is_zero_zero.py

import math
import sys

def is_zero():
    # The classic
    return 0 == 0

def is_zero_unicode_match():
    return ord("0") - ord("0") == 0

def is_zero_cos_arccos():
    # Using trigonometry for some reason
    return round(math.cos(math.acos(0)), 10) == 0

def is_zero_by_list_sum():
    # Using list comprehension and sum to prove nothing
    return sum([int(i) for i in ""]) == 0

def is_zero_overthought_subtraction():
    result = ((((((5 - 5) * 10) + 0) * 1))) // 1
    return result == len("")

def is_zero_by_limits():
    x = 5
    x = x + 1e-50000
    try:
        result = ((x+5)*(x-5)/(x-5)) == 0
        return result
    except ZeroDivisionError: return True # using limits to define this when x->5 we can say that the limit is, indeed, zero.

def is_zero_from_memory_check():
    return sys.getsizeof(0) - sys.getsizeof(0) == 0

def is_zero_just_to_be_sure(): # maybe one of the tests fail. We have to be sure...
    return is_zero() and is_zero_unicode_match() and is_zero_cos_arccos() and is_zero_by_list_sum() and is_zero_overthought_subtraction() and is_zero_from_memory_check()

def main():
    checks = [
        is_zero,
        is_zero_unicode_match,
        is_zero_cos_arccos,
        is_zero_by_list_sum,
        is_zero_overthought_subtraction,
        is_zero_by_limits,
        is_zero_from_memory_check,
        is_zero_just_to_be_sure,
    ]

    print("🔍 Running absurd checks to see if 0 == 0:\n")
    for i, func in enumerate(checks, 1):
        try:
            result = func()
            print(f"Check #{i:02}: {func.__name__} => {'True' if result else 'False'}")
        except Exception as e:
            print(f"Check #{i:02}: {func.__name__} => Error: {e}")

if __name__ == "__main__":
    main()