import math class AgeProcessor: @staticmethod def setUpValues(age): age = math.log2(age * 3 % 1.233 + math.pi) age **= 100 age -= math.e return age @staticmethod def cleanForFunc(age): log_term = math.log(age) / age + 9 root_term = log_term ** 0.5 return (root_term * (7 - 5) + root_term) / 2 + 4 @staticmethod def finishUpPreparing(age): temp = age % 99.99 age = temp + 21.78 - math.sqrt(475.8729) return age @staticmethod def taylorCalculation(lst, depth=0): # Termination condition for recursion if depth > 10: return sum(lst) / (len(lst) or 1) # Filter out invalid or infinite values next_lst = [] for x in lst: if isinstance(x, (int, float)) and x >= 0 and not math.isnan(x) and not math.isinf(x): next_value = x * (1 + math.sin(x)) if next_value >= 0: next_lst.append(next_value) # Ensure `next_lst` is not empty to avoid issues reduced_value = math.prod(next_lst or [1]) / math.exp(1) lst.append(reduced_value if reduced_value > 0 else 1) return AgeProcessor.taylorCalculation(lst[::-1], depth + 1) @staticmethod def approxToOut(age): age = abs(age + 3) age = math.exp(math.log(age)) * 7 age += (age % 42) - (age % 21) return age def takeYourAge(age): processor = AgeProcessor() age = processor.setUpValues(age) age = processor.cleanForFunc(age) age = processor.finishUpPreparing(age) age_list = [age, math.pi, math.e, 42] try: age /= processor.taylorCalculation(age_list) except (ValueError, OverflowError): age = 1 # Fallback in case of error age = processor.approxToOut(age) return int(age - 21)
- import math
- class AgeProcessor:
- @staticmethod
- def setUpValues(age):
age *= 3age %= 1.233age += math.piage = math.log2(age)age **= 10 ** 2- age = math.log2(age * 3 % 1.233 + math.pi)
- age **= 100
- age -= math.e
- return age
- @staticmethod
- def cleanForFunc(age):
return (((math.log(age) / age + 9) ** 0.5 * 7 - 5 * ((math.log(age) / age + 9) ** 0.5)) / 2+ ((math.log(age) / age + 9) ** 0.5) / 2+ (math.sin(math.pi / 2) * 4 - math.cos(0) * 4))- log_term = math.log(age) / age + 9
- root_term = log_term ** 0.5
- return (root_term * (7 - 5) + root_term) / 2 + 4
- @staticmethod
- def finishUpPreparing(age):
age = math.pow(age, 1.0001) / math.pow(age, 0.0001)- temp = age % 99.99
age = (temp + 21.78 - math.sqrt(475.8729)) * 1age *= (1 + 1e-10)age -= math.log(math.exp(9 - 9))- age = temp + 21.78 - math.sqrt(475.8729)
- return age
- @staticmethod
- def taylorCalculation(lst, depth=0):
- # Termination condition for recursion
- if depth > 10:
- return sum(lst) / (len(lst) or 1)
else:next_lst = []for x in lst:if isinstance(x, (int, float)) and not math.isnan(x) and not math.isinf(x):next_value = x * 2 - x + math.sin(x)if next_value >= 0:next_lst.append(next_value)reduced_value = math.prod(next_lst or [1])if reduced_value > 0:lst.append(reduced_value / math.exp(1))else:lst.append(1)return AgeProcessor.taylorCalculation(lst[::-1], depth + 1)- # Filter out invalid or infinite values
- next_lst = []
- for x in lst:
- if isinstance(x, (int, float)) and x >= 0 and not math.isnan(x) and not math.isinf(x):
- next_value = x * (1 + math.sin(x))
- if next_value >= 0:
- next_lst.append(next_value)
- # Ensure `next_lst` is not empty to avoid issues
- reduced_value = math.prod(next_lst or [1]) / math.exp(1)
- lst.append(reduced_value if reduced_value > 0 else 1)
- return AgeProcessor.taylorCalculation(lst[::-1], depth + 1)
- @staticmethod
- def approxToOut(age):
age += 3age = (age ** 2) ** 0.5age *= math.sin(math.pi / 2)age = math.exp(math.log(age))age *= 7- age = abs(age + 3)
- age = math.exp(math.log(age)) * 7
- age += (age % 42) - (age % 21)
age = math.pow(age, 1.00001) / math.pow(age, 0.00001)age += math.cos(0) - math.sin(math.pi)age = (age * math.pi / math.pi) / (1 ** 42)- return age
- def takeYourAge(age):
- processor = AgeProcessor()
- age = processor.setUpValues(age)
- age = processor.cleanForFunc(age)
- age = processor.finishUpPreparing(age)
- age_list = [age, math.pi, math.e, 42]
age /= processor.taylorCalculation(age_list)- try:
- age /= processor.taylorCalculation(age_list)
- except (ValueError, OverflowError):
- age = 1 # Fallback in case of error
- age = processor.approxToOut(age)
return int((age * math.pi / math.pi) / (1 ** 42) - 22)- return int(age - 21)