code: def fuzzy_float_compare(
      float_one_str: str, float_two_str: str, epsilon: float
  ) -> bool:
      float_one = float(float_one_str)
      float_two = float(float_two_str)
  
      # Special case handle these two as they will not be equal when checking absolute difference.
      # But for the purposes of comparing the diff they are equal.
      if math.isinf(float_one) and math.isinf(float_two):
          return True
      if math.isnan(float_one) and math.isnan(float_two):
          return True
  
      delta = abs(float_one - float_two)
      if delta < epsilon:
          return True
  
      # Large number comparison code migrated from Perl RunTests
  
      # We have a 'big enough' difference, but this difference
      # may still not be meaningful in all contexts. Big numbers should be compared by ratio rather than
      # by difference
  
      # Must ensure we can divide (avoid div-by-0)
      # If numbers are so small (close to zero),
      # ($delta > $Epsilon) suffices for deciding that
      # the numbers are meaningfully different
      if abs(float_two) <= 1.0:
          return False
  
      # Now we can safely divide (since abs($word2) > 0) and determine the ratio difference from 1.0
      ratio_delta = abs(float_one / float_two - 1.0)
      return ratio_delta < epsilon
  
imports: import shutil
  import threading
  import argparse
  import difflib
  from pathlib import Path
  import re
  import os
  import subprocess
  import sys
  import traceback
  import shlex
  import math
  import json
  from concurrent.futures import ThreadPoolExecutor, Future
  from enum import Enum
  import socket
  from typing import Any, Callable, Dict, List, Mapping, Optional, Set, Tuple, Type, Union, cast
  from run_tests_common import TestData
  import runtests_flatbuffer_converter
label_desc: Use image node_id 3 for calling a global function with example usage: fuzzy_float_compare(float_one_str, float_two_str, epsilon) and returns: unknown, True, True, True, False