Poetry stuff.

src/holt59/aoc/2022/day11.py

@@ -0,0 +1,142 @@
+import copy
+import sys
+from functools import reduce
+from typing import Callable, Final, Mapping, Sequence
+
+
+class Monkey:
+    id: Final[int]
+    items: Final[Sequence[int]]
+    worry_fn: Final[Callable[[int], int]]
+    test_value: Final[int]
+    throw_targets: Final[Mapping[bool, int]]
+
+    def __init__(
+        self,
+        id: int,
+        items: list[int],
+        worry_fn: Callable[[int], int],
+        test_value: int,
+        throw_targets: dict[bool, int],
+    ):
+        self.id = id
+        self.items = items
+        self.worry_fn = worry_fn
+        self.test_value = test_value
+        self.throw_targets = throw_targets
+
+    def __eq__(self, o: object) -> bool:
+        if not isinstance(o, Monkey):
+            return False
+        return self.id == o.id
+
+    def __hash__(self) -> int:
+        return hash(self.id)
+
+
+def parse_monkey(lines: list[str]) -> Monkey:
+    assert lines[0].startswith("Monkey")
+
+    monkey_id = int(lines[0].split()[-1][:-1])
+
+    # parse items
+    items = [int(r.strip()) for r in lines[1].split(":")[1].split(",")]
+
+    # parse worry
+    worry_fn: Callable[[int], int]
+    worry_s = lines[2].split("new =")[1].strip()
+    operand = worry_s.split()[2].strip()
+
+    if worry_s.startswith("old *"):
+        if operand == "old":
+            worry_fn = lambda w: w * w  # noqa: E731
+        else:
+            worry_fn = lambda w: w * int(operand)  # noqa: E731
+    elif worry_s.startswith("old +"):
+        if operand == "old":
+            worry_fn = lambda w: w + w  # noqa: E731
+        else:
+            worry_fn = lambda w: w + int(operand)  # noqa: E731
+    else:
+        assert False, worry_s
+
+    # parse test
+    assert lines[3].split(":")[1].strip().startswith("divisible by")
+    test_value = int(lines[3].split()[-1])
+
+    assert lines[4].strip().startswith("If true")
+    assert lines[5].strip().startswith("If false")
+    throw_targets = {True: int(lines[4].split()[-1]), False: int(lines[5].split()[-1])}
+
+    assert monkey_id not in throw_targets.values()
+
+    return Monkey(monkey_id, items, worry_fn, test_value, throw_targets)
+
+
+def run(
+    monkeys: list[Monkey], n_rounds: int, me_worry_fn: Callable[[int], int]
+) -> dict[Monkey, int]:
+    """
+    Perform a full run.
+
+    Args:
+        monkeys: Initial list of monkeys. The Monkey are not modified.
+        n_rounds: Number of rounds to run.
+        me_worry_fn: Worry function to apply after the Monkey operation (e.g., divide
+            by 3 for round 1).
+
+    Returns:
+        A mapping containing, for each monkey, the number of items inspected.
+    """
+    # copy of the items
+    items = {monkey: list(monkey.items) for monkey in monkeys}
+
+    # number of inspects
+    inspects = {monkey: 0 for monkey in monkeys}
+
+    for _ in range(n_rounds):
+        for monkey in monkeys:
+            for item in items[monkey]:
+                inspects[monkey] += 1
+
+                # compute the new worry level
+                item = me_worry_fn(monkey.worry_fn(item))
+
+                # find the target
+                target = monkey.throw_targets[item % monkey.test_value == 0]
+                assert target != monkey.id
+
+                items[monkeys[target]].append(item)
+
+            # clear after the loop
+            items[monkey].clear()
+
+    return inspects
+
+
+def monkey_business(inspects: dict[Monkey, int]) -> int:
+    sorted_levels = sorted(inspects.values())
+    return sorted_levels[-2] * sorted_levels[-1]
+
+
+monkeys = [parse_monkey(block.splitlines()) for block in sys.stdin.read().split("\n\n")]
+
+# case 1: we simply divide the worry by 3 after applying the monkey worry operation
+answer_1 = monkey_business(
+    run(copy.deepcopy(monkeys), 20, me_worry_fn=lambda w: w // 3)
+)
+print(f"answer 1 is {answer_1}")
+
+# case 2: to keep reasonable level values, we can use a modulo operation, we need to
+# use the product of all "divisible by" test so that the test remains valid
+#
+# (a + b) % c == ((a % c) + (b % c)) % c --- this would work for a single test value
+#
+# (a + b) % c == ((a % d) + (b % d)) % c --- if d is a multiple of c, which is why here
+# we use the product of all test value
+#
+total_test_value = reduce(lambda w, m: w * m.test_value, monkeys, 1)
+answer_2 = monkey_business(
+    run(copy.deepcopy(monkeys), 10_000, me_worry_fn=lambda w: w % total_test_value)
+)
+print(f"answer 2 is {answer_2}")