kopia lustrzana https://github.com/villares/sketch-a-day
89 wiersze
2.6 KiB
Python
89 wiersze
2.6 KiB
Python
#*- coding: utf-8 -*-
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from __future__ import division, print_function
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from random import sample, choice
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def setup_grid(graph, width, height, margin=None, mode=0):
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"""
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mode 0: heavy center
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mode 1: heavy perifery
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"""
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global w, h
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margin = margin or width / 40
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cols, rows = dim_grid(len(graph))
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w, h = (width - margin * 2) / cols, (height - margin * 2) / rows
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points = []
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for i in range(cols * rows):
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c = i % cols
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r = i // rows
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x = margin + w * 0.5 + c * w #- 14 * (r % 2) + 7
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y = margin + h * 0.5 + r * h #- 14 * (c % 2) + 7
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z = 0
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points.append([x, y, z])
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points = sorted(
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points, key=lambda p: dist(p[0], p[1], width / 2, height / 2))
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if mode == 0:
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v_list = reversed(sorted(graph.vertices(), key=graph.vertex_degree))
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elif mode == 1:
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v_list = sorted(graph.vertices(), key=graph.vertex_degree)
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else:
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v_list = graph.vertices()
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print("random mode")
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grid = {v: p for v, p in zip(v_list, points)}
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recalculate_sizes_from_v_deg(graph, grid)
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return grid
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def dim_grid(n):
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a = int(sqrt(n))
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b = n // a
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if a * b < n:
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b += 1
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print(u'{}: {} × {} ({})'.format(n, a, b, a * b))
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return a, b
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def edge_distances(graph, grid):
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total = 0
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for edge in graph.edges():
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if len(edge) == 2:
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a, b = edge
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d = PVector.dist(PVector(*grid[a]),
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PVector(*grid[b]))
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total += d
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return total
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def grid_swap(graph, grid, num=2):
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fail = 0
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n = m = edge_distances(graph, grid)
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while m <= n and fail < len(graph) ** 2:
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new_grid = dict(grid)
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if num == 2:
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a, b = sample(graph.vertices(), 2)
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new_grid[a], new_grid[b] = new_grid[b], new_grid[a]
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else:
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ks = sample(graph.vertices(), num)
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vs = [grid[k] for k in sample(ks, num)]
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for k, v in zip(ks, vs):
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new_grid[k] = v
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n = edge_distances(graph, new_grid)
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if m > n:
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t = "{:.2%} at: {} tries of {}v shuffle/swap" \
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.format((n - m) / m, fail + 1, num)
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print("\n" + t, end="")
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recalculate_sizes_from_v_deg(graph, new_grid)
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return new_grid
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else:
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fail += 1
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print(".", end='')
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return grid
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def recalculate_sizes_from_v_deg(graph, grid):
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u = w / 10
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for k in grid.keys():
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grid[k][2] = u * graph.vertex_degree(k)
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return u
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def v_dist(a, b):
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xa, ya, _ = a
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xb, yb, _ = b
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return dist(xa, ya, xb, yb)
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