286 lines
8.8 KiB
C#
286 lines
8.8 KiB
C#
// DirectXTK MakeSpriteFont tool
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//
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// THIS CODE AND INFORMATION IS PROVIDED "AS IS" WITHOUT WARRANTY OF
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// ANY KIND, EITHER EXPRESSED OR IMPLIED, INCLUDING BUT NOT LIMITED TO
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// THE IMPLIED WARRANTIES OF MERCHANTABILITY AND/OR FITNESS FOR A
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// PARTICULAR PURPOSE.
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//
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// Copyright (c) Microsoft Corporation. All rights reserved.
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//
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// http://go.microsoft.com/fwlink/?LinkId=248929
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using System;
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using System.Collections.Generic;
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using System.Drawing;
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using System.Drawing.Imaging;
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namespace MakeSpriteFont
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{
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// Helper for arranging many small bitmaps onto a single larger surface.
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public static class GlyphPacker
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{
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public static Bitmap ArrangeGlyphsFast(Glyph[] sourceGlyphs)
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{
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// Build up a list of all the glyphs needing to be arranged.
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List<ArrangedGlyph> glyphs = new List<ArrangedGlyph>();
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int largestWidth = 1;
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int largestHeight = 1;
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for (int i = 0; i < sourceGlyphs.Length; i++)
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{
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ArrangedGlyph glyph = new ArrangedGlyph();
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glyph.Source = sourceGlyphs[i];
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// Leave a one pixel border around every glyph in the output bitmap.
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glyph.Width = sourceGlyphs[i].Subrect.Width + 2;
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glyph.Height = sourceGlyphs[i].Subrect.Height + 2;
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if (glyph.Width > largestWidth)
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largestWidth = glyph.Width;
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if (glyph.Height > largestHeight)
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largestHeight = glyph.Height;
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glyphs.Add(glyph);
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}
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// Work out how big the output bitmap should be.
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int outputWidth = GuessOutputWidth(sourceGlyphs);
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// Place each glyph in a grid based on the largest glyph size
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int curx = 0;
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int cury = 0;
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for (int i = 0; i < glyphs.Count; i++)
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{
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glyphs[i].X = curx;
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glyphs[i].Y = cury;
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curx += largestWidth;
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if (curx + largestWidth > outputWidth)
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{
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curx = 0;
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cury += largestHeight;
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}
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}
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// Create the merged output bitmap.
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int outputHeight = MakeValidTextureSize(cury + largestHeight, false);
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return CopyGlyphsToOutput(glyphs, outputWidth, outputHeight);
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}
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public static Bitmap ArrangeGlyphs(Glyph[] sourceGlyphs)
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{
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// Build up a list of all the glyphs needing to be arranged.
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List<ArrangedGlyph> glyphs = new List<ArrangedGlyph>();
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for (int i = 0; i < sourceGlyphs.Length; i++)
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{
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ArrangedGlyph glyph = new ArrangedGlyph();
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glyph.Source = sourceGlyphs[i];
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// Leave a one pixel border around every glyph in the output bitmap.
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glyph.Width = sourceGlyphs[i].Subrect.Width + 2;
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glyph.Height = sourceGlyphs[i].Subrect.Height + 2;
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glyphs.Add(glyph);
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}
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// Sort so the largest glyphs get arranged first.
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glyphs.Sort(CompareGlyphSizes);
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// Work out how big the output bitmap should be.
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int outputWidth = GuessOutputWidth(sourceGlyphs);
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int outputHeight = 0;
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// Choose positions for each glyph, one at a time.
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for (int i = 0; i < glyphs.Count; i++)
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{
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if (i > 0 && (i % 500) == 0)
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{
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Console.Write(".");
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}
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PositionGlyph(glyphs, i, outputWidth);
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outputHeight = Math.Max(outputHeight, glyphs[i].Y + glyphs[i].Height);
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}
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if (glyphs.Count >= 500)
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{
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Console.WriteLine();
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}
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// Create the merged output bitmap.
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outputHeight = MakeValidTextureSize(outputHeight, false);
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return CopyGlyphsToOutput(glyphs, outputWidth, outputHeight);
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}
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// Once arranging is complete, copies each glyph to its chosen position in the single larger output bitmap.
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static Bitmap CopyGlyphsToOutput(List<ArrangedGlyph> glyphs, int width, int height)
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{
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Bitmap output = new Bitmap(width, height, PixelFormat.Format32bppArgb);
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int usedPixels = 0;
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foreach (ArrangedGlyph glyph in glyphs)
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{
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Glyph sourceGlyph = glyph.Source;
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Rectangle sourceRegion = sourceGlyph.Subrect;
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Rectangle destinationRegion = new Rectangle(glyph.X + 1, glyph.Y + 1, sourceRegion.Width, sourceRegion.Height);
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BitmapUtils.CopyRect(sourceGlyph.Bitmap, sourceRegion, output, destinationRegion);
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BitmapUtils.PadBorderPixels(output, destinationRegion);
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sourceGlyph.Bitmap = output;
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sourceGlyph.Subrect = destinationRegion;
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usedPixels += (glyph.Width * glyph.Height);
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}
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float utilization = ( (float)usedPixels / (float)(width * height) ) * 100;
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Console.WriteLine("Packing efficiency {0}%", utilization );
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return output;
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}
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// Internal helper class keeps track of a glyph while it is being arranged.
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class ArrangedGlyph
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{
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public Glyph Source;
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public int X;
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public int Y;
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public int Width;
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public int Height;
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}
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// Works out where to position a single glyph.
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static void PositionGlyph(List<ArrangedGlyph> glyphs, int index, int outputWidth)
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{
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int x = 0;
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int y = 0;
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while (true)
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{
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// Is this position free for us to use?
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int intersects = FindIntersectingGlyph(glyphs, index, x, y);
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if (intersects < 0)
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{
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glyphs[index].X = x;
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glyphs[index].Y = y;
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return;
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}
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// Skip past the existing glyph that we collided with.
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x = glyphs[intersects].X + glyphs[intersects].Width;
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// If we ran out of room to move to the right, try the next line down instead.
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if (x + glyphs[index].Width > outputWidth)
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{
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x = 0;
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y++;
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}
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}
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}
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// Checks if a proposed glyph position collides with anything that we already arranged.
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static int FindIntersectingGlyph(List<ArrangedGlyph> glyphs, int index, int x, int y)
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{
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int w = glyphs[index].Width;
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int h = glyphs[index].Height;
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for (int i = 0; i < index; i++)
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{
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if (glyphs[i].X >= x + w)
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continue;
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if (glyphs[i].X + glyphs[i].Width <= x)
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continue;
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if (glyphs[i].Y >= y + h)
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continue;
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if (glyphs[i].Y + glyphs[i].Height <= y)
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continue;
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return i;
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}
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return -1;
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}
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// Comparison function for sorting glyphs by size.
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static int CompareGlyphSizes(ArrangedGlyph a, ArrangedGlyph b)
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{
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const int heightWeight = 1024;
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int aSize = a.Height * heightWeight + a.Width;
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int bSize = b.Height * heightWeight + b.Width;
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if (aSize != bSize)
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return bSize.CompareTo(aSize);
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else
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return a.Source.Character.CompareTo(b.Source.Character);
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}
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// Heuristic guesses what might be a good output width for a list of glyphs.
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static int GuessOutputWidth(Glyph[] sourceGlyphs)
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{
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int maxWidth = 0;
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int totalSize = 0;
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foreach (Glyph glyph in sourceGlyphs)
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{
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maxWidth = Math.Max(maxWidth, glyph.Subrect.Width);
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totalSize += glyph.Subrect.Width * glyph.Subrect.Height;
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}
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int width = Math.Max((int)Math.Sqrt(totalSize), maxWidth);
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return MakeValidTextureSize(width, true);
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}
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// Rounds a value up to the next larger valid texture size.
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static int MakeValidTextureSize(int value, bool requirePowerOfTwo)
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{
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// In case we want to DXT compress, make sure the size is a multiple of 4.
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const int blockSize = 4;
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if (requirePowerOfTwo)
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{
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// Round up to a power of two.
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int powerOfTwo = blockSize;
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while (powerOfTwo < value)
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powerOfTwo <<= 1;
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return powerOfTwo;
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}
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else
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{
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// Round up to the specified block size.
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return (value + blockSize - 1) & ~(blockSize - 1);
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}
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}
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}
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}
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