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https://github.com/Xevion/processing-projects.git
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225 lines
7.4 KiB
Python
225 lines
7.4 KiB
Python
import random, time, string
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class Cell:
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def __init__(self, x, y):
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self.x, self.y = x, y
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self.identity = None
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self.right, self.bottom, self.visited, self.current, self.start = True, True, False, False, False
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def __str__(self):
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return 'Cell({}, {}, bottom: {}, right: {}, visited: {})'.format(self.x, self.y, self.bottom, self.right, self.visited)
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def neighbors(self, identityCheck=True):
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global offsets
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neighbors = []
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for offset in offsets:
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neighbor = (self.x + offset[0], self.y + offset[1])
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# If the neighbor isn't real
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if not valid(neighbor):
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continue
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# If the neighbor hasn't been claimed
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elif not grid[neighbor[0]][neighbor[1]].visited:
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neighbors.append(neighbor)
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continue
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# We're checking for their identity
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elif identityCheck:
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# If the neighbor isn't like me
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if grid[neighbor[0]][neighbor[1]].identity != self.identity:
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neighbors.append(neighbor)
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continue
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return neighbors
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def render(self):
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global divX, divY, showNumbers
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translate(self.x * divX, self.y * divY)
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# Drawing Cell Background
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# Visited, Unvisited, Highlighted
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if self.visited:
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fill(0, 42, 135)
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else:
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fill(0, 2, 30)
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if self.current:
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fill(0, 127, 196)
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self.current = False
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noStroke()
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rect(0, 0, divX+1, divY+1)
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# Drawing Cell Lines
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stroke(255)
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fill(255)
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strokeWeight(2.5)
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if showNumbers:
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textSize(50)
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textAlign(CENTER, CENTER)
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text(symbolize(self.identity), divX / 2.0, divY / 2.0)
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if not self.visited:
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noStroke()
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if self.bottom:
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line(0, divY, divX, divY)
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if self.right:
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line(divX, 0, divX, divY)
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resetMatrix()
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def openWalls(x1, y1, x2, y2):
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global offsets, grid
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# Bottom, Right, Left, Top
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offset = (x2 - x1, y2 - y1)
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if offset == offsets[0]:
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grid[x1][y1].bottom = False
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if offset == offsets[1]:
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grid[x1][y1].right = False
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if offset == offsets[2]:
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grid[x2][y2].right = False
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if offset == offsets[3]:
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grid[x2][y2].bottom = False
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def symbolize(n):
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stri = ''
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while n > 0:
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curLetter = (n - 1) % 26
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stri += string.ascii_uppercase[curLetter]
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n = (n - (curLetter + 1)) / 26
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return stri
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def valid(coordinate):
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global columns, rows
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return not (coordinate[0] < 0 or coordinate[0] >= columns or coordinate[1] < 0 or coordinate[1] >= rows)
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def generate():
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global columns, rows, grid, divX, divY, offsets
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# Bottom, Right, Left, Top
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offsets = [(0, 1), (1, 0), (-1, 0), (0, -1)]
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columns, rows = 10, 10
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divX, divY = width / float(columns), height / float(rows)
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grid = [[Cell(x, y) for y in range(rows)] for x in range(columns)]
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global treeSet, i, nodesAdded, showNumbers
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try:
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showNumbers
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except:
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showNumbers = False
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i = 0
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nodesAdded = 0
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treeSet = []
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# Tree Class. But it's really not a tree.
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class Tree:
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def __init__(self, identity):
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self.tree = []
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self.identifier = identity
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def append(self, node):
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self.tree.append(node)
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grid[node[0]][node[1]].identity = self.identifier
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grid[node[0]][node[1]].visited = True
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# Merge another tree with this tree
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def merge(self, other):
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for node in other.tree:
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grid[node[0]][node[1]].identity = self.identifier
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self.tree.append(node)
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# Find a node in the list with an edge
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def getEdge(self, debug=False):
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random.shuffle(self.tree)
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# For every node in the tree
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for index, node in enumerate(self.tree):
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# if the node has any neighbors that aren't like us, return it
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if len(grid[node[0]][node[1]].neighbors()) > 0:
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return node
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print('Couldn\'t find an edge')
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def setup():
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size(1000, 1000)
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noLoop()
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generate()
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frameRate(10)
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def checkMaze():
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for row in grid:
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for cell in row:
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if not cell.visited:
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return False
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return True
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# Kruskall's algorithm
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def tick():
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# choose a node, find it's tree
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# if it has no tree, create a tree with a unvisited neighbor and open a wall between them
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# if it's in a tree
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# get the tree to return a node on the edge (has a neighbor that isn't in it's own tree)
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# merge the two trees together (the neighboring node's tree is added to the edge node's tree)
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# open the wall between the two nodes and the two trees have been merged properly
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# continue until no edges can be found in any tree (how to implement this without guesswork or expensive iterating?)
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global treeSet, i, nodesAdded
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# choose a random cell to work on, whether it's in a 'tree' or is unvisited
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choice = random.randint(0, columns-1), random.randint(0, rows-1)
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if nodesAdded == columns * rows:
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print('Maze completed ({} cells)'.format(nodesAdded))
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noLoop()
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return True
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# If the node is unclaimed
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if grid[choice[0]][choice[1]].identity == None:
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# Find it's unclaimed neighbors (if any)
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neighbors = grid[choice[0]][choice[1]].neighbors()
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neighbors = [neighbor for neighbor in neighbors if grid[neighbor[0]][neighbor[1]].identity == None]
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# We got a unclaimed lone node, just skip it for now (crap implementation, but needless work)
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if len(neighbors) == 0:
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return
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else:
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tree = Tree(i)
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i += 1
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nodesAdded += 2
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neighbor = random.choice(neighbors)
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openWalls(choice[0], choice[1], neighbor[0], neighbor[1])
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tree.append(choice)
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tree.append(neighbor)
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treeSet.append(tree)
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else:
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# get the identifier of our choice
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choiceIdentity = grid[choice[0]][choice[1]].identity
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# find an edge of the treeset and change our choice cell to that edge
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choice = treeSet[choiceIdentity].getEdge()
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neighbors = grid[choice[0]][choice[1]].neighbors()
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# get the neighbors of it that are different
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neighbor = random.choice(neighbors)
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# If the neighbor to the chosen cell's treeSet's edge cell is in another treeSet
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if grid[neighbor[0]][neighbor[1]].identity != None:
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get = treeSet[grid[neighbor[0]][neighbor[1]].identity]
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treeSet[grid[neighbor[0]][neighbor[1]].identity] = None
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treeSet[choiceIdentity].merge(get)
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# If it's just an unclaimed cell
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else:
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nodesAdded += 1
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treeSet[choiceIdentity].append(neighbor)
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openWalls(choice[0], choice[1], neighbor[0], neighbor[1])
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# Render the maze
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def render():
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background(0)
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for column in grid:
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for cell in column:
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cell.render()
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def draw():
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for _ in range(columns):
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# if the maze is complete, it'll return True instead of None, if so, break the loop
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if tick():
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break
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render()
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# Switch off the number display
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def keyPressed():
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global showNumbers
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showNumbers = not showNumbers
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redraw()
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# Regenerate the maze
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def mouseClicked():
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loop()
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generate()
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