BIP38 enc key verification techinque - checksum vs salt sha256

[MikeJ_NpC]

Is there a proper way to verify a BIP38 key to my wallet?...... Meaning, ...

If i compare the checksum it passes,
(but)
the 4 bytes of the salt; should match 4 bytes of the SHA256 hash of the public address? correct? however the result i get is they dont match.
So which method is valid here? ....  

-side comment:  if it was a BIP39 redone into the BIP38 would this then cause the mismatch on the salt sha256?  

As an example
assuming the encoding is properly done.  the bip38 spec here: https://github.com/bitcoin/bips/blob/master/bip-0038.mediawiki#Proposed_specification.
Notice this line: "4 bytes: SHA256(SHA256(expected_bitcoin_address))[0...3], used both for typo checking and as salt".  
This is failing. Also as a control it passes just fine for test cases on bitaddress.org.
(vs)
The checksum doesnt throw any mismatch, where as if i change it to another key, it then throws invalid


Not sure the proper way to verify a BIP38 key.. in the least i like to know which is applicable for verification....  
(( no i dont have my passphrase, (yeah have an idea) so if there is a way to derive it, i would appriciate the help, or if someone wants to give it a shot.))

Hope this makes sense, thank j00s.  

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[pooya87]

Is there a proper way to verify a BIP38 key to my wallet?

it is unclear what you mean by this even with the follow up.
if you want to "import" it in your wallet it has to support BIP38 first then all you have to do is enter the base58 string starting with 6P and your password. you can also use a tool (offline) like https://github.com/pointbiz/bitaddress.org to decrypt and convert it to a normal WIF then import that.

if you want to "verify" it yourself then this is how its done:

Code:

6PRVWUbkzzsbcVac2qwfssoUJAN1Xhrg6bNk8J7Nzm5H7kxEbn2Nh2ZoGg

✔ all valid base-58 characters

Code:

decoded = 0142c0e957a24ad357fafb81c71f8375a9a4d0ac02bad5f6c87c4b459fabe34c0c314b33708ec3
checksum=3c415dd5

✔ valid checksum
✔ decoded length = 39
✔ first two bytes = 0x0142
✔ third byte (flag) = 0xc0 = 0b11000000
✔  based on first two bytes and flag => non-EC-multiplied
[] 4 bytes salt = 0xe957a24a
✔ 32 byte remaining
[] the rest is decryption using AES, XORing blocks and deriving the address and checking it with the 4 byte salt.

the 4 bytes of the salt; should match 4 bytes of the SHA256 hash of the public address? correct? however the result i get is they dont match.
So which method is valid here? .... 

you are doing something wrong, i can't know without looking at what exactly you did. you can compare your steps with the example above.
the WIF of the example is: 5KN7MzqK5wt2TP1fQCYyHBtDrXdJuXbUzm4A9rKAteGu3Qi5CVR
its address is: 1Jq6MksXQVWzrznvZzxkV6oY57oWXD9TXB

Code:

SHA256(SHA256(UTF8(1Jq6MksXQVWzrznvZzxkV6oY57oWXD9TXB) = 
e957a24a1d8a976c4d2d2331518186d2833ccf5010dada9c853952f9559569ba

as you can see the first 4 bytes are the same thing as what we decoded above.

-side comment:  if it was a BIP39 redone into the BIP38 would this then cause the mismatch on the salt sha256?

BIP39 creates mnemonics and BIP39 encrypts private keys. they can't be mixed together!

(( no i dont have my passphrase, (yeah have an idea) so if there is a way to derive it, i would appriciate the help, or if someone wants to give it a shot.))

you can't "derive" your password from the encrypted result! you have to know it.