I am coding my own keys (not for use in production, strictly for learning). I am successfully creating 512 bit seeds from mnemonic phrases, however I am failing at the step of deriving child keys from these seeds. For reference I am using the following post for testing:


What I will do is use that site to generate mnemonics for me, then using the seed I try to match the child keys in the Child Keys (Basic) section, to no avail. For instance, I have the following phrase:

lash afraid any alter object topic pony deer helmet favorite chuckle carpet

which matches the seed and keys in the post:

Extended key: e8448e8e6ac4ce400951f6d630a0963c40b263208dacee0c53b3a3ccf8be9a1540434b626e34b82f28e4fb60842d5a5470e2f8cc2777a559a3c68ac4e9f2559d
Private key: e8448e8e6ac4ce400951f6d630a0963c40b263208dacee0c53b3a3ccf8be9a15
Chain code: 40434b626e34b82f28e4fb60842d5a5470e2f8cc2777a559a3c68ac4e9f2559d
Public key: 03cf895293b95a0ce2457593b82cc6fd646c757a1e2d393932b70dafddc2d9553b

Here is where I am getting tripped up. My rough python function looks like this:

def create_child_keys(chain_code, public_key, children):
    for n in range(children):
        hex_child_index = hex(n)[2:].zfill(8)
        print(hmac.new(bytes.fromhex(chain_code), msg=bytes.fromhex(public_key + hex_child_index), digestmod=hashlib.sha512).hexdigest())

create_child_keys(extended_key, 3)

This returns different hashes for the first 3 children than the link posted above. For instance, according to learnmeabitcoin the first child should have a private key of:


but mine is:


Hoping something obvious stands out to those more familiar with this process.

  • Check out a python implementation here github.com/mcdallas/cryptotools/blob/…
    – Mike D
    Dec 30, 2021 at 23:37
  • @MikeD Thanks for this! As far as I can tell this code is validating my code - so maybe learnmeabitcoin is erroneous? The code I used to validate, with a print statement in the child method for "I": m = Xprv.from_mnemonic('flash afraid any alter object topic pony deer helmet favorite chuckle carpet') print('code:', m.code.hex()) print('msg:', m.key.to_public().encode(compressed=True).hex()) print('index 0:', int_to_bytes(0).rjust(4, b'\x00').hex()) m.child(0) I'll show print logs in another comment, but they match my findings and not the ones from learnmeabitcoin.
    – Tennyx
    Dec 31, 2021 at 19:45
  • code: 40434b626e34b82f28e4fb60842d5a5470e2f8cc2777a559a3c68ac4e9f2559d msg: 03cf895293b95a0ce2457593b82cc6fd646c757a1e2d393932b70dafddc2d9553b index 0: 00000000 child hash: c9dd74741e44fbd9e763f47829f37d1b2165a5ad6e90697c719d95489c40932608b25a850dc4eec62c74bae84b53cfa13ec4dadfa6a9fddd99a73e9de778ee9e
    – Tennyx
    Dec 31, 2021 at 19:47

1 Answer 1


I figured out my issue. I don't know if I'm missing something with the results in learnmeabitcoin, but instead I started using test vectors from the Bitcoin wiki:


The results from my python function above match the unhardened tests from that link. One thing I was forgetting to do was to add the master private key with the left 256 bits of the child hash to generate the child private key. I was able to achieve this by storing the above function in variable child_hash, then ran the following:

child_left_hash = child_hash[:64]
child_chain_code = child_hash[64:]
child_private_key = hex(int(child_left_hash, 16) + int(master_private_key, 16))[2:]

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