# Alexandre B A Villares - https://abav.lugaralgum.com/sketch-a-day # inspired by a Processing implementation of Game of Life By Joan Soler-Adillon SKETCH_NAME = "s122_sesc" # 180502 add_library('gifAnimation') from gif_exporter import * cellSize = 16 # Size of cells # How likely for a cell to be alive at start (in percentage) probabilityOfAliveAtStart = 20 # Variables for timer interval = 150 lastRecordedTime = 0 pause = False # Pause GIF_EXPORT = False def setup(): global input global grid_w, grid_h global cells # Array of cells global cellsBuffer # Buffer while changing the others in the interations size(500, 500) colorMode(HSB) strokeWeight(3) background(0) # Instantiate arrays grid_w, grid_h = int(width / cellSize), int(height / cellSize) cells = [[None] * grid_w for _ in range(grid_h)] cellsBuffer = [[None] * grid_w for _ in range(grid_h)] # This stroke will draw the background grid noFill() # stroke(48) # Initialization of cells for x in range(grid_w): for y in range(grid_h): state = random(100) if state > probabilityOfAliveAtStart: state = 0 else: state = 1 cells[x][y] = state # Save state of each cell def draw(): global lastRecordedTime fill(0,30) rect(0, 0, width, height) # Draw grid for x in range(grid_w): for y in range(grid_h): n = calc_neighbours(x, y) if cells[x][y] == 1: stroke((n*25 + frameCount) % 256, 255, 255) # If alive else: noStroke() # fill(dead) # If dead noFill() pointy_hexagon(x * cellSize, y * cellSize, cellSize) # Iterate if timer ticks if millis() - lastRecordedTime > interval: if not pause: iteration() lastRecordedTime = millis() global GIF_EXPORT if GIF_EXPORT: GIF_EXPORT = gif_export(GifMaker, frames=100, filename=SKETCH_NAME) # Create new cells manually on pause if pause and mousePressed: # Map and adef out of bound errors xCellOver = int(map(mouseX, 0, width, 0, width / cellSize)) xCellOver = constrain(xCellOver, 0, width / cellSize - 1) yCellOver = int(map(mouseY, 0, height, 0, height / cellSize)) yCellOver = constrain(yCellOver, 0, height / cellSize - 1) # Check against cells in buffer if cellsBuffer[xCellOver][yCellOver] == 1: # Cell is alive cells[xCellOver][yCellOver] = 0 # Kill else: # Cell is dead cells[xCellOver][yCellOver] = 1 # Make alive # And then save to buffer once mouse goes up elif pause and not mousePressed: # Save cells to buffer # (so we opeate with one array keeping the other intact) pass for x in range(grid_w): for y in range(grid_h): cellsBuffer[x][y] = cells[x][y] def iteration(): # When the clock ticks global n # Save cells to buffer # (so we opeate with one array keeping the other intact) for x in range(grid_w): for y in range(grid_h): cellsBuffer[x][y] = cells[x][y] # Visit each cell: for x in range(grid_w): for y in range(grid_h): # And visit all the neighbours of each cell n = calc_neighbours(x, y) if cellsBuffer[x][y] == 1: if n < 2 or n > 3: cells[x][y] = 0 # Die unless it has 2 or 3 neighbours else: # The cell is dead: make it live if necessary if n == 3: cells[x][y] = 1 # Only if it has 3 neighbours def calc_neighbours(x, y): neighbours = 0 # We'll count the neighbours for xx in range(x - 1, x + 2): for yy in range(y - 1, y + 2): # Make sure you are not out of bounds if 0 <= xx < grid_w and 0 <= yy < grid_w: # Make sure to check against self if not (xx == x and yy == y): if cellsBuffer[xx][yy] == 1: # Check alive neighbours and count them neighbours = neighbours + 1 return neighbours def keyPressed(): global pause if key == 'r' or key == 'R': # Restart: reinitialization of cells for x in range(grid_w): for y in range(grid_h): state = random(100) if state > probabilityOfAliveAtStart: state = 0 else: state = 1 cells[x][y] = state # Save state of each cell if key == ' ': # On/off of pause pause = not pause if (key == 'c' or key == 'C'): # Clear all for x in range(grid_w): for y in range(grid_h): cells[x][y] = 0 # Save all to zero global GIF_EXPORT if key == 'p': # save PNG saveFrame("####.png") if key == 'g': # save GIF GIF_EXPORT = True def pointy_hexagon(x, y, r): with pushMatrix(): translate(x, y) rotate(radians(30)) # pointy, comment out for "flat_hexagon()" beginShape() for i in range(6): sx = cos(i * TWO_PI / 6) * r sy = sin(i * TWO_PI / 6) * r vertex(sx, sy) endShape(CLOSE)