnMfzCP3ARZvj1N/q851bRtyS3kWlOZujH5qEYJ1wx/N1eJZm5+rU3CMDzbkehYJqwJp47XTac1lVWHd5pbZVKBgMVxxoN/e65MEznxU+GzN3o7FBrLVwXXt7PnL0cGkyuwVmWsFaBiXl2SsbnHcbtzlratjIDs+fpFuwCpldJUyHFnouqwMXH4CkoF6R/iOJM9HQI5ibPS2PgrxIYLJgPPkPCbglnVJlqvM97XbdQ7IwOEaGmhNQGdBhmsqw2tnHriG61jkruSsDBCap8TfdHGy849FVa8/tIRjEc1dibujtn/dryzT4WDUCNc/vnis+xM68RleRdaA8ESxuJS/7cdQvQIB7t1FeuOiqYobCimURIwaPRZHN5RkgNZpg0YmatqqP4AUretlf4zlkDwBcUN5eOrYqP15H12E5gTu+fd4QcNIfyMbojXsccCssM0hliXP8Fk0fzPEnMlgRTKxYWkFuKvaUm/F1ivkhsk4yfJfC4GROsmMNLOFCclTTqBgA+j+2Nv3WLu36yW+zBbqIMsedhnqdI1TYJF9zz+HvteoLSASZc6zCgnmzE4tbIgiC29Fr5W4SyUGfrqafKNOYwg2CnU7r6qNyiCdvXRjLpoBV2eKHgcVWKxI0QELOCXMYvUVXUxN8RlTdzdP9Y+3fmE/LpXJZOGn0RsrwRWDJBmjUduIH4HhX+x0dXEYYaoMU8Mf67LUtttZ1voDwdK2Jnb7KXeeEO8JkSwdw9z1Deg4vSnkkiZESVWulJLzEebv1hcj88+ZsxN20+wvcxzbK/CFGryeMOhsE795DpOyESk42raHViUPSZIvVxTGq1GEPtr4Z9ChcRj5SXkbltOEobXcTMWPFNTKhFHBve8QHjz5H55gFLqQ5+Eb2gpyLNaAR27dM51IWyX9+4gJpzyK+jyPuO6lD0m8uz3o5MKyh7ypvP5UrW4i2DukLv3Hu+HamoBR0Mw40lSLzZMc2W15oW6MAgc60HYg5bvPfVyaQjmPJelsz3vRPghRkeC1zAUb6/lTRt+NURtTFnB2GeELDsMK+1yvNYN8nHLGGcQRvkQ1e5Y3LaiJnXYlkPtDM1GnEWbVUTz8j8tT8SD8vWjrdGQIfn3qArVuEf7irEelvIYUDSCQfsKwLVgplU9zA4PaVRnddn9uKsFBpjM3p/AM6fN8cervTiNStO5N9G/mfHEoCu+Ofwcpr/RoPzUSDZj+C8E96wb6qZC+PYAvx5lYsVz38idK+hZN1/aRn/dgIZzYkpSM6Po92W39gt5VWbteSLZrYclZ/Zt0HwlIpm/LCFI/dshYc43vAmFYtPVUBgFNqp59YG1HeFx78wOk+F5EO5w+s5vN1q/QikT+wh2B2Eio9By8qxg3b2lg5acCUXWZ8bYq2IH6PaiI1nDmWqfgIctyHcToYijQCdZXJRnbHF+jXfJDEAEn7TBgknqur/OUlwE6U26vvANxPLkDnaoBdmwhOjwYAdE8w1D66ppVnwi9ji6/0RVy9LAnZx54n6WkrnT7YtDvKECtxjSbvQ5FNx+wbho+otZozuaa4LZv3vy9AxnM0PER0I6Bqd4GxRIo1e/HS3LAtN0ju16TPtEMDxW4HxScgdgvqjVQnlUeObHIOsYUY8aG/lf+MfHXgnWdNxF64CcTOlGFEa6/Sr5sOMHwTRJbU2txBXF67KS0wmZeZUlDAQ4VzdFWdNbgy+cFOHY7kJFDIE3kGrZ6tlTHu60JFfpe4XycM9xbaf1vMno3qQhRbSy4NlDwGVT14v8Qk9zq7fpVZjedfeU2RZ54Khr3Rf8/v5uMWZsp6Il87CwbtPfIF7UQiLXZWZQMsYr19Gz0zCt6RoKyGfu1ixEaENbYNm5zVbxRpVs1hrLCXh2vjZvEBneSCF5//gsDIpkUW1pXkLgetKTHtVUhYTw4E7IKfaWoxWdxWQ1s5xtEH8w998I3Siy0X37zImvdtaxLdus6sH2cGJ3xg6WnMTcCh5DeohxawGmjjgsnBnNb7FOh0wc/54Mk7/YwWTEeJCIzTj4ktlIfjWxq3Gmq8dI7zgP6B2DiVuDCwmpuNSyzKiEaQgljZK9BJgE7tpW/U1HJbF4BzrwkiSMnzzd9PZPF2oVZ/Fpl31PurFQL5UyQnwDSb2Lv+mzMTa4jMJUc9rDcCzclBVl4EdatFsr+RLYD/IIPLYMQV9MWajKVI77G1iysPANrmgEZqmk19y1Xv+QbYsgbSGrq9lwhVUhMIciOoNUCc3z6fIcg9QlV1gmJFLBOLINI55rpOzA2bu5qw9Z16JLk/uU4qw/g3bKByehr2OM66YM7pUykm9OAtOamc9JAnOiT3sMVE9KqUnBC/jldSt0Sx1Nb4HYg16EDsJiUPphsQHbhTGQNNBSD0IDf+A1R6vIs5HWUVmpqp+RPPQCOO8OXEeqvFwnYJZ35BWQibSBaR/Fvr5dhQd+w+Q8vQr4rqj+SEI+YPXfgo5Gf1r5IIualuC4e3SevLYOyoCBIiCAltzIqcFkQn6PiNCnzp9vWm2TeTIS3fL3LAwEVOXdmu88dNk15xpl0//jhh46p6HjvWsmi3ERlxXF/YBl+CXsNJuGALFWFDVDrPhFLUVCM+634fEDV0J4ZR3YTkFdUjAiEJcMYpLLoHEXjOyR1WjeQxFCdIT98MtPusDW+u4QTdvLqbg3bG3QkNvjEJCsB6J7hoJlC8BtXaRAQVLothhZhC/PDCUfIWIalOIKYO5EYopKniAbhTBT4ta5bU2eS/m9fSEnyMCQewvN0WOPHmAnyLZt0BNHQkIrYAl2DLPrnI9E899zXABCP2YYIg3z90Tdel3fsYYhaJtnjEsQECo1itI3BaK6pGkRCeylYr3bcmLWT/OBnABoeQkpl99Wg5xuNfAqEj97gPSeuQAwE69jbqj2IwXCOSThot6BViv8NA0ihyiUmQnP9ENYurh70tF+KhesWjd3Fn0LmycD7rf0dfa+rSgPoEnAasLNtlqIeYjM0k7Fhics4I8WKYwgXTU2ISmSgi7VxuiSyuxawmA12UmWimG7QHv3BfpcNZXIPDXW0g/pgWbeE9Wk4z1zFxbsuzWIWC9tKXRsg9eY9I0Twe56XUy5KF+Ooqwz+ZpUneW346ofXoZJEz3fbBTgY1pigqisaeZT6n2yMV/KJb6HqgernmP2WssPqm0OYaZCBu3O0jqA0rv40zu48P8vtge2DMEyBO7oKVGP1/Rdykl/dTZNuIOTqPKsIXCUqJrRpiF7bJnUPl98xU65sfI0/fbZX4KYC1o4k7PpiG7Q95M8eI+lKTLBcsV1dd+KFNoe2EretAJisd8HpexR1JcUmmWNoRmfmXAVEz0Uhxu+Cw6hBB6xIOW3nE7vrRcQ3/V/KyfUFIp5PlSADqxXsA0+JSkuEN2JY0O/0JJekOsPgYsMNaGl38X67wIPuOeNNATbIVklfd4S+31FFwVTt6y0QpHgx/Sdm9hqOTWmKxm3+3sdnnJHQ3lsrJLuy7rYOkOmjMcrHWP/qyjYzhMKuDVC5QEOFV4XDFWDOFdBof0ccH5DbdWgor4oYNv+6Sn5xzaLmcjSDmlxzZIsAQacOuG5SkabpPe0cnrzmLcqdQhKxGqERDLvFWSkVjQLZx6SHQk87EgcYH7srP47pWhWMsq4vntCfMv+hHpbh9/O0bmypCSJodkHiWlsUYnrCXbhtjWPypax+QpKRjcxwRy9eICbitSrpU82twbU/pJYms84Ho37jlh/oLOQCPzB4hWouEq32k2FC0vnACs1F6QFntpINrxlueGEnFpSAva8gsiqZvbWqXO+9S16+UKB4lZ1qlBXZeue+4sm/PM+HwYy27CKmu/Ju85BvIUmTrl8qrT7TCzs7TxQ5UdVwZRhq7E1Z/6FMYh1Y2sGBrzxnrOq/Vayw/LigH/ARwc2V0EQgAB68vAAAAAAf8BHBzZXQSSSAAAAAAL68IAOfA50MdepGFbjUOkF5BpuN9RllcqNE6E+vIA+DZrtXr3UkFaMr99CYyxxUGqzBXO2gnZDGPKRw4Q97c0L8fibUH/ARwc2V0EyAjD09dS3xvqEWAbuT2dxNFnhtp6OYPzuLklAx6DV3hsgf8BHBzZXQUQwEAAdsxNzWMrM4t4sNB0P2+1i1MJuLDswnBqLV5do/fwC+shXVYYNelfQoUqCbwCQZr1wNze4zc9m4wFw5ICDcAos8AIgIDb7DkaJ5uRSbHwQjjdOGADSnot8s8QMpRMk/DkQWJMMQQMS2SEQAAAIABAACABQAAgAEDCAei4REAAAAAAQQWABTxz85fpm8iPOpY0fuqQVyJEdiZwQf8BHBzZXQCICMPT11LfG+oRYBu5PZ3E0WeG2no5g/O4uSUDHoNXeGyB/wEcHNldAYhAgFJhKmTr/gus/JPF6lNs1zX548bWxaCiruPlaJcQkEBB/wEcHNldAgEAAAAAAAiAgJ7zTlERqBTY71/TZX7y2gQgcZ2WwW0HqOcrArquS+e1hAxLZIRAAAAgAAAAIAEAACAAQMIAGXNHQAAAAABBBYAFCyW0Lyfa85zWSPMizouGvhDiK/EB/wEcHNldAIgIw9PXUt8b6hFgG7k9ncTRZ4baejmD87i5JQMeg1d4bIH/ARwc2V0BiEDwfXIBuUb9hTv7Y+HYiPhOjNYIPvpn86jit1qob7Yo4YH/ARwc2V0CAQAAAAAAAEDCPkAAAAAAAAAAQQAB/wEcHNldAIgIw9PXUt8b6hFgG7k9ncTRZ4baejmD87i5JQMeg1d4bIH/ARwc2V0CAQAAAAAAA=="
INPUT_BAD_VALUE_PROOF = "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INPUT_BAD_ASSET = "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INPUT_BAD_ASSET_PROOF = "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"
INPUT_MISSING_VALUE = "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INPUT_MISSING_VALUE_PROOF = 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INPUT_MISSING_ASSET = 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"
INPUT_MISSING_ASSET_PROOF = "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"
# Check warnings for PSETs
stats = [output.get("status") for output in self.nodes[0].decodepsbt(UNBLINDED)["outputs"]]
assert_equal(stats, ["needs blinding", None])
stats = [output for output in self.nodes[0].analyzepsbt(UNBLINDED)["outputs"]]
assert_equal(stats, [
{"blind": True, "status": "unblinded" },
{"blind": False, "status": "done" },
])
for output in self.nodes[0].decodepsbt(BLINDED)["outputs"]:
assert "status" not in output
for output in self.nodes[0].analyzepsbt(BLINDED)["outputs"]:
assert_equal (output["status"], "done")
stats = [output.get("status") for output in self.nodes[0].decodepsbt(NO_VALUE_PROOF)["outputs"]]
assert_equal(stats, [
"WARNING: has confidential and explicit values but no proof connecting them",
None,
])
stats = [output for output in self.nodes[0].analyzepsbt(NO_VALUE_PROOF)["outputs"]]
assert_equal(stats, [
{"blind": True, "status": "WARNING: has confidential and explicit values but no proof connecting them" },
{"blind": False, "status": "done" },
])
stats = [output.get("status") for output in self.nodes[0].decodepsbt(BAD_VALUE_PROOF)["outputs"]]
assert_equal(stats, [
"ERROR: has invalid value proof, the value may be a lie!",
None,
])
stats = [output for output in self.nodes[0].analyzepsbt(BAD_VALUE_PROOF)["outputs"]]
assert_equal(stats, [
{"blind": True, "status": "ERROR: has invalid value proof, the value may be a lie!" },
{"blind": False, "status": "done" },
])
stats = [output.get("status") for output in self.nodes[0].decodepsbt(NO_ASSET_PROOF)["outputs"]]
assert_equal(stats, [
"WARNING: has confidential and explicit assets but no proof connecting them",
None,
])
stats = [output for output in self.nodes[0].analyzepsbt(NO_ASSET_PROOF)["outputs"]]
assert_equal(stats, [
{"blind": True, "status": "WARNING: has confidential and explicit assets but no proof connecting them" },
{"blind": False, "status": "done" },
])
stats = [output.get("status") for output in self.nodes[0].decodepsbt(BAD_ASSET_PROOF)["outputs"]]
assert_equal(stats, [
"ERROR: has invalid asset proof, the asset may be a lie!",
None,
])
stats = [output for output in self.nodes[0].analyzepsbt(BAD_ASSET_PROOF)["outputs"]]
assert_equal(stats, [
{"blind": True, "status": "ERROR: has invalid asset proof, the asset may be a lie!" },
{"blind": False, "status": "done" },
])
stats = [output.get("status") for output in self.nodes[0].decodepsbt(ONLY_BLIND)["outputs"]]
assert_equal(stats, [None, None])
stats = [output for output in self.nodes[0].analyzepsbt(ONLY_BLIND)["outputs"]]
assert_equal(stats, [
{"blind": True, "status": "done" },
{"blind": False, "status": "done" },
])
assert "status" not in self.nodes[0].decodepsbt(INPUT_ALL_PROOFS)["inputs"][0]
assert_equal("ERROR: has invalid value proof, the value may be a lie!", self.nodes[0].decodepsbt(INPUT_BAD_VALUE)["inputs"][0]["status"])
assert_equal("ERROR: has invalid value proof, the value may be a lie!", self.nodes[0].decodepsbt(INPUT_BAD_VALUE_PROOF)["inputs"][0]["status"])
assert_equal("ERROR: has invalid asset proof, the asset may be a lie!", self.nodes[0].decodepsbt(INPUT_BAD_ASSET)["inputs"][0]["status"])
assert_equal("ERROR: has invalid asset proof, the asset may be a lie!", self.nodes[0].decodepsbt(INPUT_BAD_ASSET_PROOF)["inputs"][0]["status"])
assert_raises_rpc_error(-22, "TX decode failed Input explicit value and value proof must be provided together", self.nodes[0].decodepsbt, INPUT_MISSING_VALUE)
assert_raises_rpc_error(-22, "TX decode failed Input explicit value and value proof must be provided together", self.nodes[0].decodepsbt, INPUT_MISSING_VALUE_PROOF)
assert_raises_rpc_error(-22, "TX decode failed Input explicit asset and asset proof must be provided together", self.nodes[0].decodepsbt, INPUT_MISSING_ASSET)
assert_raises_rpc_error(-22, "TX decode failed Input explicit asset and asset proof must be provided together", self.nodes[0].decodepsbt, INPUT_MISSING_ASSET_PROOF)
# The fully-blinded (with proofs) PSET will combine with the blinded one,
# and will copy the blinded data
assert_equal (self.nodes[0].combinepsbt([UNBLINDED, BLINDED]), BLINDED)
assert_equal (self.nodes[0].combinepsbt([BLINDED, UNBLINDED]), BLINDED)
# When combining, "bad proofs" are the same as blinded data. So these transactions
# will be interpreted as partially blinded (exp asset blind value, or vice-versa),
# and will combine accordingly. These details are not so important, but what *IS*
# important is that you cannot combine any of the bad-proof PSETs with the
# unblinded one.
self.nodes[0].combinepsbt([NO_VALUE_PROOF, BAD_VALUE_PROOF])
self.nodes[0].combinepsbt([NO_ASSET_PROOF, BAD_ASSET_PROOF])
assert_raises_rpc_error(-8, "PSBTs not compatible (different transactions)", self.nodes[0].combinepsbt, [BAD_VALUE_PROOF, BAD_ASSET_PROOF])
for bad_pset in [ NO_VALUE_PROOF, BAD_VALUE_PROOF, NO_ASSET_PROOF, BAD_ASSET_PROOF ]:
assert_raises_rpc_error(-8, "PSBTs not compatible (different transactions)", self.nodes[0].combinepsbt, [UNBLINDED, bad_pset])
assert_raises_rpc_error(-8, "PSBTs not compatible (different transactions)", self.nodes[0].combinepsbt, [ONLY_BLIND, bad_pset])
assert_raises_rpc_error(-8, "PSBTs not compatible (different transactions)", self.nodes[0].combinepsbt, [BLINDED, bad_pset])
def run_test(self):
self.generate(self.nodes[0], 200)
self.sync_all()
# Run all the pre-Elements, tests first with non-confidential addresses, then again with confidential addresses
self.run_basic_tests(False)
self.run_basic_tests(True)
# BIP 174 test vectors are disabled, because they have embedded serialized CTransactions, and
# the transaction serialization format changed in Elements so none of them work
#self.run_bip174_tests()
# Some Confidential-Assets-specific tests
self.run_ca_tests()
self.run_unsafe_tests()
# TODO: Re-enable this for segwit v1
# self.test_utxo_conversion()
# Test that psbts with p2pkh outputs are created properly
p2pkh = self.nodes[0].getnewaddress(address_type='legacy')
psbt = self.nodes[1].walletcreatefundedpsbt([], [{p2pkh : 1}], 0, {"includeWatching" : True}, True)
self.nodes[0].decodepsbt(psbt['psbt'])
# Test decoding error: invalid base64
assert_raises_rpc_error(-22, "TX decode failed invalid base64", self.nodes[0].decodepsbt, ";definitely not base64;")
# Test serialisation acceptance of PSBT_ELEMENTS_GLOBAL_SCALAR
old_serialization = 'cHNldP8B+wQCAAAAAQIEAgAAAAEEAQABBQEAJ/wEcHNldAABAgMEBQYHCAkKCwwNDg8QERITFBUWFxgZGhscHR4fIAEAAA=='
new_serialization = 'cHNldP8B+wQCAAAAAQIEAgAAAAEEAQABBQEAJ/wEcHNldAABAgMEBQYHCAkKCwwNDg8QERITFBUWFxgZGhscHR4fIAAA'
assert_equal(self.nodes[1].decodepsbt(old_serialization), self.nodes[1].decodepsbt(new_serialization))
# Send to all types of addresses
addr1 = self.nodes[1].getnewaddress("", "bech32")
txid1 = self.nodes[0].sendtoaddress(addr1, 11)
vout1 = find_output(self.nodes[0], txid1, 11)
addr2 = self.nodes[1].getnewaddress("", "legacy")
txid2 = self.nodes[0].sendtoaddress(addr2, 11)
vout2 = find_output(self.nodes[0], txid2, 11)
addr3 = self.nodes[1].getnewaddress("", "p2sh-segwit")
txid3 = self.nodes[0].sendtoaddress(addr3, 11)
vout3 = find_output(self.nodes[0], txid3, 11)
self.sync_all()