Source code for pytezos.michelson.stack

from pprint import pformat
from typing import List
from typing import Optional
from typing import Tuple

from pytezos.michelson.types.base import MichelsonType


[docs]class MichelsonStack: def __init__(self, items: Optional[List[MichelsonType]] = None) -> None: self.items = items or [] self.protected = 0
[docs] @classmethod def from_items(cls, items: List[MichelsonType]) -> 'MichelsonStack': return cls(items)
[docs] def protect(self, count: int) -> None: if len(self.items) < count: raise Exception(f'got {len(self.items)} items on the stack, want to protect {count}') self.protected += count
[docs] def restore(self, count: int) -> None: if self.protected < count: raise Exception(f'want to restore {count} items, but only {self.protected} are protected') self.protected -= count
[docs] def push(self, item: MichelsonType): self.items.insert(self.protected, item)
[docs] def peek(self) -> MichelsonType: if not self.items: raise Exception('stack is empty') return self.items[self.protected]
[docs] def pop(self, count: int) -> List[MichelsonType]: if len(self.items) - self.protected < count: raise Exception(f'got {len(self.items) - self.protected} items on the stack, want to pop {count}') return [self.items.pop(self.protected) for _ in range(count)]
[docs] def pop1(self) -> MichelsonType: (a,) = self.pop(count=1) return a
[docs] def pop2(self) -> Tuple[MichelsonType, MichelsonType]: a, b = self.pop(count=2) return a, b
[docs] def pop3(self) -> Tuple[MichelsonType, MichelsonType, MichelsonType]: a, b, c = self.pop(count=3) return a, b, c
[docs] def clear(self) -> None: self.items.clear() self.protected = 0
[docs] def dump(self, count: int) -> Optional[List[MichelsonType]]: if not self.items: return None count = min(count, len(self.items)) return self.items[:count]
def __len__(self) -> int: return len(self.items) def __repr__(self) -> str: return pformat(self.items)