How to resolve the algorithm Bitcoin/address validation step by step in the Ruby programming language
How to resolve the algorithm Bitcoin/address validation step by step in the Ruby programming language
Table of Contents
Problem Statement
Write a program that takes a bitcoin address as argument, and checks whether or not this address is valid. A bitcoin address uses a base58 encoding, which uses an alphabet of the characters 0 .. 9, A ..Z, a .. z, but without the four characters:
With this encoding, a bitcoin address encodes 25 bytes:
To check the bitcoin address, you must read the first twenty-one bytes, compute the checksum, and check that it corresponds to the last four bytes. The program can either return a boolean value or throw an exception when not valid. You can use a digest library for SHA-256.
It doesn't belong to anyone and is part of the test suite of the bitcoin software.
You can change a few characters in this string and check that it'll fail the test.
Let's start with the solution:
Step by Step solution about How to resolve the algorithm Bitcoin/address validation step by step in the Ruby programming language
Goal: This Ruby code aims to validate a Bitcoin address by checking if the checksum matches the expected value.
Code Explanation:
-
Initialization:
- The code begins by requiring the
digest/sha2
module to perform hashing operations.
- The code begins by requiring the
-
Checksum Calculation:
- The
convert
method takes a hexadecimal stringg
as input and converts it into a binary string. - The
N
array maps the ASCII values of base58 characters (excluding digits) to their respective indices. - The input string
A
is converted into a byte array, and each byte is converted to an index inN
to obtain the base58 equivalent. - The decimal value of the base58 representation is calculated and converted back to hexadecimal to obtain
g
. - The first 8 characters of
g
are stored inn
as the expected checksum.
- The
-
Checksum Removal:
- The remaining characters of
g
are removed fromn
to get the decoded string without the checksum.
- The remaining characters of
-
Padding:
n
is padded with leading zeros if its length is less than 42 characters.
-
Checksum Verification:
- The decoded string
n
is first converted into a binary string using theconvert
method. - The binary string undergoes double SHA256 hashing to generate a hash value.
- The first 8 characters of the hash are compared to the expected checksum
n
, which was stored earlier.
- The decoded string
-
Output:
- The code prints the expected checksum and the calculated checksum to the console. If the two values match, the Bitcoin address is considered valid.
Source code in the ruby programming language
# Validate Bitcoin address
#
# Nigel_Galloway
# October 13th., 2014
require 'digest/sha2'
def convert g
i,e = '',[]
(0...g.length/2).each{|n| e[n] = g[n+=n]+g[n+1]; i+='H2'}
e.pack(i)
end
N = [0,1,2,3,4,5,6,7,8,nil,nil,nil,nil,nil,nil,nil,9,10,11,12,13,14,15,16,nil,17,18,19,20,21,nil,22,23,24,25,26,27,28,29,30,31,32,nil,nil,nil,nil,nil,nil,33,34,35,36,37,38,39,40,41,42,43,nil,44,45,46,47,48,49,50,51,52,53,54,55,56,57]
A = '1AGNa15ZQXAZUgFiqJ2i7Z2DPU2J6hW62x'
g = A.bytes.inject(0){|g,n| g*58+N[n-49]}.to_s(16) # A small and interesting piece of code to do the decoding of base58-encoded data.
n = g.slice!(0..-9)
(n.length...42).each{n.insert(0,'0')}
puts "I think the checksum should be #{g}\nI calculate that it is #{Digest::SHA256.hexdigest(Digest::SHA256.digest(convert(n)))[0,8]}"
You may also check:How to resolve the algorithm 100 doors step by step in the Caché ObjectScript programming language
You may also check:How to resolve the algorithm File size step by step in the Euphoria programming language
You may also check:How to resolve the algorithm Digital root step by step in the Lua programming language
You may also check:How to resolve the algorithm Zumkeller numbers step by step in the Wren programming language
You may also check:How to resolve the algorithm Extensible prime generator step by step in the Python programming language