Open k0tkin opened 6 years ago
compressed public key stored in 264 bits (66 hex digits)
For number 99 (private_key = bitcoin.sha256(b'99')) I receive this:
0383dfa2168a7b668641ed42ac5fcc4059a7206bb3f44043d46917a25b649a16 instead of: 030083dfa2168a7b668641ed42ac5fcc4059a7206bb3f44043d46917a25b649a16
that two zero at the beginning is missing
And for number 77: pybitcointools result: Compressed Public Key (hex) is: 0245dc1aea709e25d262e1afd00704fa53c9fef46946d3906ebeee75b318786a6
Right answer: 02045dc1aea709e25d262e1afd00704fa53c9fef46946d3906ebeee75b318786a6
another zero at the beginning is missing
compressed public key stored in 264 bits (66 hex digits)
For number 99 (private_key = bitcoin.sha256(b'99')) I receive this:
0383dfa2168a7b668641ed42ac5fcc4059a7206bb3f44043d46917a25b649a16 instead of: 030083dfa2168a7b668641ed42ac5fcc4059a7206bb3f44043d46917a25b649a16
that two zero at the beginning is missing
And for number 77: pybitcointools result: Compressed Public Key (hex) is: 0245dc1aea709e25d262e1afd00704fa53c9fef46946d3906ebeee75b318786a6
Right answer: 02045dc1aea709e25d262e1afd00704fa53c9fef46946d3906ebeee75b318786a6
another zero at the beginning is missing