// Copyright 2012 The Go Authors. All rights reserved. // Use of this source code is governed by a BSD-style // license that can be found in the LICENSE file. // +build ignore // This program generates fixedhuff.go // Invoke as // // go run gen.go -output fixedhuff.go package main import ( "bytes" "flag" "fmt" "go/format" "io/ioutil" "log" ) var filename = flag.String("output", "fixedhuff.go", "output file name") const maxCodeLen = 16 // Note: the definition of the huffmanDecoder struct is copied from // inflate.go, as it is private to the implementation. // chunk & 15 is number of bits // chunk >> 4 is value, including table link const ( huffmanChunkBits = 9 huffmanNumChunks = 1 << huffmanChunkBits huffmanCountMask = 15 huffmanValueShift = 4 ) type huffmanDecoder struct { min int // the minimum code length chunks [huffmanNumChunks]uint32 // chunks as described above links [][]uint32 // overflow links linkMask uint32 // mask the width of the link table } // Initialize Huffman decoding tables from array of code lengths. // Following this function, h is guaranteed to be initialized into a complete // tree (i.e., neither over-subscribed nor under-subscribed). The exception is a // degenerate case where the tree has only a single symbol with length 1. Empty // trees are permitted. func (h *huffmanDecoder) init(bits []int) bool { // Sanity enables additional runtime tests during Huffman // table construction. It's intended to be used during // development to supplement the currently ad-hoc unit tests. const sanity = false if h.min != 0 { *h = huffmanDecoder{} } // Count number of codes of each length, // compute min and max length. var count [maxCodeLen]int var min, max int for _, n := range bits { if n == 0 { continue } if min == 0 || n < min { min = n } if n > max { max = n } count[n]++ } // Empty tree. The decompressor.huffSym function will fail later if the tree // is used. Technically, an empty tree is only valid for the HDIST tree and // not the HCLEN and HLIT tree. However, a stream with an empty HCLEN tree // is guaranteed to fail since it will attempt to use the tree to decode the // codes for the HLIT and HDIST trees. Similarly, an empty HLIT tree is // guaranteed to fail later since the compressed data section must be // composed of at least one symbol (the end-of-block marker). if max == 0 { return true } code := 0 var nextcode [maxCodeLen]int for i := min; i <= max; i++ { code <<= 1 nextcode[i] = code code += count[i] } // Check that the coding is complete (i.e., that we've // assigned all 2-to-the-max possible bit sequences). // Exception: To be compatible with zlib, we also need to // accept degenerate single-code codings. See also // TestDegenerateHuffmanCoding. if code != 1< huffmanChunkBits { numLinks := 1 << (uint(max) - huffmanChunkBits) h.linkMask = uint32(numLinks - 1) // create link tables link := nextcode[huffmanChunkBits+1] >> 1 h.links = make([][]uint32, huffmanNumChunks-link) for j := uint(link); j < huffmanNumChunks; j++ { reverse := int(reverseByte[j>>8]) | int(reverseByte[j&0xff])<<8 reverse >>= uint(16 - huffmanChunkBits) off := j - uint(link) if sanity && h.chunks[reverse] != 0 { panic("impossible: overwriting existing chunk") } h.chunks[reverse] = uint32(off<>8]) | int(reverseByte[code&0xff])<<8 reverse >>= uint(16 - n) if n <= huffmanChunkBits { for off := reverse; off < len(h.chunks); off += 1 << uint(n) { // We should never need to overwrite // an existing chunk. Also, 0 is // never a valid chunk, because the // lower 4 "count" bits should be // between 1 and 15. if sanity && h.chunks[off] != 0 { panic("impossible: overwriting existing chunk") } h.chunks[off] = chunk } } else { j := reverse & (huffmanNumChunks - 1) if sanity && h.chunks[j]&huffmanCountMask != huffmanChunkBits+1 { // Longer codes should have been // associated with a link table above. panic("impossible: not an indirect chunk") } value := h.chunks[j] >> huffmanValueShift linktab := h.links[value] reverse >>= huffmanChunkBits for off := reverse; off < len(linktab); off += 1 << uint(n-huffmanChunkBits) { if sanity && linktab[off] != 0 { panic("impossible: overwriting existing chunk") } linktab[off] = chunk } } } if sanity { // Above we've sanity checked that we never overwrote // an existing entry. Here we additionally check that // we filled the tables completely. for i, chunk := range h.chunks { if chunk == 0 { // As an exception, in the degenerate // single-code case, we allow odd // chunks to be missing. if code == 1 && i%2 == 1 { continue } panic("impossible: missing chunk") } } for _, linktab := range h.links { for _, chunk := range linktab { if chunk == 0 { panic("impossible: missing chunk") } } } } return true } func main() { flag.Parse() var h huffmanDecoder var bits [288]int initReverseByte() for i := 0; i < 144; i++ { bits[i] = 8 } for i := 144; i < 256; i++ { bits[i] = 9 } for i := 256; i < 280; i++ { bits[i] = 7 } for i := 280; i < 288; i++ { bits[i] = 8 } h.init(bits[:]) if h.links != nil { log.Fatal("Unexpected links table in fixed Huffman decoder") } var buf bytes.Buffer fmt.Fprintf(&buf, `// Copyright 2013 The Go Authors. All rights reserved. // Use of this source code is governed by a BSD-style // license that can be found in the LICENSE file.`+"\n\n") fmt.Fprintln(&buf, "package flate") fmt.Fprintln(&buf) fmt.Fprintln(&buf, "// autogenerated by go run gen.go -output fixedhuff.go, DO NOT EDIT") fmt.Fprintln(&buf) fmt.Fprintln(&buf, "var fixedHuffmanDecoder = huffmanDecoder{") fmt.Fprintf(&buf, "\t%d,\n", h.min) fmt.Fprintln(&buf, "\t[huffmanNumChunks]uint32{") for i := 0; i < huffmanNumChunks; i++ { if i&7 == 0 { fmt.Fprintf(&buf, "\t\t") } else { fmt.Fprintf(&buf, " ") } fmt.Fprintf(&buf, "0x%04x,", h.chunks[i]) if i&7 == 7 { fmt.Fprintln(&buf) } } fmt.Fprintln(&buf, "\t},") fmt.Fprintln(&buf, "\tnil, 0,") fmt.Fprintln(&buf, "}") data, err := format.Source(buf.Bytes()) if err != nil { log.Fatal(err) } err = ioutil.WriteFile(*filename, data, 0644) if err != nil { log.Fatal(err) } } var reverseByte [256]byte func initReverseByte() { for x := 0; x < 256; x++ { var result byte for i := uint(0); i < 8; i++ { result |= byte(((x >> i) & 1) << (7 - i)) } reverseByte[x] = result } }