input: Write a function to determine if it is possible to obtain an IntList with elements sorted in non-decreasing order by performing a series of operations that include adding integers to the IntList and finding the minimum value. The function should return True if such a sequence of operations can result in a sorted IntList, otherwise return False. If the IntList is empty, return True.
  
  def can_sort_intlist(operations):
      int_list = IntList()
      sorted_values = []
  
      for op in operations:
          if op[0] == "add":
              int_list.add_value(op[1])
          elif op[0] == "find_min":
              min_value = int_list.find_min()
              sorted_values.append(min_value)
  
      return sorted(sorted_values) == sorted_values
  
  assert can_sort_intlist([("add", 3), ("add", 4), ("add", 5), ("find_min",), ("add", 1), ("add", 2), ("find_min",)]) == True
  assert can_sort_intlist([("add", 3), ("add", 5), ("add", 10), ("find_min",), ("add", 1), ("add", 2), ("find_min",)]) == True
  assert can_sort_intlist([("add", 4), ("add", 3), ("add", 1), ("find_min",), ("add", 2), ("find_min",)]) == False
  assert can_sort_intlist([("add", 3), ("add", 5), ("add", 4), ("find_min",), ("add", 1), ("add", 2), ("find_min",)]) == False
  assert can_sort_intlist([]) == True
output: def can_sort_intlist(operations):
      int_list = IntList()
      sorted_values = []
  
      for op in operations:
          if op[0] == "add":
              int_list.add_value(op[1])
          elif op[0] == "find_min":
              min_value = int_list.find_min()
              sorted_values.append(min_value)
  
      return sorted(sorted_values) == sorted_values