grid.getPath(): Use heap to ease finding smallest f_cost node
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@ -1,10 +1,8 @@
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from __future__ import annotations
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from .coordinate import Coordinate, DistanceAlgorithm
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from dataclasses import dataclass
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from enum import Enum
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from heapq import heappop, heappush
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from math import inf
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from typing import Any, Dict, List, Optional, Union
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from typing import Any, Dict, List, Union
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OFF = False
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ON = True
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@ -206,33 +204,21 @@ class Grid:
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def getPath(self, pos_from: Coordinate, pos_to: Coordinate, includeDiagonal: bool, walls: List[Any] = None,
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weighted: bool = False) -> Union[None, List[Coordinate]]:
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@dataclass(frozen=True, order=True)
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class Node:
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f_cost: Numeric
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h_cost: Numeric
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coord: Coordinate
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parent: Optional[Coordinate]
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f_costs = []
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if walls is None:
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walls = [self.__default]
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openNodes: Dict[Coordinate, Node] = {}
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closedNodes: Dict[Coordinate, Node] = {}
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openNodes: Dict[Coordinate, tuple] = {}
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closedNodes: Dict[Coordinate, tuple] = {}
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openNodes[pos_from] = Node(
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pos_from.getDistanceTo(pos_to),
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pos_from.getDistanceTo(pos_to),
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pos_from,
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None
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)
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openNodes[pos_from] = (0, pos_from.getDistanceTo(pos_to), None)
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heappush(f_costs, (0, pos_from))
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while openNodes:
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currentNode = min(openNodes.values())
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currentCoord = currentNode.coord
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#for c, n in openNodes.items():
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# if n.f_cost < currentNode.f_cost:
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# currentNode = n
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# currentCoord = c
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_, currentCoord = heappop(f_costs)
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if currentCoord not in openNodes:
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continue
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currentNode = openNodes[currentCoord]
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closedNodes[currentCoord] = currentNode
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del openNodes[currentCoord]
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@ -245,28 +231,27 @@ class Grid:
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if weighted:
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neighbourDist = self.get(neighbour)
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elif not includeDiagonal:
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neighbourDist = 1
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else:
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neighbourDist = currentCoord.getDistanceTo(neighbour, DistanceAlgorithm.MANHATTAN, includeDiagonal)
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targetDist = neighbour.getDistanceTo(pos_to)
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neighbourNode = Node(
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targetDist + neighbourDist + currentNode.h_cost,
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currentNode.h_cost + neighbourDist,
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neighbour,
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currentCoord
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)
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f_cost = targetDist + neighbourDist + currentNode[1]
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neighbourNode = (f_cost, currentNode[1] + neighbourDist, currentCoord)
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if neighbour not in openNodes or neighbourNode.f_cost < openNodes[neighbour].f_cost:
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if neighbour not in openNodes or f_cost < openNodes[neighbour][0]:
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openNodes[neighbour] = neighbourNode
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heappush(f_costs, (f_cost, neighbour))
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if pos_to not in closedNodes:
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return None
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else:
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currentNode = closedNodes[pos_to]
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pathCoords = [pos_to]
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while currentNode.parent:
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pathCoords.append(currentNode.parent)
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currentNode = closedNodes[currentNode.parent]
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while currentNode[2]:
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pathCoords.append(currentNode[2])
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currentNode = closedNodes[currentNode[2]]
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return pathCoords
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