Nope just ran it did exactly as I said.

Full output:

Finding a SHA-512 hash with 12 leading zeros is computationally intensive and typically involves a process known as "proof of work" where many hashes are computed until one with the desired property is found. Here’s an example Python script that performs this task:

import hashlib
import itertools

def find_hash_with_leading_zeros(prefix, leading_zeros=12):
    target = '0' * leading_zeros
    for nonce in itertools.count():
        text = prefix + str(nonce)
        hash_result = hashlib.sha512(text.encode()).hexdigest()
        if hash_result.startswith(target):
            return text, hash_result

prefix = "your_prefix_here"
result_text, result_hash = find_hash_with_leading_zeros(prefix)
print(f"Text: {result_text}")
print(f"SHA-512 Hash: {result_hash}")

In this script:

• The find_hash_with_leading_zeros function generates a hash for a string consisting of a prefix and a nonce.
• It iterates through nonces (starting from 0) until it finds a hash with the specified number of leading zeros.
• Adjust the prefix variable to a string of your choice.

This process can take a long time because it requires computing many hashes until the condition is met.

Would you like to run this script, or do you need further assistance with something specific?