// Copyright 2009 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. package fmt import ( "math" "strconv" "unicode/utf8" ) const ( // %b of an int64, plus a sign. // Hex can add 0x and we handle it specially. nByte = 65 ldigits = "0123456789abcdef" udigits = "0123456789ABCDEF" ) const ( signed = true unsigned = false ) var padZeroBytes = make([]byte, nByte) var padSpaceBytes = make([]byte, nByte) func init() { for i := 0; i < nByte; i++ { padZeroBytes[i] = '0' padSpaceBytes[i] = ' ' } } // A fmt is the raw formatter used by Printf etc. // It prints into a buffer that must be set up separately. type fmt struct { intbuf [nByte]byte buf *buffer // width, precision wid int prec int // flags widPresent bool precPresent bool minus bool plus bool sharp bool space bool unicode bool uniQuote bool // Use 'x'= prefix for %U if printable. zero bool } func (f *fmt) clearflags() { f.wid = 0 f.widPresent = false f.prec = 0 f.precPresent = false f.minus = false f.plus = false f.sharp = false f.space = false f.unicode = false f.uniQuote = false f.zero = false } func (f *fmt) init(buf *buffer) { f.buf = buf f.clearflags() } // computePadding computes left and right padding widths (only one will be non-zero). func (f *fmt) computePadding(width int) (padding []byte, leftWidth, rightWidth int) { left := !f.minus w := f.wid if w < 0 { left = false w = -w } w -= width if w > 0 { if left && f.zero { return padZeroBytes, w, 0 } if left { return padSpaceBytes, w, 0 } else { // can't be zero padding on the right return padSpaceBytes, 0, w } } return } // writePadding generates n bytes of padding. func (f *fmt) writePadding(n int, padding []byte) { for n > 0 { m := n if m > nByte { m = nByte } f.buf.Write(padding[0:m]) n -= m } } // pad appends b to f.buf, padded on left (w > 0) or right (w < 0 or f.minus). func (f *fmt) pad(b []byte) { if !f.widPresent || f.wid == 0 { f.buf.Write(b) return } padding, left, right := f.computePadding(len(b)) if left > 0 { f.writePadding(left, padding) } f.buf.Write(b) if right > 0 { f.writePadding(right, padding) } } // padString appends s to buf, padded on left (w > 0) or right (w < 0 or f.minus). func (f *fmt) padString(s string) { if !f.widPresent || f.wid == 0 { f.buf.WriteString(s) return } padding, left, right := f.computePadding(utf8.RuneCountInString(s)) if left > 0 { f.writePadding(left, padding) } f.buf.WriteString(s) if right > 0 { f.writePadding(right, padding) } } var ( trueBytes = []byte("true") falseBytes = []byte("false") ) // fmt_boolean formats a boolean. func (f *fmt) fmt_boolean(v bool) { if v { f.pad(trueBytes) } else { f.pad(falseBytes) } } // integer; interprets prec but not wid. Once formatted, result is sent to pad() // and then flags are cleared. func (f *fmt) integer(a int64, base uint64, signedness bool, digits string) { // precision of 0 and value of 0 means "print nothing" if f.precPresent && f.prec == 0 && a == 0 { return } var buf []byte = f.intbuf[0:] if f.widPresent { width := f.wid if base == 16 && f.sharp { // Also adds "0x". width += 2 } if width > nByte { // We're going to need a bigger boat. buf = make([]byte, width) } } negative := signedness == signed && a < 0 if negative { a = -a } // two ways to ask for extra leading zero digits: %.3d or %03d. // apparently the first cancels the second. prec := 0 if f.precPresent { prec = f.prec f.zero = false } else if f.zero && f.widPresent && !f.minus && f.wid > 0 { prec = f.wid if negative || f.plus || f.space { prec-- // leave room for sign } } // format a into buf, ending at buf[i]. (printing is easier right-to-left.) // a is made into unsigned ua. we could make things // marginally faster by splitting the 32-bit case out into a separate // block but it's not worth the duplication, so ua has 64 bits. i := len(buf) ua := uint64(a) for ua >= base { i-- buf[i] = digits[ua%base] ua /= base } i-- buf[i] = digits[ua] for i > 0 && prec > len(buf)-i { i-- buf[i] = '0' } // Various prefixes: 0x, -, etc. if f.sharp { switch base { case 8: if buf[i] != '0' { i-- buf[i] = '0' } case 16: i-- buf[i] = 'x' + digits[10] - 'a' i-- buf[i] = '0' } } if f.unicode { i-- buf[i] = '+' i-- buf[i] = 'U' } if negative { i-- buf[i] = '-' } else if f.plus { i-- buf[i] = '+' } else if f.space { i-- buf[i] = ' ' } // If we want a quoted char for %#U, move the data up to make room. if f.unicode && f.uniQuote && a >= 0 && a <= utf8.MaxRune && strconv.IsPrint(rune(a)) { runeWidth := utf8.RuneLen(rune(a)) width := 1 + 1 + runeWidth + 1 // space, quote, rune, quote copy(buf[i-width:], buf[i:]) // guaranteed to have enough room. i -= width // Now put " 'x'" at the end. j := len(buf) - width buf[j] = ' ' j++ buf[j] = '\'' j++ utf8.EncodeRune(buf[j:], rune(a)) j += runeWidth buf[j] = '\'' } f.pad(buf[i:]) } // truncate truncates the string to the specified precision, if present. func (f *fmt) truncate(s string) string { if f.precPresent && f.prec < utf8.RuneCountInString(s) { n := f.prec for i := range s { if n == 0 { s = s[:i] break } n-- } } return s } // fmt_s formats a string. func (f *fmt) fmt_s(s string) { s = f.truncate(s) f.padString(s) } // fmt_sbx formats a string or byte slice as a hexadecimal encoding of its bytes. func (f *fmt) fmt_sbx(s string, b []byte, digits string) { n := len(b) if b == nil { n = len(s) } x := digits[10] - 'a' + 'x' // TODO: Avoid buffer by pre-padding. var buf []byte for i := 0; i < n; i++ { if i > 0 && f.space { buf = append(buf, ' ') } if f.sharp { buf = append(buf, '0', x) } var c byte if b == nil { c = s[i] } else { c = b[i] } buf = append(buf, digits[c>>4], digits[c&0xF]) } f.pad(buf) } // fmt_sx formats a string as a hexadecimal encoding of its bytes. func (f *fmt) fmt_sx(s, digits string) { f.fmt_sbx(s, nil, digits) } // fmt_bx formats a byte slice as a hexadecimal encoding of its bytes. func (f *fmt) fmt_bx(b []byte, digits string) { f.fmt_sbx("", b, digits) } // fmt_q formats a string as a double-quoted, escaped Go string constant. func (f *fmt) fmt_q(s string) { s = f.truncate(s) var quoted string if f.sharp && strconv.CanBackquote(s) { quoted = "`" + s + "`" } else { if f.plus { quoted = strconv.QuoteToASCII(s) } else { quoted = strconv.Quote(s) } } f.padString(quoted) } // fmt_qc formats the integer as a single-quoted, escaped Go character constant. // If the character is not valid Unicode, it will print '\ufffd'. func (f *fmt) fmt_qc(c int64) { var quoted []byte if f.plus { quoted = strconv.AppendQuoteRuneToASCII(f.intbuf[0:0], rune(c)) } else { quoted = strconv.AppendQuoteRune(f.intbuf[0:0], rune(c)) } f.pad(quoted) } // floating-point func doPrec(f *fmt, def int) int { if f.precPresent { return f.prec } return def } // formatFloat formats a float64; it is an efficient equivalent to f.pad(strconv.FormatFloat()...). func (f *fmt) formatFloat(v float64, verb byte, prec, n int) { // Format number, reserving space for leading + sign if needed. num := strconv.AppendFloat(f.intbuf[0:1], v, verb, prec, n) if num[1] == '-' || num[1] == '+' { num = num[1:] } else { num[0] = '+' } // Special handling for infinity, which doesn't look like a number so shouldn't be padded with zeros. if math.IsInf(v, 0) { if f.zero { defer func() { f.zero = true }() f.zero = false } } // num is now a signed version of the number. // If we're zero padding, want the sign before the leading zeros. // Achieve this by writing the sign out and then padding the unsigned number. if f.zero && f.widPresent && f.wid > len(num) { if f.space && v >= 0 { f.buf.WriteByte(' ') // This is what C does: even with zero, f.space means space. f.wid-- } else if f.plus || v < 0 { f.buf.WriteByte(num[0]) f.wid-- } f.pad(num[1:]) return } // f.space says to replace a leading + with a space. if f.space && num[0] == '+' { num[0] = ' ' f.pad(num) return } // Now we know the sign is attached directly to the number, if present at all. // We want a sign if asked for, if it's negative, or if it's infinity (+Inf vs. -Inf). if f.plus || num[0] == '-' || math.IsInf(v, 0) { f.pad(num) return } // No sign to show and the number is positive; just print the unsigned number. f.pad(num[1:]) } // fmt_e64 formats a float64 in the form -1.23e+12. func (f *fmt) fmt_e64(v float64) { f.formatFloat(v, 'e', doPrec(f, 6), 64) } // fmt_E64 formats a float64 in the form -1.23E+12. func (f *fmt) fmt_E64(v float64) { f.formatFloat(v, 'E', doPrec(f, 6), 64) } // fmt_f64 formats a float64 in the form -1.23. func (f *fmt) fmt_f64(v float64) { f.formatFloat(v, 'f', doPrec(f, 6), 64) } // fmt_g64 formats a float64 in the 'f' or 'e' form according to size. func (f *fmt) fmt_g64(v float64) { f.formatFloat(v, 'g', doPrec(f, -1), 64) } // fmt_G64 formats a float64 in the 'f' or 'E' form according to size. func (f *fmt) fmt_G64(v float64) { f.formatFloat(v, 'G', doPrec(f, -1), 64) } // fmt_fb64 formats a float64 in the form -123p3 (exponent is power of 2). func (f *fmt) fmt_fb64(v float64) { f.formatFloat(v, 'b', 0, 64) } // float32 // cannot defer to float64 versions // because it will get rounding wrong in corner cases. // fmt_e32 formats a float32 in the form -1.23e+12. func (f *fmt) fmt_e32(v float32) { f.formatFloat(float64(v), 'e', doPrec(f, 6), 32) } // fmt_E32 formats a float32 in the form -1.23E+12. func (f *fmt) fmt_E32(v float32) { f.formatFloat(float64(v), 'E', doPrec(f, 6), 32) } // fmt_f32 formats a float32 in the form -1.23. func (f *fmt) fmt_f32(v float32) { f.formatFloat(float64(v), 'f', doPrec(f, 6), 32) } // fmt_g32 formats a float32 in the 'f' or 'e' form according to size. func (f *fmt) fmt_g32(v float32) { f.formatFloat(float64(v), 'g', doPrec(f, -1), 32) } // fmt_G32 formats a float32 in the 'f' or 'E' form according to size. func (f *fmt) fmt_G32(v float32) { f.formatFloat(float64(v), 'G', doPrec(f, -1), 32) } // fmt_fb32 formats a float32 in the form -123p3 (exponent is power of 2). func (f *fmt) fmt_fb32(v float32) { f.formatFloat(float64(v), 'b', 0, 32) } // fmt_c64 formats a complex64 according to the verb. func (f *fmt) fmt_c64(v complex64, verb rune) { f.fmt_complex(float64(real(v)), float64(imag(v)), 32, verb) } // fmt_c128 formats a complex128 according to the verb. func (f *fmt) fmt_c128(v complex128, verb rune) { f.fmt_complex(real(v), imag(v), 64, verb) } // fmt_complex formats a complex number as (r+ji). func (f *fmt) fmt_complex(r, j float64, size int, verb rune) { f.buf.WriteByte('(') oldPlus := f.plus oldSpace := f.space oldWid := f.wid for i := 0; ; i++ { switch verb { case 'b': f.formatFloat(r, 'b', 0, size) case 'e': f.formatFloat(r, 'e', doPrec(f, 6), size) case 'E': f.formatFloat(r, 'E', doPrec(f, 6), size) case 'f', 'F': f.formatFloat(r, 'f', doPrec(f, 6), size) case 'g': f.formatFloat(r, 'g', doPrec(f, -1), size) case 'G': f.formatFloat(r, 'G', doPrec(f, -1), size) } if i != 0 { break } // Imaginary part always has a sign. f.plus = true f.space = false f.wid = oldWid r = j } f.space = oldSpace f.plus = oldPlus f.wid = oldWid f.buf.Write(irparenBytes) }