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This file contains hidden or bidirectional Unicode text that may be interpreted or compiled differently than what appears below. To review, open the file in an editor that reveals hidden Unicode characters. Learn more about bidirectional Unicode charactersOriginal file line number Diff line number Diff line change @@ -3,60 +3,83 @@ __description__ = """This program convert arabic numbers to a Numerical Notation that is used in the game Obduction. I did it based on what I remember and the real way of representing the numbers in that game may be a little different. It's based on a base 4 numbering system where a digit is displayed on a slanted 3x3 grid and the number is on a 5x5 grid. Let's use cardinal directions to help visualize. For one digit: A 0 is no line A 1 is a slanted line to NW A 2 is 2 slanted lines to NE and to SE A 3 is 3 slanted lines to SW, NW and NE Then to represent a number, each power is represented in clockwise order: Pow 0: Center Pow 1: North Pow 2: East Pow 3: South Pow 4: West """ PIC_SIZE = 128 # Line width lw = PIC_SIZE // 64 lhw = lw // 2 # Halves for the points width lhhw = lw // 4 # Quarters for the line extension # Divide the drawing in 5 sections cc = [x * (PIC_SIZE / 4) for x in range(5)] # Origins for the powers pa = cc[2], cc[2] # 4**0 = 1 pb = cc[1], cc[1] # 4**1 = 4 pc = cc[3], cc[1] # 4**2 = 16 pd = cc[3], cc[3] # 4**3 = 64 pe = cc[1], cc[3] # 4**4 = 256 points = [pa, pb, pc, pd, pe] # Corner coordinate to draw the points draw_points = [((point[0] - lhw, point[1] - lhw), (point[0] + lhw, point[1] + lhw)) for point in points] # For each representable numbers for inp in range(1024): im = Image.new("RGB", (PIC_SIZE, PIC_SIZE), color=(50, 50, 50)) draw = ImageDraw.Draw(im) rawbits = [int(bit) for bit in bin(inp)[2:].zfill(9)][::-1] bits = enumerate(rawbits) # Let's iterate over the bits of the number (Could be easier with a base 4 number) for p, b in bits: # get the origin from binary representation by taking half of the power (to make it base 4, 2**n//2) origin = points[p // 2] # If it's 0, no need to represent the number if b == 1: # Represent 3 if p % 2 == 1 and rawbits[p - 1] == 1: second = (origin[0], origin[1] + (PIC_SIZE / 4) + lhhw) third = (origin[0], origin[1] - (PIC_SIZE / 4) - lhhw) shape = [third, origin, second] # Represent 1 ( 2**0 ) elif p % 2 == 0: second = (origin[0] - (PIC_SIZE / 4) - lhhw, origin[1]) shape = [origin, second] # Represent 0 else: second = (origin[0], origin[1] - (PIC_SIZE / 4) - lhhw) third = (origin[0] + (PIC_SIZE / 4) + lhhw, origin[1]) shape = [third, origin, second] draw.line(shape, fill=(0, 255, 0), width=lw) # Draw the grid marks for point in draw_points: draw.rectangle(point, fill=(255, 0, 0)) # Slant the number representation rotate = im.rotate(-45, expand=1, fillcolor=(50, 50, 50)) idr = ImageDraw.Draw(rotate) # Write the base 10 arabic number in the top corner idr.text((15, 15), str(inp).zfill(4)) rotate.save("./output/number_%s.png" % (str(inp).zfill(4))) -
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This file contains hidden or bidirectional Unicode text that may be interpreted or compiled differently than what appears below. To review, open the file in an editor that reveals hidden Unicode characters. Learn more about bidirectional Unicode charactersOriginal file line number Diff line number Diff line change @@ -0,0 +1,62 @@ from PIL import ImageDraw, Image __description__ = """This program convert arabic numbers to a Numerical Notation that is used in the game Obduction. I did it based on what I remember and the real way of representing the numbers in that game may be a little different. It's based on """ s = 512 lw = s // 64 lhw = lw // 2 cc = [x * (s / 4) for x in range(5)] pa = cc[2], cc[2] pb = cc[1], cc[1] pc = cc[1], cc[3] pd = cc[3], cc[3] pe = cc[3], cc[1] points = [pa, pb, pc, pd, pe] draw_points = [((point[0] - lhw, point[1] - lhw), (point[0] + lhw, point[1] + lhw)) for point in points] for inp in range(1, 1023): im = Image.new("RGB", (s, s), color=(50, 50, 50)) draw = ImageDraw.Draw(im) rawbits = [int(bit) for bit in bin(inp)[2:].zfill(9)][::-1] bits = enumerate(rawbits) for p, b in bits: # Draw the info origin = points[p // 2] if b == 1: if p % 2 == 1 and rawbits[p - 1] == 1: second = (origin[0], origin[1] + (s / 4)) shape = [origin, second] # add second line third = (origin[0], origin[1] - (s / 4)) shape.insert(0, third) draw.line(shape, fill=(0, 255, 0), width=lw) elif p % 2 == 0: second = (origin[0] - (s / 4), origin[1]) shape = [origin, second] else: second = (origin[0], origin[1] - (s / 4)) shape = [origin, second] third = (origin[0] + (s / 4), origin[1]) shape.insert(0, third) draw.line(shape, fill=(0, 255, 0), width=lw) for point in draw_points: draw.rectangle(point, fill=(255, 0, 0)) rotate = im.rotate(-45, expand=1, fillcolor=(50, 50, 50)) idr = ImageDraw.Draw(rotate) idr.text((15, 15), str(inp).zfill(4)) rotate.save("./output/number_%s.png" % (str(inp).zfill(4))) # im.save("number_%s.png" % (str(inp).zfill(4)))