def explore_rotations(tile, poly,polyname):
if DEBUG1 or DEBUG2 or DEBUG3 or 1: Draw.initialise_drawing(WIDTH, HEIGHT)
if DEBUG1 or DEBUG2 or DEBUG3: Draw.empty_shapes()
# Draw.polygon_shape((Point(0,0),Point(150,0),Point(150,150)), (255,0,0), alpha=1, outline=1)
startcase = 0
startface = 0
face_ori = 0
case_ori = 0
# extend_tile(Point(300,300),Point(300,310),0,tile[0][0],tile)
neighbour_coord = create_neighbour_coordinates(tile)
dim = len(tuple(neighbour_coord.values())[0][0])
if DEBUG2: print("-" * 20)
if DEBUG2: print("Coordinate infos:", neighbour_coord)
if DEBUG2: print("Number of axes:", dim)
for coord in sorted(neighbour_coord):
if DEBUG2:
print(coord, ":", neighbour_coord[coord])
# print("Dimensions:",dim)
# print(flush=True)
positions = dict()
symmetry_axis = list()
for case in tile:
for face in poly:
for orientation in range(len(poly[face])):
positions[(case, face, orientation)] = list()
if DEBUG3: print("Possible combinations: %d" % len(positions))
pos = (P1, P2, 0, 0, 0, [0 for x in range(dim)], 1)
to_explore = [pos]
while to_explore:
p1, p2, case, face, orientation, tilecoord, tilecoordsign = to_explore.pop()
# if(case%len(tile)!=case):
# continue
# print("exploring",p1,p2,"case",case,"face",face,orientation,tilecoord, tilecoordsign )
if len(tile[case % len(tile)]) != len(poly[face]):
continue
# caseorientation = 0
# orientation is tileorientation
# print("Known positions for",case%len(tile),face,orientation)
# print(positions[(case%len(tile),face,orientation)])
if tilecoord in positions[(case % len(tile), face, orientation)]:
continue
net = platonics[tilename]
tilename = "platonics_" + tilename
print("]" * 50 + tilename)
Draw.text_topleftalign(tilename, 2, 2, (0, 0, 0), 30)
shape = net
order = sorted(net.keys())
visualise(p1, p2, 0, net[0][0], 2)
fill_screen(p1, p2, order[0], color=None)
Draw.text_topleftalign(tilename, 2, 2, (255, 0, 0), 30, bgcolor=(255, 255, 255))
Draw.refresh()
try:os.mkdir("platonic_tilings_images")
except:pass
Draw.save_screen("platonic_tilings_images/" + tilename + ".png")
# Draw.wait_for_input()
Draw.empty_shapes()
isogonals['3.4^2.6;3.6.3.6)_2'] = \
{0: [2, 8, 1, 13],
1: [False, 29, 17, 3, 22, 34],
2: [False, 16, 21],
3: [1, 10, 4, 5],
4: [3, 31, 26]}
for tilename in isogonals:
net = isogonals[tilename]
tilename = "isogonal_" + tilename
print("]" * 50 + tilename)
Draw.text_topleftalign(tilename, 2, 2, (0, 0, 0), 30)
shape = net
order = sorted(net.keys())
visualise(p1, p2, 0, net[0][0], 2)