diff --git a/Readme.md b/Readme.md index 4d690d8..da879c2 100644 --- a/Readme.md +++ b/Readme.md @@ -10,97 +10,43 @@ /* create the PDF document */ - var doc = new pdf(); - doc.text(20, 20, 'hello, I am PDF.'); - doc.text(20, 30, 'i was created in the browser using javascript.'); - doc.text(20, 40, 'i can also be created from node.js'); - - /* Optional - set properties on the document */ - doc.setProperties({ - title: 'A sample document created by pdf.js', - subject: 'PDFs are kinda cool, i guess', - author: 'Marak Squires', - keywords: 'pdf.js, javascript, Marak, Marak Squires', - creator: 'pdf.js' - }); - doc.addPage(); - - doc.setFontSize(22); - doc.text(20, 20, 'This is a title'); - - doc.setFontSize(16); - doc.text(20, 30, 'This is some normal sized text underneath.'); - - doc.drawLine(100, 100, 100, 120, 1.0, 'dashed'); - doc.drawLine(100, 100, 120, 100, 1.2, 'dotted'); - doc.drawLine(120, 120, 100, 120, 1.4, 'dashed'); - doc.drawLine(120, 120, 120, 100, 1.6, 'solid'); - - doc.drawRect(140, 140, 10, 10, 'solid'); - - var fileName = "testFile"+new Date().getSeconds()+".pdf"; - var pdfAsDataURI = doc.output('datauri', {"fileName":fileName}); - - /* inject the pdf into the browser */ - - // inject using an iframe - // this seems to work in FF but not Chrome? try testing some more on your own >.< - //$('#theFrame').attr('src',pdfAsDataURI); - - // inject using an object tag - // doesnt really work but it does something interesting - //$('body').append(''); - - // inject changing document.location - // doesn't work in FF, kinda works in Chrome. this method is a bit brutal as the user sees a huge URL - // document.location = pdfAsDataURI; - - // create a link - // this seems to always work, except clicking the link destroys my FF instantly - $('#pdfLink').html(''+fileName+' right click and save file as pdf -### node.js - - var sys = require('sys'); - var fs = require('fs'); - var pdf = require('./lib/pdf').pdf; - - /* create the PDF document */ - - var doc = new pdf(); - doc.text(20, 20, 'hello, I am PDF.'); - doc.text(20, 30, 'i was created using node.js version: ' + process.version); - doc.text(20, 40, 'i can also be created from the browser'); - - /* optional - set properties on the document */ - doc.setProperties({ - title: 'A sample document created by pdf.js', - subject: 'PDFs are kinda cool, i guess', - author: 'Marak Squires', - keywords: 'pdf.js, javascript, Marak, Marak Squires', - creator: 'pdf.js' - }); - doc.addPage(); - - doc.setFontSize(22); - doc.text(20, 20, 'This is a title'); - doc.setFontSize(16); - doc.text(20, 30, 'This is some normal sized text underneath.'); - - doc.drawLine(100, 100, 100, 120, 1.0, 'dashed'); - doc.drawLine(100, 100, 120, 100, 1.2, 'dotted'); - doc.drawLine(120, 120, 100, 120, 1.4, 'dashed'); - doc.drawLine(120, 120, 120, 100, 1.6, 'solid'); - - doc.drawRect(140, 140, 10, 10, 'solid'); - - var fileName = "testFile"+new Date().getSeconds()+".pdf"; - - fs.writeFile(fileName, doc.output(), function(err, data){ - sys.puts(fileName +' was created! great success!'); - }); - ## Authors -#### Marak Squires and Matthew Bergman +#### Marak Squires, Matthew Bergman and Stepan Kotek Heavily inspired by James Hall's jsPDF \ No newline at end of file diff --git a/index.html b/index.html index cf1f5df..aa7708f 100644 --- a/index.html +++ b/index.html @@ -1,139 +1,137 @@ - - pdf.js - create basic pdf files in the browser and node.js - - - - - - - +pdf.js - create basic pdf files in the browser + + + + + + + + + -

pdf.js - create basic pdf files in the browser and node.js

- - -

demo - -this uses dataURIs and they kinda suck. the -node.js version is better.


-
- - -
- -
- - - -Fork me on GitHub - + + \ No newline at end of file diff --git a/lib/pdf.js b/lib/pdf.js index 5ebb0c7..7757450 100644 --- a/lib/pdf.js +++ b/lib/pdf.js @@ -1,696 +1,1316 @@ -/* - -Original Project -Copyright (c) 2009 James Hall http://code.google.com/p/jspdf/ -https://github.com/MrRio/jsPDF - -Contributor(s) - pdf.js -Copyright (c) 2010 Marak Squires http://github.com/marak/pdf.js/ - - -Permission is hereby granted, free of charge, to any person obtaining -a copy of this software and associated documentation files (the -"Software"), to deal in the Software without restriction, including -without limitation the rights to use, copy, modify, merge, publish, -distribute, sublicense, and/or sell copies of the Software, and to -permit persons to whom the Software is furnished to do so, subject to -the following conditions: - -The above copyright notice and this permission notice shall be -included in all copies or substantial portions of the Software. - -THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, -EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF -MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND -NONINFRINGEMENT. IN NO EVENT SHALL THE AUTHORS OR COPYRIGHT HOLDERS BE -LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN AN ACTION -OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNECTION -WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE. - -*/ - -/* dual-side hack, i sorry */ -var sprintf; -var Base64; -if(typeof exports == 'undefined'){ - var exports = window; - var Base64 = window; -} - - -var pdf = exports.pdf = function(){ - - // Private properties - var version = '20090504'; - var buffer = ''; - - var pdfVersion = '1.3'; // PDF Version - var defaultPageFormat = 'a4'; - var pageFormats = { // Size in mm of various paper formats - 'a3': [841.89, 1190.55], - 'a4': [595.28, 841.89], - 'a5': [420.94, 595.28], - 'letter': [612, 792], - 'legal': [612, 1008] - }; - var textColor = '0 g'; - var page = 0; - var objectNumber = 2; // 'n' Current object number - var state = 0; // Current document state - var pages = new Array(); - var offsets = new Array(); // List of offsets - var lineWidth = 0.200025; // 2mm - var pageHeight; - var k; // Scale factor - var unit = 'mm'; // Default to mm for units - var documentProperties = {}; - var fontSize = 16; // Default font size - var pageFontSize = 16; - var font = 'Helvetica'; // Default font - var pageFont = font; - var fonts = {}; // fonts holder, namely use in putRessource - var fontIndex = 0; // F1, F2, etc. using setFont - var fontsNumber = {}; // object number holder for fonts - - // Initilisation - if (unit == 'pt') { - k = 1; - } else if(unit == 'mm') { - k = 72/25.4; - } else if(unit == 'cm') { - k = 72/2.54; - } else if(unit == 'in') { - k = 72; - } - - // Private functions - var newObject = function() { - //Begin a new object - objectNumber ++; - offsets[objectNumber] = buffer.length; - out(objectNumber + ' 0 obj'); - } - - - var putHeader = function() { - out('%PDF-' + pdfVersion); - } - - var putPages = function() { - - // TODO: Fix, hardcoded to a4 portrait - var wPt = pageWidth * k; - var hPt = pageHeight * k; - - for(n=1; n <= page; n++) { - newObject(); - out('<>'); - out('endobj'); - - //Page content - p = pages[n]; - newObject(); - out('<>'); - putStream(p); - out('endobj'); - } - offsets[1] = buffer.length; - out('1 0 obj'); - out('<>'); - out('endobj'); - } - - var putStream = function(str) { - out('stream'); - out(str); - out('endstream'); - } - - var putResources = function() { - var f; - // Deal with fonts, defined in fonts by user (using setFont). - if(fontIndex) { - for( f in fonts ) { - putFonts(f); - } - } else { - // if fontIndex still 0, means that setFont was not used, fallback to default - fonts[font] = 0; - putFonts(font); - } - - - putImages(); - - //Resource dictionary - offsets[2] = buffer.length; - out('2 0 obj'); - out('<<'); - putResourceDictionary(); - out('>>'); - out('endobj'); - } - - var putFonts = function(font) { - newObject(); - fontsNumber[font] = objectNumber; - - out('<>'); - out('endobj'); - } - - var putImages = function() { - // TODO - } - - var _drawLine = function(x1, y1, x2, y2, weight, style) { - if (typeof weight === "undefined" || weight < 0) { - weight = 1; - } - - if (typeof style === "undefined") { - style = '[] 0 d'; - } else { - if (style === 'dotted') { - style = '[1 2] 1 d'; - } else if (style === 'dashed') { - style = '[4 2] 2 d'; - } else { - style = '[] 0 d'; - } - } - - var str = sprintf('\n/LEP BMC \nq\n0 G\n%.2f w\n%s\n0 J\n1 0 0 1 0 0 cm\n%.2f %.2f m\n%.2f %.2f l\nS\nQ\nEMC\n', weight, style, k*x1, k*(pageHeight-y1), k*x2, k*(pageHeight-y2)); - out(str); - }; - - var putResourceDictionary = function() { - var i = 0, index, fx; - - out('/ProcSet [/PDF /Text /ImageB /ImageC /ImageI]'); - out('/Font <<'); - - // Do this for each font, the '1' bit is the index of the font - // fontNumber is currently the object number related to 'putFonts' - for( index in fontsNumber ) { - out(fonts[index] + ' ' + fontsNumber[index] + ' 0 R'); - } - - out('>>'); - out('/XObject <<'); - putXobjectDict(); - out('>>'); - } - - var putXobjectDict = function() { - // TODO - // Loop through images - } - - - var putInfo = function() { - out('/Producer (pdf.js ' + version + ')'); - if(documentProperties.title != undefined) { - out('/Title (' + pdfEscape(documentProperties.title) + ')'); - } - if(documentProperties.subject != undefined) { - out('/Subject (' + pdfEscape(documentProperties.subject) + ')'); - } - if(documentProperties.author != undefined) { - out('/Author (' + pdfEscape(documentProperties.author) + ')'); - } - if(documentProperties.keywords != undefined) { - out('/Keywords (' + pdfEscape(documentProperties.keywords) + ')'); - } - if(documentProperties.creator != undefined) { - out('/Creator (' + pdfEscape(documentProperties.creator) + ')'); - } - var created = new Date(); - var year = created.getFullYear(); - var month = (created.getMonth() + 1); - var day = created.getDate(); - var hour = created.getHours(); - var minute = created.getMinutes(); - var second = created.getSeconds(); - out('/CreationDate (D:' + sprintf('%02d%02d%02d%02d%02d%02d', year, month, day, hour, minute, second) + ')'); - } - - var putCatalog = function () { - out('/Type /Catalog'); - out('/Pages 1 0 R'); - // TODO: Add zoom and layout modes - out('/OpenAction [3 0 R /FitH null]'); - out('/PageLayout /OneColumn'); - } - - function putTrailer() { - out('/Size ' + (objectNumber + 1)); - out('/Root ' + objectNumber + ' 0 R'); - out('/Info ' + (objectNumber - 1) + ' 0 R'); - } - - var endDocument = function() { - state = 1; - putHeader(); - putPages(); - - putResources(); - //Info - newObject(); - out('<<'); - putInfo(); - out('>>'); - out('endobj'); - - //Catalog - newObject(); - out('<<'); - putCatalog(); - out('>>'); - out('endobj'); - - //Cross-ref - var o = buffer.length; - out('xref'); - out('0 ' + (objectNumber + 1)); - out('0000000000 65535 f '); - for (var i=1; i <= objectNumber; i++) { - out(sprintf('%010d 00000 n ', offsets[i])); - } - //Trailer - out('trailer'); - out('<<'); - putTrailer(); - out('>>'); - out('startxref'); - out(o); - out('%%EOF'); - state = 3; - } - - var beginPage = function() { - page ++; - // Do dimension stuff - state = 2; - pages[page] = ''; - - // TODO: Hardcoded at A4 and portrait - pageHeight = pageFormats['a4'][1] / k; - pageWidth = pageFormats['a4'][0] / k; - } - - var out = function(string) { - if(state == 2) { - pages[page] += string + '\n'; - } else { - buffer += string + '\n'; - } - } - - var _addPage = function() { - beginPage(); - // Set line width - out(sprintf('%.2f w', (lineWidth * k))); - - // 16 is the font size - pageFontSize = fontSize; - pageFont = font; - out('BT ' + fonts[font] + ' ' + parseInt(fontSize) + '.00 Tf ET'); - } - - // Add the first page automatically - _addPage(); - - // Escape text - var pdfEscape = function(text) { - return text.replace(/\\/g, '\\\\').replace(/\(/g, '\\(').replace(/\)/g, '\\)'); - } - - return { - addPage: function() { - _addPage(); - }, - text: function(x, y, text, f) { - if(f) { - this.setFont(f); - } - - // need either page height or page font - if(pageFontSize !== fontSize || pageFont !== font) { - pageFontSize = fontSize; - pageFont = font; - } - - var str = sprintf('BT %.2f %.2f Td (%s) Tj ET', x * k, (pageHeight - y) * k, pdfEscape(text)) - out('BT ' + (fonts[font] ? fonts[font] : '/F0') + ' ' + parseInt(fontSize, 10) + '.00 Tf ET'); - out(str); - }, - drawRect: function(x, y, w, h, style) { - var op = 'S'; - if (style === 'F') { - op = 'f'; - } else if (style === 'FD' || style === 'DF') { - op = 'B'; - } - out(sprintf('%.2f %.2f %.2f %.2f re %s', x * k, (pageHeight - y) * k, w * k, -h * k, op)); - }, - drawLine: _drawLine, - setProperties: function(properties) { - documentProperties = properties; - }, - addImage: function(imageData, format, x, y, w, h) { - - }, - output: function(type, options) { - endDocument(); - if(type == undefined) { - return buffer; - } - if(type == 'datauri') { - return 'data:application/pdf;filename='+options.fileName+';base64,' + Base64.encode(buffer); - } - // @TODO: Add different output options - }, - setFontSize: function(size) { - fontSize = size; - }, - setFont: function(f){ - if( !(f in fonts) ) { - // if not known font yet, add in fonts array, then used in endDocument - // while putting ressource - fonts[f] = '/F' + (fontIndex++); - } - font = f; - } - } - -}; - -/** -* -* Base64 encode / decode -* http://www.webtoolkit.info/ -* -**/ - -// private property -var keyStr = "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/="; - -// public method for encoding -exports.encode = function (input) { - var output = ""; - var chr1, chr2, chr3, enc1, enc2, enc3, enc4; - var i = 0; - - input = utf8_encode(input); - - while (i < input.length) { - - chr1 = input.charCodeAt(i++); - chr2 = input.charCodeAt(i++); - chr3 = input.charCodeAt(i++); - - enc1 = chr1 >> 2; - enc2 = ((chr1 & 3) << 4) | (chr2 >> 4); - enc3 = ((chr2 & 15) << 2) | (chr3 >> 6); - enc4 = chr3 & 63; - - if (isNaN(chr2)) { - enc3 = enc4 = 64; - } else if (isNaN(chr3)) { - enc4 = 64; - } - - output = output + - keyStr.charAt(enc1) + keyStr.charAt(enc2) + - keyStr.charAt(enc3) + keyStr.charAt(enc4); - - } - - return output; -} - -// public method for decoding -exports.decode = function (input) { - var output = ""; - var chr1, chr2, chr3; - var enc1, enc2, enc3, enc4; - var i = 0; - - input = input.replace(/[^A-Za-z0-9\+\/\=]/g, ""); - - while (i < input.length) { - - enc1 = keyStr.indexOf(input.charAt(i++)); - enc2 = keyStr.indexOf(input.charAt(i++)); - enc3 = keyStr.indexOf(input.charAt(i++)); - enc4 = keyStr.indexOf(input.charAt(i++)); - - chr1 = (enc1 << 2) | (enc2 >> 4); - chr2 = ((enc2 & 15) << 4) | (enc3 >> 2); - chr3 = ((enc3 & 3) << 6) | enc4; - - output = output + String.fromCharCode(chr1); - - if (enc3 != 64) { - output = output + String.fromCharCode(chr2); - } - if (enc4 != 64) { - output = output + String.fromCharCode(chr3); - } - - } - - output = utf8_decode(output); - - return output; - -} - -// private method for UTF-8 encoding -function utf8_encode(string) { - string = string.replace(/\r\n/g,"\n"); - var utftext = ""; - - for (var n = 0; n < string.length; n++) { - - var c = string.charCodeAt(n); - - if (c < 128) { - utftext += String.fromCharCode(c); - } - else if((c > 127) && (c < 2048)) { - utftext += String.fromCharCode((c >> 6) | 192); - utftext += String.fromCharCode((c & 63) | 128); - } - else { - utftext += String.fromCharCode((c >> 12) | 224); - utftext += String.fromCharCode(((c >> 6) & 63) | 128); - utftext += String.fromCharCode((c & 63) | 128); - } - - } - - return utftext; -} - -// private method for UTF-8 decoding -function utf8_decode(utftext) { - var string = ""; - var i = 0; - var c = c1 = c2 = 0; - - while ( i < utftext.length ) { - - c = utftext.charCodeAt(i); - - if (c < 128) { - string += String.fromCharCode(c); - i++; - } - else if((c > 191) && (c < 224)) { - c2 = utftext.charCodeAt(i+1); - string += String.fromCharCode(((c & 31) << 6) | (c2 & 63)); - i += 2; - } - else { - c2 = utftext.charCodeAt(i+1); - c3 = utftext.charCodeAt(i+2); - string += String.fromCharCode(((c & 15) << 12) | ((c2 & 63) << 6) | (c3 & 63)); - i += 3; - } - - } - - return string; -} - -/**** BUNDLED SOME EXTRA STUFF FOR THE BROWSER, IF YOU REALLY DONT LIKE THIS HERE IN YOUR NODE VERSION YOU CAN DELETE IT.... SORRY... ******/ -// Modified to work as a CommonJS/NodeJS lib -// Use: sprintf = require("sprintf").sprintf - -var sprintf = exports.sprintf = function ( ) { - // Return a formatted string - // - // version: 903.3016 - // discuss at: http://phpjs.org/functions/sprintf - // + original by: Ash Searle (http://hexmen.com/blog/) - // + namespaced by: Michael White (http://getsprink.com) - // + tweaked by: Jack - // + improved by: Kevin van Zonneveld (http://kevin.vanzonneveld.net) - // + input by: Paulo Ricardo F. Santos - // + improved by: Kevin van Zonneveld (http://kevin.vanzonneveld.net) - // + input by: Brett Zamir (http://brettz9.blogspot.com) - // + improved by: Kevin van Zonneveld (http://kevin.vanzonneveld.net) - // * example 1: sprintf("%01.2f", 123.1); - // * returns 1: 123.10 - // * example 2: sprintf("[%10s]", 'monkey'); - // * returns 2: '[ monkey]' - // * example 3: sprintf("[%'#10s]", 'monkey'); - // * returns 3: '[####monkey]' - var regex = /%%|%(\d+\$)?([-+\'#0 ]*)(\*\d+\$|\*|\d+)?(\.(\*\d+\$|\*|\d+))?([scboxXuidfegEG])/g; - var a = arguments, i = 0, format = a[i++]; - - // pad() - var pad = function(str, len, chr, leftJustify) { - if (!chr) chr = ' '; - var padding = (str.length >= len) ? '' : Array(1 + len - str.length >>> 0).join(chr); - return leftJustify ? str + padding : padding + str; - }; - - // justify() - var justify = function(value, prefix, leftJustify, minWidth, zeroPad, customPadChar) { - var diff = minWidth - value.length; - if (diff > 0) { - if (leftJustify || !zeroPad) { - value = pad(value, minWidth, customPadChar, leftJustify); - } else { - value = value.slice(0, prefix.length) + pad('', diff, '0', true) + value.slice(prefix.length); - } - } - return value; - }; - - // formatBaseX() - var formatBaseX = function(value, base, prefix, leftJustify, minWidth, precision, zeroPad) { - // Note: casts negative numbers to positive ones - var number = value >>> 0; - prefix = prefix && number && {'2': '0b', '8': '0', '16': '0x'}[base] || ''; - value = prefix + pad(number.toString(base), precision || 0, '0', false); - return justify(value, prefix, leftJustify, minWidth, zeroPad); - }; - - // formatString() - var formatString = function(value, leftJustify, minWidth, precision, zeroPad, customPadChar) { - if (precision != null) { - value = value.slice(0, precision); - } - return justify(value, '', leftJustify, minWidth, zeroPad, customPadChar); - }; - - // doFormat() - var doFormat = function(substring, valueIndex, flags, minWidth, _, precision, type) { - var number; - var prefix; - var method; - var textTransform; - var value; - - if (substring == '%%') return '%'; - - // parse flags - var leftJustify = false, positivePrefix = '', zeroPad = false, prefixBaseX = false, customPadChar = ' '; - var flagsl = flags.length; - for (var j = 0; flags && j < flagsl; j++) switch (flags.charAt(j)) { - case ' ': positivePrefix = ' '; break; - case '+': positivePrefix = '+'; break; - case '-': leftJustify = true; break; - case "'": customPadChar = flags.charAt(j+1); break; - case '0': zeroPad = true; break; - case '#': prefixBaseX = true; break; - } - - // parameters may be null, undefined, empty-string or real valued - // we want to ignore null, undefined and empty-string values - if (!minWidth) { - minWidth = 0; - } else if (minWidth == '*') { - minWidth = +a[i++]; - } else if (minWidth.charAt(0) == '*') { - minWidth = +a[minWidth.slice(1, -1)]; - } else { - minWidth = +minWidth; - } - - // Note: undocumented perl feature: - if (minWidth < 0) { - minWidth = -minWidth; - leftJustify = true; - } - - if (!isFinite(minWidth)) { - throw new Error('sprintf: (minimum-)width must be finite'); - } - - if (!precision) { - precision = 'fFeE'.indexOf(type) > -1 ? 6 : (type == 'd') ? 0 : void(0); - } else if (precision == '*') { - precision = +a[i++]; - } else if (precision.charAt(0) == '*') { - precision = +a[precision.slice(1, -1)]; - } else { - precision = +precision; - } - - // grab value using valueIndex if required? - value = valueIndex ? a[valueIndex.slice(0, -1)] : a[i++]; - - switch (type) { - case 's': return formatString(String(value), leftJustify, minWidth, precision, zeroPad, customPadChar); - case 'c': return formatString(String.fromCharCode(+value), leftJustify, minWidth, precision, zeroPad); - case 'b': return formatBaseX(value, 2, prefixBaseX, leftJustify, minWidth, precision, zeroPad); - case 'o': return formatBaseX(value, 8, prefixBaseX, leftJustify, minWidth, precision, zeroPad); - case 'x': return formatBaseX(value, 16, prefixBaseX, leftJustify, minWidth, precision, zeroPad); - case 'X': return formatBaseX(value, 16, prefixBaseX, leftJustify, minWidth, precision, zeroPad).toUpperCase(); - case 'u': return formatBaseX(value, 10, prefixBaseX, leftJustify, minWidth, precision, zeroPad); - case 'i': - case 'd': { - number = parseInt(+value); - prefix = number < 0 ? '-' : positivePrefix; - value = prefix + pad(String(Math.abs(number)), precision, '0', false); - return justify(value, prefix, leftJustify, minWidth, zeroPad); - } - case 'e': - case 'E': - case 'f': - case 'F': - case 'g': - case 'G': { - number = +value; - prefix = number < 0 ? '-' : positivePrefix; - method = ['toExponential', 'toFixed', 'toPrecision']['efg'.indexOf(type.toLowerCase())]; - textTransform = ['toString', 'toUpperCase']['eEfFgG'.indexOf(type) % 2]; - value = prefix + Math.abs(number)[method](precision); - return justify(value, prefix, leftJustify, minWidth, zeroPad)[textTransform](); - } - default: return substring; - } - }; - - return format.replace(regex, doFormat); -} +/* + +Original Project +Copyright (c) 2009 James Hall http://code.google.com/p/jspdf/ +https://github.com/MrRio/jsPDF + +Contributor(s) - pdf.js +Copyright (c) 2010 Marak Squires http://github.com/marak/pdf.js/ +Copyright (c) 2012 Stekot Squires http://github.com/stekot/pdf.js/ + + +Permission is hereby granted, free of charge, to any person obtaining +a copy of this software and associated documentation files (the +"Software"), to deal in the Software without restriction, including +without limitation the rights to use, copy, modify, merge, publish, +distribute, sublicense, and/or sell copies of the Software, and to +permit persons to whom the Software is furnished to do so, subject to +the following conditions: + +The above copyright notice and this permission notice shall be +included in all copies or substantial portions of the Software. + +THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, +EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF +MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND +NONINFRINGEMENT. IN NO EVENT SHALL THE AUTHORS OR COPYRIGHT HOLDERS BE +LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN AN ACTION +OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNECTION +WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE. + + */ + +/* dual-side hack, i sorry */ +var sprintf; +var Base64; +if (typeof exports == 'undefined') { + var exports = window; + var Base64 = window; +} +if (!Object.keys) { + Object.keys = function(o) { + if (o !== Object(o)) + throw new TypeError('Object.keys called on non-object'); + var ret = []; + for ( var p in o) + if (Object.prototype.hasOwnProperty.call(o, p)) + ret.push(p); + return ret; + }; +} + +var pdf = exports.pdf = function(listener) { + + // Private properties + var version = '20120510'; + var buffer = ''; + + var pdfVersion = '1.3'; // PDF Version + var defaultPageFormat = 'a4'; + var pageFormats = { // Size in mm of various paper formats + 'a3' : [ 841.89, 1190.55 ], + 'a4' : [ 595.28, 841.89 ], + 'a5' : [ 420.94, 595.28 ], + 'letter' : [ 612, 792 ], + 'legal' : [ 612, 1008 ] + }; + var page = 0; + var objectNumber = 2; // 'n' Current object number + var state = 0; // Current document state + var pages = new Array(); + var offsets = new Array(); // List of offsets + var lineWidth = 0.200025; // 2mm + var pageHeight; + var pageWidth; + var pageHeightPt; + var pageWidthPt; + var k; // Scale factor + var unit = 'mm'; // Default to mm for units + var documentProperties = {}; + var fontSize = 16; // Default font size + var pageFontSize = 16; + var font = 'Helvetica'; // Default font + var pageFont = font; + var fonts = {}; // fonts holder, namely use in putRessource + var fontData = {}; // fonts data + var fontIndex = 0; // F1, F2, etc. using setFont + var fontsNumber = {}; // object number holder for fonts + var encodings = {}; + var curEnc = null; + var baseFonts = { + courier : 'Courier', + courierB : 'Courier-Bold', + courierI : 'Courier-Oblique', + courierBI : 'Courier-BoldOblique', + helvetica : 'Helvetica', + helveticaB : 'Helvetica-Bold', + helveticaI : 'Helvetica-Oblique', + helveticaBI : 'Helvetica-BoldOblique', + times : 'Times-Roman', + timesB : 'Times-Bold', + timesI : 'Times-Italic', + timesBI : 'Times-BoldItalic', + symbol : 'Symbol', + zapfdingbats : 'ZapfDingbats' + }; + var images = {}; + + var lMargin = 30; + var rMargin = 30; + var tMargin = 30; + var bMargin = 30; + var curX, curY; + var stringWidths = {}; + var openConnections = 0; + var replacement = {}; + var outputFlag = false; + var createCon = function() { + openConnections++; + }; + var closeCon = function() { + openConnections--; + if (openConnections == 0 && outputFlag) { + var type = outputFlag[0]; + var opts = outputFlag[1]; + outputFlag = false; + _output(type, opts); + } + }; + + // Initilisation + if (unit == 'pt') { + k = 1; + } else if (unit == 'mm') { + k = 72 / 25.4; + } else if (unit == 'cm') { + k = 72 / 2.54; + } else if (unit == 'in') { + k = 72; + } + + var lMarginPt = lMargin / k; + var rMarginPt = rMargin / k; + var tMarginPt = tMargin / k; + var bMarginPt = bMargin / k; + + // Private functions + var newObject = function() { + // Begin a new object + objectNumber++; + offsets[objectNumber] = buffer.length; + out(objectNumber + ' 0 obj'); + }; + + var putHeader = function() { + out('%PDF-' + pdfVersion); + }; + + var putPages = function() { + + var wPt = pageWidth * k; + var hPt = pageHeight * k; + + for ( var n = 1; n <= page; n++) { + newObject(); + out('<>'); + out('endobj'); + + // Page content + p = pages[n]; + newObject(); + out('<>'); + putStream(p); + out('endobj'); + } + offsets[1] = buffer.length; + out('1 0 obj'); + out('<>'); + out('endobj'); + }; + + var putStream = function(str, b64) { + out('stream'); + if (b64) { + out(Base64.decode(str)); + } else { + out(str); + } + out('endstream'); + }; + + var putResources = function() { + // Deal with fonts, defined in fonts by user (using setFont). + if (!fontIndex) { + fonts[font] = 0; + } + putFonts(); + putImages(); + + // Resource dictionary + offsets[2] = buffer.length; + out('2 0 obj'); + out('<<'); + putResourceDictionary(); + out('>>'); + out('endobj'); + }; + + var putFonts = function() { + // put encodings + for (enc in encodings) { + newObject(); + out('<>'); + out('endobj'); + encodings[enc]['i'] = objectNumber; + } + for (f in fonts) { + newObject(); + fontsNumber[f] = objectNumber; + // basefonts + if (!(f in fontData)) { + out('<>'); + out('endobj'); + } + // embeded fonts + else { + var f = fontData[f]; + out('<>'); + out('endobj'); + newObject(); + out('<>'); + out('endobj'); + newObject(); + out('<>'); + putStream(f['file']); + out('endobj'); + } else { + out('>>'); + out('endobj'); + } + newObject(); + out('[ ' + (f['cw'].join(' ')) + ' ]'); + out('endobj'); + } + } + }; + + var putImg = function(img, url) { + newObject(); + images[url]['n'] = objectNumber; + out('<>'); + } + if ('trns' in img && img['trns'].constructor == Array) { + var trns = ''; + for ( var i = 0; i < img['trns'].length; i++) { + trns += (img[trns][i] + ' ' + img['trns'][i] + ' '); + out('/Mask [' + trns + ']'); + } + } + if ('smask' in img) { + out('/SMask ' + (objectNumber + 1) + ' 0 R'); + } + out('/Length ' + img['data'].length + '>>'); + putStream(img['data']); + out('endobj'); + }; + + var putImages = function() { + for ( var url in images) { + putImg(images[url], url); + } + }; + + var _drawLine = function(x1, y1, x2, y2, weight, style) { + if (typeof weight === "undefined" || weight < 0) { + weight = 1; + } + + if (typeof style === "undefined") { + style = '[] 0 d'; + } else { + if (style === 'dotted') { + style = '[1 2] 1 d'; + } else if (style === 'dashed') { + style = '[4 2] 2 d'; + } else { + style = '[] 0 d'; + } + } + + var str = sprintf( + '\n/LEP BMC \nq\n0 G\n%.2f w\n%s\n0 J\n1 0 0 1 0 0 cm\n%.2f ' + + '%.2f m\n%.2f %.2f l\nS\nQ\nEMC\n', weight, style, k + * x1, k * (pageHeight - y1), k * x2, k + * (pageHeight - y2)); + out(str); + }; + + var putResourceDictionary = function() { + var i = 0, index, fx; + + out('/ProcSet [/PDF /Text /ImageB /ImageC /ImageI]'); + out('/Font <<'); + + // Do this for each font, the '1' bit is the index of the font + // fontNumber is currently the object number related to 'putFonts' + for (index in fontsNumber) { + out(fonts[index] + ' ' + fontsNumber[index] + ' 0 R'); + } + + out('>>'); + out('/XObject <<'); + putXobjectDict(); + out('>>'); + }; + + var putXobjectDict = function() { + for (img in images) { + out('/I' + images[img]['i'] + ' ' + images[img]['n'] + ' 0 R'); + } + + }; + + var putInfo = function() { + out('/Producer (pdf.js ' + version + ')'); + if (documentProperties.title != undefined) { + out('/Title (' + pdfEscape(documentProperties.title) + ')'); + } + if (documentProperties.subject != undefined) { + out('/Subject (' + pdfEscape(documentProperties.subject) + ')'); + } + if (documentProperties.author != undefined) { + out('/Author (' + pdfEscape(documentProperties.author) + ')'); + } + if (documentProperties.keywords != undefined) { + out('/Keywords (' + pdfEscape(documentProperties.keywords) + ')'); + } + if (documentProperties.creator != undefined) { + out('/Creator (' + pdfEscape(documentProperties.creator) + ')'); + } + var created = new Date(); + var year = created.getFullYear(); + var month = (created.getMonth() + 1); + var day = created.getDate(); + var hour = created.getHours(); + var minute = created.getMinutes(); + var second = created.getSeconds(); + out('/CreationDate (D:' + + sprintf('%02d%02d%02d%02d%02d%02d', year, month, day, hour, + minute, second) + ')'); + }; + + var putCatalog = function() { + out('/Type /Catalog'); + out('/Pages 1 0 R'); + // TODO: Add zoom and layout modes + out('/OpenAction [3 0 R /FitH null]'); + out('/PageLayout /OneColumn'); + }; + + var putTrailer = function() { + out('/Size ' + (objectNumber + 1)); + out('/Root ' + objectNumber + ' 0 R'); + out('/Info ' + (objectNumber - 1) + ' 0 R'); + }; + + var unicodeToAscii = function(text) { + if (!curEnc || !text) { + return text; + } + returnText = []; + for ( var i = 0; i < text.length; i++) { + var charCode = text.charCodeAt(i); + if (charCode in encodings[curEnc]['uni2ascii']) { + charCode = encodings[curEnc]['uni2ascii'][charCode]; + } + returnText.push(String.fromCharCode(charCode)); + } + return returnText.join(''); + }; + + var getStringWidthCSS = function(text) { + // using CSS + var span = document.createElement('span'); + span.style.position = 'absolute'; + span.style.visibile = 'hidden'; + span.style.whiteSpace = 'pre'; + span.style.height = 'auto'; + span.style.width = 'auto'; + span.style.fontSize = fontSize; + if (font.indexOf('Oblique') !== -1 || font.indexOf('Italic') !== -1) { + span.style.fontStyle = ' italic'; + } + if (font.indexOf('Bold') !== -1) { + span.style.fontStyle = 'bold'; + } + span.style.fontFamily = font.split('-')[0]; + (document.getElementsByTagName('body')[0]).appendChild(span); + span.textContent = text; + var width = span.offsetWidth / k; + span.parentNode.removeChild(span); + return width; + }; + + var getStringWidthAFM = function(text) { + if (text in stringWidths) { + return stringWidths[text]; + } + text2 = unicodeToAscii(text); + width = 0; + len = text2.length; + for ( var i = 00; i < len; i++) { + var charCode = text2.charCodeAt(i); + width += fontData[font]['cw'][charCode]; + } + if (width == undefined) { + raise("width is undefined"); + } + width = width * fontSize / 1467.146364059851 / k; + if (buffer) { + stringWidths[text] = width; + } + return width; + }; + + var getStringWidth = function(text, buffer) { + if (buffer === undefined) { + buffer = false; + } + if (buffer && text in stringWidths) { + return stringWidths[text]; + } + if (font in fontData) { + var width = getStringWidthAFM(text, buffer); + } else { + var width = getStringWidthCSS(text, buffer); + } + if (buffer) { + stringWidths[text] = width; + } + return width; + } + + var endDocument = function() { + state = 1; + putHeader(); + putPages(); + putResources(); + // Info + newObject(); + out('<<'); + putInfo(); + out('>>'); + out('endobj'); + + // Catalog + newObject(); + out('<<'); + putCatalog(); + out('>>'); + out('endobj'); + + // Cross-ref + var o = buffer.length; + out('xref'); + out('0 ' + (objectNumber + 1)); + out('0000000000 65535 f '); + for ( var i = 1; i <= objectNumber; i++) { + out(sprintf('%010d 00000 n ', offsets[i])); + } + // Trailer + out('trailer'); + out('<<'); + putTrailer(); + out('>>'); + out('startxref'); + out(o); + out('%%EOF'); + state = 3; + for (r in replacement) { + buffer = buffer.replace(r, replacement[r]); + } + }; + + var beginPage = function() { + page++; + // Do dimension stuff + state = 2; + pages[page] = ''; + + pageHeightPt = pageFormats[defaultPageFormat][1]; + pageWidthPt = pageFormats[defaultPageFormat][0]; + pageHeight = pageFormats[defaultPageFormat][1] / k; + pageWidth = pageFormats[defaultPageFormat][0] / k; + curX = lMarginPt; + curY = tMarginPt; + }; + + var out = function(str) { + if (state == 2) { + pages[page] += str + '\n'; + } else { + buffer += str + '\n'; + } + }; + + var _setFont = function(f) { + stringWidths = {}; + if (!(f in fonts)) { + // if not known font yet, add in fonts array, then used in + // endDocument while putting ressource + fonts[f] = '/F' + (fontIndex++); + + } + font = f; + if (f in fontData) { + curEnc = fontData[f]['enc']; + } + }; + + var _addFont = function(family, style, data) { + var fontKey = family + style; + if (!(fontKey in fonts)) { + fonts[fontKey] = '/F' + fontIndex; + if (data) { + data['i'] = fontIndex; + if ('enc' in data) { + _addEncoding(data['enc'], data['uni2ascii'], data['diff']); + data['diff'] = undefined; + data['uni2ascii'] = undefined + } + if ('file' in data) { + data['file'] = Base64.decode(data['file']); + } + fontData[fontKey] = data; + } + fontIndex++; + } + }; + + var _addEncoding = function(enc, uni2ascii, diff) { + if (!(enc in encodings)) { + encodings[enc] = {}; + encodings[enc]['uni2ascii'] = uni2ascii; + encodings[enc]['diff'] = diff.replace("\\"); + encodings[enc]['i'] = null; + } + }; + + _setFont(font); + var _addPage = function() { + beginPage(); + // Set line width + out(sprintf('%.2f w', (lineWidth * k))); + + // 16 is the font size + pageFontSize = fontSize; + pageFont = font; + out('BT ' + fonts[font] + ' ' + parseInt(fontSize) + '.00 Tf ET'); + }; + + // Add the first page automatically + _addPage(); + + // Escape text + var pdfEscape = function(text) { + return text.replace(/\\/g, '\\\\').replace(/\(/g, '\\(').replace(/\)/g, + '\\)'); + }; + + var _output = function(type, options) { + endDocument(); + if (!options) { + var options = {}; + } + if (!options.fileName) { + options.fileName = 'doc.pdf'; + } + if (type === 'datauri') { + listener('data:application/pdf;filename=' + options.fileName + + ';base64,' + Base64.encode(buffer)); + } else { + listener(buffer); + } + // @TODO: Add different output options + }; + + return { + addPage : function() { + _addPage(); + }, + text : function(x, y, text, f) { + if (f) { + this.setFont(f); + } + + // need either page height or page font + if (pageFontSize !== fontSize || pageFont !== font) { + pageFontSize = fontSize; + pageFont = font; + } + text = unicodeToAscii(text); + var str = sprintf('BT %.2f %.2f Td (%s) Tj ET', x * k, + (pageHeight - y) * k, pdfEscape(text)); + out('BT ' + (fonts[font] ? fonts[font] : '/F0') + ' ' + + parseInt(fontSize, 10) + '.00 Tf ET'); + out(str); + }, + write : function(h, text, f, w) { + if (f) { + this.setFont(f); + } + text = text.replace('\r', ''); + if (!text) { + return 0; + } + var maxW = pageWidth - lMarginPt - rMarginPt - 60; + if (w) { + maxW = w; + } + var lineW = 0; + var sep = -1; + var n = text.length; + var i = 0; // actual letter + var j = 0; // last line break + lines = 0 + this.newLine(h); + if (getStringWidth(text) < pageWidth || getStringWidth(text) < w) { + this.text(curX, curY, text); + this.newLine(h); + return 1; + + } + while (i < n) { + // @TODO add handeling of new line + letterW = getStringWidth(text[i]); + if ((lineW) >= maxW) { + // new line + this.text(curX, curY, text.substr(j, sep - j)); + j = sep + 1; + sep = -1; + i = j; + lineW = 0; + lines++; + this.newLine(h); + if (getStringWidth(text.substr(i, n)) < maxW) { + this.text(curX, curY, text.substr(i, n)); + this.newLine(h); + i = n; + lines++; + } + i++; + continue; + } + if (text[i] === ' ') { + sep = i; + } + lineW += letterW; + i++; + if (i == n) {// end of the text + this.text(curX, curY, text.substr(j, sep - i)); + this.newLine(h); + lines++; + } + } + return lines; + }, + newLine : function(h) { + if (pageHeight - bMargin < curY) { + _addPage(); + } + curY += h; + }, + drawRect : function(x, y, w, h, style) { + var op = 'S'; + if (style === 'F') { + op = 'f'; + } else if (style === 'FD' || style === 'DF') { + op = 'B'; + } + out(sprintf('%.2f %.2f %.2f %.2f re %s', x * k, (pageHeight - y) + * k, w * k, -h * k, op)); + }, + drawLine : _drawLine, + setProperties : function(properties) { + documentProperties = properties; + }, + setFontSize : function(size) { + stringWidths = {}; + fontSize = size; + }, + setFont : _setFont, + addFont : _addFont, + image : function(obj, x, y, w, h) { + if (typeof (obj) === 'string') { + var url = obj; + var replacementKey = sprintf('{{img%s}}', Object + .keys(replacement).length); + replacement[replacementKey] = ''; + out(replacementKey); + if (!(url in images)) { + images[url] = {}; + images[url]['i'] = (Object.keys(images).length + 1); + } + var i = images[url]['i']; + var img = new Image(); + createCon(); + img.onError = function() { + alert("Can't load an image " + url); + closeCon(); + }; + img.onload = function() { + var canvas = document.getElementById('canvas'); + canvas = document.createElement('canvas'); + document.body.appendChild(canvas); + var height = img.height; + var width = img.width; + canvas.width = width; + canvas.height = height; + var ctx = canvas.getContext("2d"); + ctx.drawImage(img, 0, 0); + var info = { + w : width, + h : height, + cs : 'DeviceRGB', + bpc : 8, + f : 'DCTDecode', + i : i, + data : Base64.decode(canvas.toDataURL("image/jpeg") + .replace('data:image/jpeg;base64,', '')) + }; + document.body.removeChild(canvas); + images[url] = info; + if (!w && !h) { + w = -96; + h = -96; + } + if (w < 0) { + w = (-1) * info['w'] * 72 / w / k; + } + if (h < 0) { + h = (-1) * info['h'] * 72 / h / k; + } + if (w === 0) { + w = h * info['w'] / info['h']; + } + if (h === 0) { + h = w * info['h'] / info['w']; + } + replacement[replacementKey] = sprintf( + 'q %.2f 0 0 %.2f %.2f %.2f cm /I%d Do Q', w * k, h + * k, x * k, (pageHeight - (y + h)) * k, + info['i']); + closeCon(); + }; + img.src = url; + } + if (typeof (obj) === 'object') { + if (obj.tagName.toLowerCase() !== 'img' + && obj.tagName.toLowerCase() !== 'canvas') { + raise("unknown type"); + } + var url = 'document' + (Object.keys(images).length + 1); + images[url] = {}; + images[url]['i'] = (Object.keys(images).length + 1); + var i = images[url]['i']; + if (obj.tagName.toLowerCase() === 'img') { + var img = obj; + var canvas = document.getElementById('canvas'); + canvas = document.createElement('canvas'); + document.body.appendChild(canvas); + canvas.width = img.width; + canvas.height = img.height; + var ctx = canvas.getContext("2d"); + ctx.drawImage(img, 0, 0); + } else { + var canvas = obj; + } + var info = { + w : canvas.width, + h : canvas.height, + cs : 'DeviceRGB', + bpc : 8, + f : 'DCTDecode', + i : i, + data : Base64.decode(canvas.toDataURL("image/jpeg") + .replace('data:image/jpeg;base64,', '')) + }; + if (obj.tagName.toLowerCase() === 'img') { + document.body.removeChild(canvas); + } + images[url] = info; + if (!w && !h) { + w = -96; + h = -96; + } + if (w < 0) { + w = (-1) * info['w'] * 72 / w / k; + } + if (h < 0) { + h = (-1) * info['h'] * 72 / h / k; + } + if (w === 0) { + w = h * info['w'] / info['h']; + } + if (h === 0) { + h = w * info['h'] / info['w']; + } + out(sprintf('q %.2f 0 0 %.2f %.2f %.2f cm /I%d Do Q', w * k, h + * k, x * k, (pageHeight - (y + h)) * k, info['i'])); + } + }, + table : function(header, data, opts) { + var widths = opts.innerWidths; + var height = opts.innerHeight; + var headerHeight = opts.headerInnerHeight; + if (!headerHeight) { + headerHeight = height; + } + var charHeight = opts.charHeight; + var headerCharHeight = opts.headerCharHeight; + if (!headerCharHeight) { + headerCharHeight = charHeight; + } + var padding = opts.padding; + var headerPadding = opts.headerPadding; + if (!headerPadding) { + headerPadding = padding; + } + var font2 = opts.font; + if (!font2) { + font2 = font; + } + var fontSize2 = opts.fontSize; + if (!fontSize2) { + fontSize2 = fontSize; + } + var headerFont = opts.headerFont; + if (!headerFont) { + headerFont = font2; + } + var headerFontSize = opts.headerFontSize; + if (!headerFontSize) { + headerFontSize = fontSize2; + } + var borderStyle = opts.borderStyle; + var orFontSize = fontSize; + var orFont = font; + t = 0.67; + this.setFontSize(headerFontSize); + this.setFont(headerFont); + var orX = curX; + var orY = curY; + var lines = 0; + for ( var i = 0; i < header.length; i++) { + var lines2 = this.write(headerHeight, header[i], undefined, + widths[i] * t); + lines = Math.max(lines, lines2); + curY = orY; + curX += widths[i] + headerPadding * 2; + } + if (borderStyle) { + curX = orX; + curY = orY + for ( var i = 0; i < header.length; i++) { + var x1 = curX - headerPadding; + var x2 = curX + widths[i] + headerPadding; + var y1 = curY - headerPadding; + var y2 = curY + headerHeight * lines + headerPadding; + this.drawLine(x1, y1, x1, y2, 1.2, borderStyle); + this.drawLine(x1, y1, x2, y1, 1.2, borderStyle); + this.drawLine(x1, y2, x2, y2, 1.2, borderStyle); + this.drawLine(x2, y1, x2, y2, 1.2, borderStyle); + curY = orY; + curX += widths[i] + headerPadding * 2; + } + curX = orX; + curY += headerHeight * lines + headerPadding + padding; + } + this.setFontSize(orFontSize); + this.setFont(orFont); + this.setFontSize(fontSize2); + this.setFont(font2); + for ( var j = 0; j < data.length; j++) { + orY = curY; + lines = 0; + for ( var i = 0; i < data[j].length; i++) { + var lines2 = this.write(charHeight, data[j][i], undefined, + widths[i] * t); + lines = Math.max(lines, lines2); + curY = orY; + curX += widths[i] + padding * 2; + } + curX = orX + if (borderStyle) { + for ( var i = 0; i < data[j].length; i++) { + x1 = curX - padding; + x2 = curX + widths[i] + padding; + y1 = curY - padding; + y2 = curY + height * lines + padding; + this.drawLine(x1, y1, x1, y2, 1.0, borderStyle); + this.drawLine(x1, y1, x2, y1, 1.0, borderStyle); + this.drawLine(x1, y2, x2, y2, 1.0, borderStyle); + this.drawLine(x2, y1, x2, y2, 1.0, borderStyle); + curY = orY; + curX += widths[i] + headerPadding * 2; + } + curX = orX; + } + curY += height * lines + padding * 2; + + } + }, + output : function(type, options) { + if (openConnections == 0) { + _output(type, options); + } else { + outputFlag = [ type, options ]; + } + }, + }; +}; + +/** + * + * Base64 encode / decode http://www.webtoolkit.info/ + * + */ + +// private property +var keyStr = "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/="; + +// public method for encoding +exports.encode = function(input) { + var output = ""; + var chr1, chr2, chr3, enc1, enc2, enc3, enc4; + var i = 0; + + // input = utf8_encode(input); + + while (i < input.length) { + + chr1 = input.charCodeAt(i++); + chr2 = input.charCodeAt(i++); + chr3 = input.charCodeAt(i++); + + enc1 = chr1 >> 2; + enc2 = ((chr1 & 3) << 4) | (chr2 >> 4); + enc3 = ((chr2 & 15) << 2) | (chr3 >> 6); + enc4 = chr3 & 63; + + if (isNaN(chr2)) { + enc3 = enc4 = 64; + } else if (isNaN(chr3)) { + enc4 = 64; + } + + output = output + keyStr.charAt(enc1) + keyStr.charAt(enc2) + + keyStr.charAt(enc3) + keyStr.charAt(enc4); + + } + + return output; +}; + +// public method for decoding +exports.decode = function(input) { + var output = ""; + var chr1, chr2, chr3; + var enc1, enc2, enc3, enc4; + var i = 0; + + input = input.replace(/[^A-Za-z0-9\+\/\=]/g, ""); + + while (i < input.length) { + + enc1 = keyStr.indexOf(input.charAt(i++)); + enc2 = keyStr.indexOf(input.charAt(i++)); + enc3 = keyStr.indexOf(input.charAt(i++)); + enc4 = keyStr.indexOf(input.charAt(i++)); + + chr1 = (enc1 << 2) | (enc2 >> 4); + chr2 = ((enc2 & 15) << 4) | (enc3 >> 2); + chr3 = ((enc3 & 3) << 6) | enc4; + + output = output + String.fromCharCode(chr1); + + if (enc3 != 64) { + output = output + String.fromCharCode(chr2); + } + if (enc4 != 64) { + output = output + String.fromCharCode(chr3); + } + + } + + // output = utf8_decode(output); + + return output; + +}; + +// private method for UTF-8 encoding +function utf8_encode(string) { + string = string.replace(/\r\n/g, "\n"); + var utftext = ""; + + for ( var n = 0; n < string.length; n++) { + + var c = string.charCodeAt(n); + + if (c < 128) { + utftext += String.fromCharCode(c); + } else if ((c > 127) && (c < 2048)) { + utftext += String.fromCharCode((c >> 6) | 192); + utftext += String.fromCharCode((c & 63) | 128); + } else { + utftext += String.fromCharCode((c >> 12) | 224); + utftext += String.fromCharCode(((c >> 6) & 63) | 128); + utftext += String.fromCharCode((c & 63) | 128); + } + + } + + return utftext; +} + +// private method for UTF-8 decoding +function utf8_decode(utftext) { + var string = ""; + var i = 0; + var c = c1 = c2 = 0; + + while (i < utftext.length) { + + c = utftext.charCodeAt(i); + + if (c < 128) { + string += String.fromCharCode(c); + i++; + } else if ((c > 191) && (c < 224)) { + c2 = utftext.charCodeAt(i + 1); + string += String.fromCharCode(((c & 31) << 6) | (c2 & 63)); + i += 2; + } else { + c2 = utftext.charCodeAt(i + 1); + c3 = utftext.charCodeAt(i + 2); + string += String.fromCharCode(((c & 15) << 12) | ((c2 & 63) << 6) + | (c3 & 63)); + i += 3; + } + + } + + return string; +} + +/** + * ** BUNDLED SOME EXTRA STUFF FOR THE BROWSER, IF YOU REALLY DONT LIKE THIS + * HERE IN YOUR NODE VERSION YOU CAN DELETE IT.... SORRY... ***** + */ +// Modified to work as a CommonJS/NodeJS lib +// Use: sprintf = require("sprintf").sprintf +var sprintf = exports.sprintf = function() { + // Return a formatted string + // + // version: 903.3016 + // discuss at: http://phpjs.org/functions/sprintf + // + original by: Ash Searle (http://hexmen.com/blog/) + // + namespaced by: Michael White (http://getsprink.com) + // + tweaked by: Jack + // + improved by: Kevin van Zonneveld (http://kevin.vanzonneveld.net) + // + input by: Paulo Ricardo F. Santos + // + improved by: Kevin van Zonneveld (http://kevin.vanzonneveld.net) + // + input by: Brett Zamir (http://brettz9.blogspot.com) + // + improved by: Kevin van Zonneveld (http://kevin.vanzonneveld.net) + // * example 1: sprintf("%01.2f", 123.1); + // * returns 1: 123.10 + // * example 2: sprintf("[%10s]", 'monkey'); + // * returns 2: '[ monkey]' + // * example 3: sprintf("[%'#10s]", 'monkey'); + // * returns 3: '[####monkey]' + var regex = /%%|%(\d+\$)?([-+\'#0 ]*)(\*\d+\$|\*|\d+)?(\.(\*\d+\$|\*|\d+))?([scboxXuidfegEG])/g; + var a = arguments, i = 0, format = a[i++]; + + // pad() + var pad = function(str, len, chr, leftJustify) { + if (!chr) + chr = ' '; + var padding = (str.length >= len) ? '' : Array( + 1 + len - str.length >>> 0).join(chr); + return leftJustify ? str + padding : padding + str; + }; + + // justify() + var justify = function(value, prefix, leftJustify, minWidth, zeroPad, + customPadChar) { + var diff = minWidth - value.length; + if (diff > 0) { + if (leftJustify || !zeroPad) { + value = pad(value, minWidth, customPadChar, leftJustify); + } else { + value = value.slice(0, prefix.length) + + pad('', diff, '0', true) + value.slice(prefix.length); + } + } + return value; + }; + + // formatBaseX() + var formatBaseX = function(value, base, prefix, leftJustify, minWidth, + precision, zeroPad) { + // Note: casts negative numbers to positive ones + var number = value >>> 0; + prefix = prefix && number && { + '2' : '0b', + '8' : '0', + '16' : '0x' + }[base] || ''; + value = prefix + pad(number.toString(base), precision || 0, '0', false); + return justify(value, prefix, leftJustify, minWidth, zeroPad); + }; + + // formatString() + var formatString = function(value, leftJustify, minWidth, precision, + zeroPad, customPadChar) { + if (precision != null) { + value = value.slice(0, precision); + } + return justify(value, '', leftJustify, minWidth, zeroPad, customPadChar); + }; + + // doFormat() + var doFormat = function(substring, valueIndex, flags, minWidth, _, + precision, type) { + var number; + var prefix; + var method; + var textTransform; + var value; + + if (substring == '%%') + return '%'; + + // parse flags + var leftJustify = false, positivePrefix = '', zeroPad = false, prefixBaseX = false, customPadChar = ' '; + var flagsl = flags.length; + for ( var j = 0; flags && j < flagsl; j++) + switch (flags.charAt(j)) { + case ' ': + positivePrefix = ' '; + break; + case '+': + positivePrefix = '+'; + break; + case '-': + leftJustify = true; + break; + case "'": + customPadChar = flags.charAt(j + 1); + break; + case '0': + zeroPad = true; + break; + case '#': + prefixBaseX = true; + break; + } + + // parameters may be null, undefined, empty-string or real valued + // we want to ignore null, undefined and empty-string values + if (!minWidth) { + minWidth = 0; + } else if (minWidth == '*') { + minWidth = +a[i++]; + } else if (minWidth.charAt(0) == '*') { + minWidth = +a[minWidth.slice(1, -1)]; + } else { + minWidth = +minWidth; + } + + // Note: undocumented perl feature: + if (minWidth < 0) { + minWidth = -minWidth; + leftJustify = true; + } + + if (!isFinite(minWidth)) { + throw new Error('sprintf: (minimum-)width must be finite'); + } + + if (!precision) { + precision = 'fFeE'.indexOf(type) > -1 ? 6 : (type == 'd') ? 0 + : void (0); + } else if (precision == '*') { + precision = +a[i++]; + } else if (precision.charAt(0) == '*') { + precision = +a[precision.slice(1, -1)]; + } else { + precision = +precision; + } + + // grab value using valueIndex if required? + value = valueIndex ? a[valueIndex.slice(0, -1)] : a[i++]; + + switch (type) { + case 's': + return formatString(String(value), leftJustify, minWidth, + precision, zeroPad, customPadChar); + case 'c': + return formatString(String.fromCharCode(+value), leftJustify, + minWidth, precision, zeroPad); + case 'b': + return formatBaseX(value, 2, prefixBaseX, leftJustify, minWidth, + precision, zeroPad); + case 'o': + return formatBaseX(value, 8, prefixBaseX, leftJustify, minWidth, + precision, zeroPad); + case 'x': + return formatBaseX(value, 16, prefixBaseX, leftJustify, minWidth, + precision, zeroPad); + case 'X': + return formatBaseX(value, 16, prefixBaseX, leftJustify, minWidth, + precision, zeroPad).toUpperCase(); + case 'u': + return formatBaseX(value, 10, prefixBaseX, leftJustify, minWidth, + precision, zeroPad); + case 'i': + case 'd': { + number = parseInt(+value); + prefix = number < 0 ? '-' : positivePrefix; + value = prefix + + pad(String(Math.abs(number)), precision, '0', false); + return justify(value, prefix, leftJustify, minWidth, zeroPad); + } + case 'e': + case 'E': + case 'f': + case 'F': + case 'g': + case 'G': { + number = +value; + prefix = number < 0 ? '-' : positivePrefix; + method = [ 'toExponential', 'toFixed', 'toPrecision' ]['efg' + .indexOf(type.toLowerCase())]; + textTransform = [ 'toString', 'toUpperCase' ]['eEfFgG' + .indexOf(type) % 2]; + value = prefix + Math.abs(number)[method](precision); + return justify(value, prefix, leftJustify, minWidth, zeroPad)[textTransform] + (); + } + default: + return substring; + } + }; + + return format.replace(regex, doFormat); +}; diff --git a/makefont/cp1250.map b/makefont/cp1250.map new file mode 100644 index 0000000..ec110af --- /dev/null +++ b/makefont/cp1250.map @@ -0,0 +1,251 @@ +!00 U+0000 .notdef +!01 U+0001 .notdef +!02 U+0002 .notdef +!03 U+0003 .notdef +!04 U+0004 .notdef +!05 U+0005 .notdef +!06 U+0006 .notdef +!07 U+0007 .notdef +!08 U+0008 .notdef +!09 U+0009 .notdef +!0A U+000A .notdef +!0B U+000B .notdef +!0C U+000C .notdef +!0D U+000D .notdef +!0E U+000E .notdef +!0F U+000F .notdef +!10 U+0010 .notdef +!11 U+0011 .notdef +!12 U+0012 .notdef +!13 U+0013 .notdef +!14 U+0014 .notdef +!15 U+0015 .notdef +!16 U+0016 .notdef +!17 U+0017 .notdef +!18 U+0018 .notdef +!19 U+0019 .notdef +!1A U+001A .notdef +!1B U+001B .notdef +!1C U+001C .notdef +!1D U+001D .notdef +!1E U+001E .notdef +!1F U+001F .notdef +!20 U+0020 space +!21 U+0021 exclam +!22 U+0022 quotedbl +!23 U+0023 numbersign +!24 U+0024 dollar +!25 U+0025 percent +!26 U+0026 ampersand +!27 U+0027 quotesingle +!28 U+0028 parenleft +!29 U+0029 parenright +!2A U+002A asterisk +!2B U+002B plus +!2C U+002C comma +!2D U+002D hyphen +!2E U+002E period +!2F U+002F slash +!30 U+0030 zero +!31 U+0031 one +!32 U+0032 two +!33 U+0033 three +!34 U+0034 four +!35 U+0035 five +!36 U+0036 six +!37 U+0037 seven +!38 U+0038 eight +!39 U+0039 nine +!3A U+003A colon +!3B U+003B semicolon +!3C U+003C less +!3D U+003D equal +!3E U+003E greater +!3F U+003F question +!40 U+0040 at +!41 U+0041 A +!42 U+0042 B +!43 U+0043 C +!44 U+0044 D +!45 U+0045 E +!46 U+0046 F +!47 U+0047 G +!48 U+0048 H +!49 U+0049 I +!4A U+004A J +!4B U+004B K +!4C U+004C L +!4D U+004D M +!4E U+004E N +!4F U+004F O +!50 U+0050 P +!51 U+0051 Q +!52 U+0052 R +!53 U+0053 S +!54 U+0054 T +!55 U+0055 U +!56 U+0056 V +!57 U+0057 W +!58 U+0058 X +!59 U+0059 Y +!5A U+005A Z +!5B U+005B bracketleft +!5C U+005C backslash +!5D U+005D bracketright +!5E U+005E asciicircum +!5F U+005F underscore +!60 U+0060 grave +!61 U+0061 a +!62 U+0062 b +!63 U+0063 c +!64 U+0064 d +!65 U+0065 e +!66 U+0066 f +!67 U+0067 g +!68 U+0068 h +!69 U+0069 i +!6A U+006A j +!6B U+006B k +!6C U+006C l +!6D U+006D m +!6E U+006E n +!6F U+006F o +!70 U+0070 p +!71 U+0071 q +!72 U+0072 r +!73 U+0073 s +!74 U+0074 t +!75 U+0075 u +!76 U+0076 v +!77 U+0077 w +!78 U+0078 x +!79 U+0079 y +!7A U+007A z +!7B U+007B braceleft +!7C U+007C bar +!7D U+007D braceright +!7E U+007E asciitilde +!7F U+007F .notdef +!80 U+20AC Euro +!82 U+201A quotesinglbase +!84 U+201E quotedblbase +!85 U+2026 ellipsis +!86 U+2020 dagger +!87 U+2021 daggerdbl +!89 U+2030 perthousand +!8A U+0160 Scaron +!8B U+2039 guilsinglleft +!8C U+015A Sacute +!8D U+0164 Tcaron +!8E U+017D Zcaron +!8F U+0179 Zacute +!91 U+2018 quoteleft +!92 U+2019 quoteright +!93 U+201C quotedblleft +!94 U+201D quotedblright +!95 U+2022 bullet +!96 U+2013 endash +!97 U+2014 emdash +!99 U+2122 trademark +!9A U+0161 scaron +!9B U+203A guilsinglright +!9C U+015B sacute +!9D U+0165 tcaron +!9E U+017E zcaron +!9F U+017A zacute +!A0 U+00A0 space +!A1 U+02C7 caron +!A2 U+02D8 breve +!A3 U+0141 Lslash +!A4 U+00A4 currency +!A5 U+0104 Aogonek +!A6 U+00A6 brokenbar +!A7 U+00A7 section +!A8 U+00A8 dieresis +!A9 U+00A9 copyright +!AA U+015E Scedilla +!AB U+00AB guillemotleft +!AC U+00AC logicalnot +!AD U+00AD hyphen +!AE U+00AE registered +!AF U+017B Zdotaccent +!B0 U+00B0 degree +!B1 U+00B1 plusminus +!B2 U+02DB ogonek +!B3 U+0142 lslash +!B4 U+00B4 acute +!B5 U+00B5 mu +!B6 U+00B6 paragraph +!B7 U+00B7 periodcentered +!B8 U+00B8 cedilla +!B9 U+0105 aogonek +!BA U+015F scedilla +!BB U+00BB guillemotright +!BC U+013D Lcaron +!BD U+02DD hungarumlaut +!BE U+013E lcaron +!BF U+017C zdotaccent +!C0 U+0154 Racute +!C1 U+00C1 Aacute +!C2 U+00C2 Acircumflex +!C3 U+0102 Abreve +!C4 U+00C4 Adieresis +!C5 U+0139 Lacute +!C6 U+0106 Cacute +!C7 U+00C7 Ccedilla +!C8 U+010C Ccaron +!C9 U+00C9 Eacute +!CA U+0118 Eogonek +!CB U+00CB Edieresis +!CC U+011A Ecaron +!CD U+00CD Iacute +!CE U+00CE Icircumflex +!CF U+010E Dcaron +!D0 U+0110 Dcroat +!D1 U+0143 Nacute +!D2 U+0147 Ncaron +!D3 U+00D3 Oacute +!D4 U+00D4 Ocircumflex +!D5 U+0150 Ohungarumlaut +!D6 U+00D6 Odieresis +!D7 U+00D7 multiply +!D8 U+0158 Rcaron +!D9 U+016E Uring +!DA U+00DA Uacute +!DB U+0170 Uhungarumlaut +!DC U+00DC Udieresis +!DD U+00DD Yacute +!DE U+0162 Tcommaaccent +!DF U+00DF germandbls +!E0 U+0155 racute +!E1 U+00E1 aacute +!E2 U+00E2 acircumflex +!E3 U+0103 abreve +!E4 U+00E4 adieresis +!E5 U+013A lacute +!E6 U+0107 cacute +!E7 U+00E7 ccedilla +!E8 U+010D ccaron +!E9 U+00E9 eacute +!EA U+0119 eogonek +!EB U+00EB edieresis +!EC U+011B ecaron +!ED U+00ED iacute +!EE U+00EE icircumflex +!EF U+010F dcaron +!F0 U+0111 dcroat +!F1 U+0144 nacute +!F2 U+0148 ncaron +!F3 U+00F3 oacute +!F4 U+00F4 ocircumflex +!F5 U+0151 ohungarumlaut +!F6 U+00F6 odieresis +!F7 U+00F7 divide +!F8 U+0159 rcaron +!F9 U+016F uring +!FA U+00FA uacute +!FB U+0171 uhungarumlaut +!FC U+00FC udieresis +!FD U+00FD yacute +!FE U+0163 tcommaaccent +!FF U+02D9 dotaccent diff --git a/makefont/cp1251.map b/makefont/cp1251.map new file mode 100644 index 0000000..de6a198 --- /dev/null +++ b/makefont/cp1251.map @@ -0,0 +1,255 @@ +!00 U+0000 .notdef +!01 U+0001 .notdef +!02 U+0002 .notdef +!03 U+0003 .notdef +!04 U+0004 .notdef +!05 U+0005 .notdef +!06 U+0006 .notdef +!07 U+0007 .notdef +!08 U+0008 .notdef +!09 U+0009 .notdef +!0A U+000A .notdef +!0B U+000B .notdef +!0C U+000C .notdef +!0D U+000D .notdef +!0E U+000E .notdef +!0F U+000F .notdef +!10 U+0010 .notdef +!11 U+0011 .notdef +!12 U+0012 .notdef +!13 U+0013 .notdef +!14 U+0014 .notdef +!15 U+0015 .notdef +!16 U+0016 .notdef +!17 U+0017 .notdef +!18 U+0018 .notdef +!19 U+0019 .notdef +!1A U+001A .notdef +!1B U+001B .notdef +!1C U+001C .notdef +!1D U+001D .notdef +!1E U+001E .notdef +!1F U+001F .notdef +!20 U+0020 space +!21 U+0021 exclam +!22 U+0022 quotedbl +!23 U+0023 numbersign +!24 U+0024 dollar +!25 U+0025 percent +!26 U+0026 ampersand +!27 U+0027 quotesingle +!28 U+0028 parenleft +!29 U+0029 parenright +!2A U+002A asterisk +!2B U+002B plus +!2C U+002C comma +!2D U+002D hyphen +!2E U+002E period +!2F U+002F slash +!30 U+0030 zero +!31 U+0031 one +!32 U+0032 two +!33 U+0033 three +!34 U+0034 four +!35 U+0035 five +!36 U+0036 six +!37 U+0037 seven +!38 U+0038 eight +!39 U+0039 nine +!3A U+003A colon +!3B U+003B semicolon +!3C U+003C less +!3D U+003D equal +!3E U+003E greater +!3F U+003F question +!40 U+0040 at +!41 U+0041 A +!42 U+0042 B +!43 U+0043 C +!44 U+0044 D +!45 U+0045 E +!46 U+0046 F +!47 U+0047 G +!48 U+0048 H +!49 U+0049 I +!4A U+004A J +!4B U+004B K +!4C U+004C L +!4D U+004D M +!4E U+004E N +!4F U+004F O +!50 U+0050 P +!51 U+0051 Q +!52 U+0052 R +!53 U+0053 S +!54 U+0054 T +!55 U+0055 U +!56 U+0056 V +!57 U+0057 W +!58 U+0058 X +!59 U+0059 Y +!5A U+005A Z +!5B U+005B bracketleft +!5C U+005C backslash +!5D U+005D bracketright +!5E U+005E asciicircum +!5F U+005F underscore +!60 U+0060 grave +!61 U+0061 a +!62 U+0062 b +!63 U+0063 c +!64 U+0064 d +!65 U+0065 e +!66 U+0066 f +!67 U+0067 g +!68 U+0068 h +!69 U+0069 i +!6A U+006A j +!6B U+006B k +!6C U+006C l +!6D U+006D m +!6E U+006E n +!6F U+006F o +!70 U+0070 p +!71 U+0071 q +!72 U+0072 r +!73 U+0073 s +!74 U+0074 t +!75 U+0075 u +!76 U+0076 v +!77 U+0077 w +!78 U+0078 x +!79 U+0079 y +!7A U+007A z +!7B U+007B braceleft +!7C U+007C bar +!7D U+007D braceright +!7E U+007E asciitilde +!7F U+007F .notdef +!80 U+0402 afii10051 +!81 U+0403 afii10052 +!82 U+201A quotesinglbase +!83 U+0453 afii10100 +!84 U+201E quotedblbase +!85 U+2026 ellipsis +!86 U+2020 dagger +!87 U+2021 daggerdbl +!88 U+20AC Euro +!89 U+2030 perthousand +!8A U+0409 afii10058 +!8B U+2039 guilsinglleft +!8C U+040A afii10059 +!8D U+040C afii10061 +!8E U+040B afii10060 +!8F U+040F afii10145 +!90 U+0452 afii10099 +!91 U+2018 quoteleft +!92 U+2019 quoteright +!93 U+201C quotedblleft +!94 U+201D quotedblright +!95 U+2022 bullet +!96 U+2013 endash +!97 U+2014 emdash +!99 U+2122 trademark +!9A U+0459 afii10106 +!9B U+203A guilsinglright +!9C U+045A afii10107 +!9D U+045C afii10109 +!9E U+045B afii10108 +!9F U+045F afii10193 +!A0 U+00A0 space +!A1 U+040E afii10062 +!A2 U+045E afii10110 +!A3 U+0408 afii10057 +!A4 U+00A4 currency +!A5 U+0490 afii10050 +!A6 U+00A6 brokenbar +!A7 U+00A7 section +!A8 U+0401 afii10023 +!A9 U+00A9 copyright +!AA U+0404 afii10053 +!AB U+00AB guillemotleft +!AC U+00AC logicalnot +!AD U+00AD hyphen +!AE U+00AE registered +!AF U+0407 afii10056 +!B0 U+00B0 degree +!B1 U+00B1 plusminus +!B2 U+0406 afii10055 +!B3 U+0456 afii10103 +!B4 U+0491 afii10098 +!B5 U+00B5 mu +!B6 U+00B6 paragraph +!B7 U+00B7 periodcentered 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U+0435 afii10070 +!E6 U+0436 afii10072 +!E7 U+0437 afii10073 +!E8 U+0438 afii10074 +!E9 U+0439 afii10075 +!EA U+043A afii10076 +!EB U+043B afii10077 +!EC U+043C afii10078 +!ED U+043D afii10079 +!EE U+043E afii10080 +!EF U+043F afii10081 +!F0 U+0440 afii10082 +!F1 U+0441 afii10083 +!F2 U+0442 afii10084 +!F3 U+0443 afii10085 +!F4 U+0444 afii10086 +!F5 U+0445 afii10087 +!F6 U+0446 afii10088 +!F7 U+0447 afii10089 +!F8 U+0448 afii10090 +!F9 U+0449 afii10091 +!FA U+044A afii10092 +!FB U+044B afii10093 +!FC U+044C afii10094 +!FD U+044D afii10095 +!FE U+044E afii10096 +!FF U+044F afii10097 diff --git a/makefont/cp1252.map b/makefont/cp1252.map new file mode 100644 index 0000000..dd490e5 --- /dev/null +++ b/makefont/cp1252.map @@ -0,0 +1,251 @@ +!00 U+0000 .notdef +!01 U+0001 .notdef +!02 U+0002 .notdef +!03 U+0003 .notdef +!04 U+0004 .notdef +!05 U+0005 .notdef +!06 U+0006 .notdef +!07 U+0007 .notdef +!08 U+0008 .notdef +!09 U+0009 .notdef +!0A U+000A .notdef +!0B U+000B .notdef +!0C U+000C .notdef +!0D U+000D .notdef +!0E U+000E .notdef +!0F U+000F .notdef +!10 U+0010 .notdef +!11 U+0011 .notdef +!12 U+0012 .notdef +!13 U+0013 .notdef +!14 U+0014 .notdef +!15 U+0015 .notdef +!16 U+0016 .notdef +!17 U+0017 .notdef +!18 U+0018 .notdef +!19 U+0019 .notdef +!1A U+001A .notdef +!1B U+001B .notdef +!1C U+001C .notdef +!1D U+001D .notdef +!1E U+001E .notdef +!1F U+001F .notdef +!20 U+0020 space +!21 U+0021 exclam +!22 U+0022 quotedbl +!23 U+0023 numbersign +!24 U+0024 dollar +!25 U+0025 percent +!26 U+0026 ampersand +!27 U+0027 quotesingle +!28 U+0028 parenleft +!29 U+0029 parenright +!2A U+002A asterisk +!2B U+002B plus +!2C U+002C comma +!2D U+002D hyphen +!2E U+002E period +!2F U+002F slash +!30 U+0030 zero +!31 U+0031 one +!32 U+0032 two +!33 U+0033 three +!34 U+0034 four +!35 U+0035 five +!36 U+0036 six +!37 U+0037 seven +!38 U+0038 eight +!39 U+0039 nine +!3A U+003A colon +!3B U+003B semicolon +!3C U+003C less +!3D U+003D equal +!3E U+003E greater +!3F U+003F question 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+!B5 U+00B5 mu +!B6 U+00B6 paragraph +!B7 U+00B7 periodcentered +!B8 U+00B8 cedilla +!B9 U+00B9 onesuperior +!BA U+00BA ordmasculine +!BB U+00BB guillemotright +!BC U+00BC onequarter +!BD U+00BD onehalf +!BE U+00BE threequarters +!BF U+00BF questiondown +!C0 U+00C0 Agrave +!C1 U+00C1 Aacute +!C2 U+00C2 Acircumflex +!C3 U+00C3 Atilde +!C4 U+00C4 Adieresis +!C5 U+00C5 Aring +!C6 U+00C6 AE +!C7 U+00C7 Ccedilla +!C8 U+00C8 Egrave +!C9 U+00C9 Eacute +!CA U+00CA Ecircumflex +!CB U+00CB Edieresis +!CC U+00CC Igrave +!CD U+00CD Iacute +!CE U+00CE Icircumflex +!CF U+00CF Idieresis +!D0 U+00D0 Eth +!D1 U+00D1 Ntilde +!D2 U+00D2 Ograve +!D3 U+00D3 Oacute +!D4 U+00D4 Ocircumflex +!D5 U+00D5 Otilde +!D6 U+00D6 Odieresis +!D7 U+00D7 multiply +!D8 U+00D8 Oslash +!D9 U+00D9 Ugrave +!DA U+00DA Uacute +!DB U+00DB Ucircumflex +!DC U+00DC Udieresis +!DD U+00DD Yacute +!DE U+00DE Thorn +!DF U+00DF germandbls +!E0 U+00E0 agrave +!E1 U+00E1 aacute +!E2 U+00E2 acircumflex +!E3 U+00E3 atilde +!E4 U+00E4 adieresis +!E5 U+00E5 aring +!E6 U+00E6 ae +!E7 U+00E7 ccedilla +!E8 U+00E8 egrave +!E9 U+00E9 eacute +!EA U+00EA ecircumflex +!EB U+00EB edieresis +!EC U+00EC igrave +!ED U+00ED iacute +!EE U+00EE icircumflex +!EF U+00EF idieresis +!F0 U+00F0 eth +!F1 U+00F1 ntilde +!F2 U+00F2 ograve +!F3 U+00F3 oacute +!F4 U+00F4 ocircumflex +!F5 U+00F5 otilde +!F6 U+00F6 odieresis +!F7 U+00F7 divide +!F8 U+00F8 oslash +!F9 U+00F9 ugrave +!FA U+00FA uacute +!FB U+00FB ucircumflex +!FC U+00FC udieresis +!FD U+00FD yacute +!FE U+00FE thorn +!FF U+00FF ydieresis diff --git a/makefont/cp1253.map b/makefont/cp1253.map new file mode 100644 index 0000000..4bd826f --- /dev/null +++ b/makefont/cp1253.map @@ -0,0 +1,239 @@ +!00 U+0000 .notdef +!01 U+0001 .notdef +!02 U+0002 .notdef +!03 U+0003 .notdef +!04 U+0004 .notdef +!05 U+0005 .notdef +!06 U+0006 .notdef +!07 U+0007 .notdef +!08 U+0008 .notdef +!09 U+0009 .notdef +!0A U+000A .notdef +!0B U+000B .notdef +!0C U+000C .notdef +!0D U+000D .notdef +!0E U+000E .notdef +!0F U+000F .notdef +!10 U+0010 .notdef +!11 U+0011 .notdef +!12 U+0012 .notdef +!13 U+0013 .notdef +!14 U+0014 .notdef +!15 U+0015 .notdef +!16 U+0016 .notdef +!17 U+0017 .notdef +!18 U+0018 .notdef +!19 U+0019 .notdef +!1A U+001A .notdef +!1B U+001B .notdef +!1C U+001C .notdef +!1D U+001D .notdef +!1E U+001E .notdef +!1F U+001F .notdef +!20 U+0020 space +!21 U+0021 exclam +!22 U+0022 quotedbl +!23 U+0023 numbersign +!24 U+0024 dollar +!25 U+0025 percent +!26 U+0026 ampersand +!27 U+0027 quotesingle +!28 U+0028 parenleft +!29 U+0029 parenright +!2A U+002A asterisk +!2B U+002B plus +!2C U+002C comma +!2D U+002D hyphen +!2E U+002E period +!2F U+002F slash +!30 U+0030 zero +!31 U+0031 one +!32 U+0032 two +!33 U+0033 three +!34 U+0034 four +!35 U+0035 five +!36 U+0036 six +!37 U+0037 seven +!38 U+0038 eight +!39 U+0039 nine +!3A U+003A colon +!3B U+003B semicolon +!3C U+003C less +!3D U+003D equal +!3E U+003E greater +!3F U+003F question +!40 U+0040 at +!41 U+0041 A +!42 U+0042 B 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florin +!84 U+201E quotedblbase +!85 U+2026 ellipsis +!86 U+2020 dagger +!87 U+2021 daggerdbl +!89 U+2030 perthousand +!8B U+2039 guilsinglleft +!91 U+2018 quoteleft +!92 U+2019 quoteright +!93 U+201C quotedblleft +!94 U+201D quotedblright +!95 U+2022 bullet +!96 U+2013 endash +!97 U+2014 emdash +!99 U+2122 trademark +!9B U+203A guilsinglright +!A0 U+00A0 space +!A1 U+0385 dieresistonos +!A2 U+0386 Alphatonos +!A3 U+00A3 sterling +!A4 U+00A4 currency +!A5 U+00A5 yen +!A6 U+00A6 brokenbar +!A7 U+00A7 section +!A8 U+00A8 dieresis +!A9 U+00A9 copyright +!AB U+00AB guillemotleft +!AC U+00AC logicalnot +!AD U+00AD hyphen +!AE U+00AE registered +!AF U+2015 afii00208 +!B0 U+00B0 degree +!B1 U+00B1 plusminus +!B2 U+00B2 twosuperior +!B3 U+00B3 threesuperior +!B4 U+0384 tonos +!B5 U+00B5 mu +!B6 U+00B6 paragraph +!B7 U+00B7 periodcentered +!B8 U+0388 Epsilontonos +!B9 U+0389 Etatonos +!BA U+038A Iotatonos +!BB U+00BB guillemotright +!BC U+038C Omicrontonos +!BD U+00BD onehalf +!BE U+038E Upsilontonos +!BF U+038F Omegatonos +!C0 U+0390 iotadieresistonos +!C1 U+0391 Alpha +!C2 U+0392 Beta +!C3 U+0393 Gamma +!C4 U+0394 Delta +!C5 U+0395 Epsilon +!C6 U+0396 Zeta +!C7 U+0397 Eta +!C8 U+0398 Theta +!C9 U+0399 Iota +!CA U+039A Kappa +!CB U+039B Lambda +!CC U+039C Mu +!CD U+039D Nu +!CE U+039E Xi +!CF U+039F Omicron +!D0 U+03A0 Pi +!D1 U+03A1 Rho +!D3 U+03A3 Sigma +!D4 U+03A4 Tau +!D5 U+03A5 Upsilon +!D6 U+03A6 Phi +!D7 U+03A7 Chi +!D8 U+03A8 Psi +!D9 U+03A9 Omega +!DA U+03AA Iotadieresis +!DB U+03AB Upsilondieresis +!DC U+03AC alphatonos +!DD U+03AD epsilontonos +!DE U+03AE etatonos +!DF U+03AF iotatonos +!E0 U+03B0 upsilondieresistonos +!E1 U+03B1 alpha +!E2 U+03B2 beta +!E3 U+03B3 gamma +!E4 U+03B4 delta +!E5 U+03B5 epsilon +!E6 U+03B6 zeta +!E7 U+03B7 eta +!E8 U+03B8 theta +!E9 U+03B9 iota +!EA U+03BA kappa +!EB U+03BB lambda +!EC U+03BC mu +!ED U+03BD nu +!EE U+03BE xi +!EF U+03BF omicron +!F0 U+03C0 pi +!F1 U+03C1 rho +!F2 U+03C2 sigma1 +!F3 U+03C3 sigma +!F4 U+03C4 tau +!F5 U+03C5 upsilon +!F6 U+03C6 phi +!F7 U+03C7 chi +!F8 U+03C8 psi +!F9 U+03C9 omega +!FA U+03CA iotadieresis +!FB U+03CB upsilondieresis +!FC U+03CC omicrontonos +!FD U+03CD upsilontonos +!FE U+03CE omegatonos diff --git a/makefont/cp1254.map b/makefont/cp1254.map new file mode 100644 index 0000000..829473b --- /dev/null +++ b/makefont/cp1254.map @@ -0,0 +1,249 @@ +!00 U+0000 .notdef +!01 U+0001 .notdef +!02 U+0002 .notdef +!03 U+0003 .notdef +!04 U+0004 .notdef +!05 U+0005 .notdef +!06 U+0006 .notdef +!07 U+0007 .notdef +!08 U+0008 .notdef +!09 U+0009 .notdef +!0A U+000A .notdef +!0B U+000B .notdef +!0C U+000C .notdef +!0D U+000D .notdef +!0E U+000E .notdef +!0F U+000F .notdef +!10 U+0010 .notdef +!11 U+0011 .notdef +!12 U+0012 .notdef +!13 U+0013 .notdef +!14 U+0014 .notdef +!15 U+0015 .notdef +!16 U+0016 .notdef +!17 U+0017 .notdef +!18 U+0018 .notdef +!19 U+0019 .notdef +!1A U+001A .notdef +!1B U+001B .notdef +!1C U+001C .notdef +!1D U+001D .notdef +!1E U+001E .notdef +!1F U+001F .notdef +!20 U+0020 space +!21 U+0021 exclam +!22 U+0022 quotedbl +!23 U+0023 numbersign +!24 U+0024 dollar +!25 U+0025 percent +!26 U+0026 ampersand +!27 U+0027 quotesingle +!28 U+0028 parenleft +!29 U+0029 parenright +!2A U+002A asterisk +!2B U+002B plus +!2C U+002C comma +!2D U+002D hyphen +!2E U+002E period +!2F U+002F slash +!30 U+0030 zero +!31 U+0031 one +!32 U+0032 two +!33 U+0033 three +!34 U+0034 four +!35 U+0035 five +!36 U+0036 six +!37 U+0037 seven +!38 U+0038 eight +!39 U+0039 nine +!3A U+003A colon +!3B U+003B semicolon +!3C U+003C less +!3D U+003D equal +!3E U+003E greater +!3F U+003F question +!40 U+0040 at +!41 U+0041 A +!42 U+0042 B +!43 U+0043 C +!44 U+0044 D +!45 U+0045 E +!46 U+0046 F +!47 U+0047 G +!48 U+0048 H +!49 U+0049 I +!4A U+004A J +!4B U+004B K +!4C U+004C L +!4D U+004D M +!4E U+004E N +!4F U+004F O +!50 U+0050 P +!51 U+0051 Q +!52 U+0052 R +!53 U+0053 S +!54 U+0054 T +!55 U+0055 U +!56 U+0056 V +!57 U+0057 W +!58 U+0058 X +!59 U+0059 Y +!5A U+005A Z +!5B U+005B bracketleft +!5C U+005C backslash +!5D U+005D bracketright +!5E U+005E asciicircum +!5F U+005F underscore +!60 U+0060 grave +!61 U+0061 a +!62 U+0062 b +!63 U+0063 c +!64 U+0064 d +!65 U+0065 e +!66 U+0066 f +!67 U+0067 g +!68 U+0068 h +!69 U+0069 i +!6A U+006A j +!6B U+006B k +!6C U+006C l +!6D U+006D m +!6E U+006E n +!6F U+006F o +!70 U+0070 p +!71 U+0071 q +!72 U+0072 r +!73 U+0073 s +!74 U+0074 t +!75 U+0075 u +!76 U+0076 v +!77 U+0077 w +!78 U+0078 x +!79 U+0079 y +!7A U+007A z +!7B U+007B braceleft +!7C U+007C bar +!7D U+007D braceright +!7E U+007E asciitilde +!7F U+007F .notdef +!80 U+20AC Euro +!82 U+201A quotesinglbase +!83 U+0192 florin +!84 U+201E quotedblbase +!85 U+2026 ellipsis +!86 U+2020 dagger +!87 U+2021 daggerdbl +!88 U+02C6 circumflex +!89 U+2030 perthousand +!8A U+0160 Scaron +!8B U+2039 guilsinglleft +!8C U+0152 OE +!91 U+2018 quoteleft +!92 U+2019 quoteright +!93 U+201C quotedblleft +!94 U+201D quotedblright +!95 U+2022 bullet +!96 U+2013 endash +!97 U+2014 emdash +!98 U+02DC tilde +!99 U+2122 trademark +!9A U+0161 scaron +!9B U+203A guilsinglright +!9C U+0153 oe +!9F U+0178 Ydieresis +!A0 U+00A0 space +!A1 U+00A1 exclamdown +!A2 U+00A2 cent +!A3 U+00A3 sterling +!A4 U+00A4 currency +!A5 U+00A5 yen +!A6 U+00A6 brokenbar +!A7 U+00A7 section +!A8 U+00A8 dieresis +!A9 U+00A9 copyright +!AA U+00AA ordfeminine +!AB U+00AB guillemotleft +!AC U+00AC logicalnot +!AD U+00AD hyphen +!AE U+00AE registered +!AF U+00AF macron +!B0 U+00B0 degree +!B1 U+00B1 plusminus +!B2 U+00B2 twosuperior +!B3 U+00B3 threesuperior +!B4 U+00B4 acute +!B5 U+00B5 mu +!B6 U+00B6 paragraph +!B7 U+00B7 periodcentered +!B8 U+00B8 cedilla +!B9 U+00B9 onesuperior +!BA U+00BA ordmasculine +!BB U+00BB guillemotright +!BC U+00BC onequarter +!BD U+00BD onehalf +!BE U+00BE threequarters +!BF U+00BF questiondown +!C0 U+00C0 Agrave +!C1 U+00C1 Aacute +!C2 U+00C2 Acircumflex +!C3 U+00C3 Atilde +!C4 U+00C4 Adieresis +!C5 U+00C5 Aring +!C6 U+00C6 AE +!C7 U+00C7 Ccedilla +!C8 U+00C8 Egrave +!C9 U+00C9 Eacute +!CA U+00CA Ecircumflex +!CB U+00CB Edieresis +!CC U+00CC Igrave +!CD U+00CD Iacute +!CE U+00CE Icircumflex +!CF U+00CF Idieresis +!D0 U+011E Gbreve +!D1 U+00D1 Ntilde +!D2 U+00D2 Ograve +!D3 U+00D3 Oacute +!D4 U+00D4 Ocircumflex +!D5 U+00D5 Otilde +!D6 U+00D6 Odieresis +!D7 U+00D7 multiply +!D8 U+00D8 Oslash +!D9 U+00D9 Ugrave +!DA U+00DA Uacute +!DB U+00DB Ucircumflex +!DC U+00DC Udieresis +!DD U+0130 Idotaccent +!DE U+015E Scedilla +!DF U+00DF germandbls +!E0 U+00E0 agrave +!E1 U+00E1 aacute +!E2 U+00E2 acircumflex +!E3 U+00E3 atilde +!E4 U+00E4 adieresis +!E5 U+00E5 aring +!E6 U+00E6 ae +!E7 U+00E7 ccedilla +!E8 U+00E8 egrave +!E9 U+00E9 eacute +!EA U+00EA ecircumflex +!EB U+00EB edieresis +!EC U+00EC igrave +!ED U+00ED iacute +!EE U+00EE icircumflex +!EF U+00EF idieresis +!F0 U+011F gbreve +!F1 U+00F1 ntilde +!F2 U+00F2 ograve +!F3 U+00F3 oacute +!F4 U+00F4 ocircumflex +!F5 U+00F5 otilde +!F6 U+00F6 odieresis +!F7 U+00F7 divide +!F8 U+00F8 oslash +!F9 U+00F9 ugrave +!FA U+00FA uacute +!FB U+00FB ucircumflex +!FC U+00FC udieresis +!FD U+0131 dotlessi +!FE U+015F scedilla +!FF U+00FF ydieresis diff --git a/makefont/cp1255.map b/makefont/cp1255.map new file mode 100644 index 0000000..079e10c --- /dev/null +++ b/makefont/cp1255.map @@ -0,0 +1,233 @@ +!00 U+0000 .notdef +!01 U+0001 .notdef +!02 U+0002 .notdef +!03 U+0003 .notdef +!04 U+0004 .notdef +!05 U+0005 .notdef +!06 U+0006 .notdef +!07 U+0007 .notdef +!08 U+0008 .notdef +!09 U+0009 .notdef +!0A U+000A .notdef +!0B U+000B .notdef +!0C U+000C .notdef +!0D U+000D .notdef +!0E U+000E .notdef +!0F U+000F .notdef +!10 U+0010 .notdef +!11 U+0011 .notdef +!12 U+0012 .notdef +!13 U+0013 .notdef +!14 U+0014 .notdef +!15 U+0015 .notdef +!16 U+0016 .notdef +!17 U+0017 .notdef +!18 U+0018 .notdef +!19 U+0019 .notdef +!1A U+001A .notdef +!1B U+001B .notdef +!1C U+001C .notdef +!1D U+001D .notdef +!1E U+001E .notdef +!1F U+001F .notdef +!20 U+0020 space +!21 U+0021 exclam +!22 U+0022 quotedbl +!23 U+0023 numbersign +!24 U+0024 dollar +!25 U+0025 percent +!26 U+0026 ampersand +!27 U+0027 quotesingle +!28 U+0028 parenleft +!29 U+0029 parenright +!2A U+002A asterisk +!2B U+002B plus +!2C U+002C comma +!2D U+002D hyphen +!2E U+002E period +!2F U+002F slash +!30 U+0030 zero +!31 U+0031 one +!32 U+0032 two +!33 U+0033 three +!34 U+0034 four +!35 U+0035 five +!36 U+0036 six +!37 U+0037 seven +!38 U+0038 eight +!39 U+0039 nine +!3A U+003A colon +!3B U+003B semicolon +!3C U+003C less +!3D U+003D equal +!3E U+003E greater +!3F U+003F question +!40 U+0040 at +!41 U+0041 A +!42 U+0042 B +!43 U+0043 C +!44 U+0044 D +!45 U+0045 E +!46 U+0046 F +!47 U+0047 G +!48 U+0048 H +!49 U+0049 I +!4A U+004A J +!4B U+004B K +!4C U+004C L +!4D U+004D M +!4E U+004E N +!4F U+004F O +!50 U+0050 P +!51 U+0051 Q +!52 U+0052 R +!53 U+0053 S +!54 U+0054 T +!55 U+0055 U +!56 U+0056 V +!57 U+0057 W +!58 U+0058 X +!59 U+0059 Y +!5A U+005A Z +!5B U+005B bracketleft +!5C U+005C backslash +!5D U+005D bracketright +!5E U+005E asciicircum +!5F U+005F underscore +!60 U+0060 grave +!61 U+0061 a +!62 U+0062 b +!63 U+0063 c +!64 U+0064 d +!65 U+0065 e +!66 U+0066 f +!67 U+0067 g +!68 U+0068 h +!69 U+0069 i +!6A U+006A j +!6B U+006B k +!6C U+006C l +!6D U+006D m +!6E U+006E n +!6F U+006F o +!70 U+0070 p +!71 U+0071 q +!72 U+0072 r +!73 U+0073 s +!74 U+0074 t +!75 U+0075 u +!76 U+0076 v +!77 U+0077 w +!78 U+0078 x +!79 U+0079 y +!7A U+007A z +!7B U+007B braceleft +!7C U+007C bar +!7D U+007D braceright +!7E U+007E asciitilde +!7F U+007F .notdef +!80 U+20AC Euro +!82 U+201A quotesinglbase +!83 U+0192 florin +!84 U+201E quotedblbase +!85 U+2026 ellipsis +!86 U+2020 dagger +!87 U+2021 daggerdbl +!88 U+02C6 circumflex +!89 U+2030 perthousand +!8B U+2039 guilsinglleft +!91 U+2018 quoteleft +!92 U+2019 quoteright +!93 U+201C quotedblleft +!94 U+201D quotedblright +!95 U+2022 bullet +!96 U+2013 endash +!97 U+2014 emdash +!98 U+02DC tilde +!99 U+2122 trademark +!9B U+203A guilsinglright +!A0 U+00A0 space +!A1 U+00A1 exclamdown +!A2 U+00A2 cent +!A3 U+00A3 sterling +!A4 U+20AA afii57636 +!A5 U+00A5 yen +!A6 U+00A6 brokenbar +!A7 U+00A7 section +!A8 U+00A8 dieresis +!A9 U+00A9 copyright +!AA U+00D7 multiply +!AB U+00AB guillemotleft +!AC U+00AC logicalnot +!AD U+00AD sfthyphen +!AE U+00AE registered +!AF U+00AF macron +!B0 U+00B0 degree +!B1 U+00B1 plusminus +!B2 U+00B2 twosuperior +!B3 U+00B3 threesuperior +!B4 U+00B4 acute +!B5 U+00B5 mu +!B6 U+00B6 paragraph +!B7 U+00B7 middot +!B8 U+00B8 cedilla +!B9 U+00B9 onesuperior +!BA U+00F7 divide +!BB U+00BB guillemotright +!BC U+00BC onequarter +!BD U+00BD onehalf +!BE U+00BE threequarters +!BF U+00BF questiondown +!C0 U+05B0 afii57799 +!C1 U+05B1 afii57801 +!C2 U+05B2 afii57800 +!C3 U+05B3 afii57802 +!C4 U+05B4 afii57793 +!C5 U+05B5 afii57794 +!C6 U+05B6 afii57795 +!C7 U+05B7 afii57798 +!C8 U+05B8 afii57797 +!C9 U+05B9 afii57806 +!CB U+05BB afii57796 +!CC U+05BC afii57807 +!CD U+05BD afii57839 +!CE U+05BE afii57645 +!CF U+05BF afii57841 +!D0 U+05C0 afii57842 +!D1 U+05C1 afii57804 +!D2 U+05C2 afii57803 +!D3 U+05C3 afii57658 +!D4 U+05F0 afii57716 +!D5 U+05F1 afii57717 +!D6 U+05F2 afii57718 +!D7 U+05F3 gereshhebrew +!D8 U+05F4 gershayimhebrew +!E0 U+05D0 afii57664 +!E1 U+05D1 afii57665 +!E2 U+05D2 afii57666 +!E3 U+05D3 afii57667 +!E4 U+05D4 afii57668 +!E5 U+05D5 afii57669 +!E6 U+05D6 afii57670 +!E7 U+05D7 afii57671 +!E8 U+05D8 afii57672 +!E9 U+05D9 afii57673 +!EA U+05DA afii57674 +!EB U+05DB afii57675 +!EC U+05DC afii57676 +!ED U+05DD afii57677 +!EE U+05DE afii57678 +!EF U+05DF afii57679 +!F0 U+05E0 afii57680 +!F1 U+05E1 afii57681 +!F2 U+05E2 afii57682 +!F3 U+05E3 afii57683 +!F4 U+05E4 afii57684 +!F5 U+05E5 afii57685 +!F6 U+05E6 afii57686 +!F7 U+05E7 afii57687 +!F8 U+05E8 afii57688 +!F9 U+05E9 afii57689 +!FA U+05EA afii57690 +!FD U+200E afii299 +!FE U+200F afii300 diff --git a/makefont/cp1257.map b/makefont/cp1257.map new file mode 100644 index 0000000..2f2ecfa --- /dev/null +++ b/makefont/cp1257.map @@ -0,0 +1,244 @@ +!00 U+0000 .notdef +!01 U+0001 .notdef +!02 U+0002 .notdef +!03 U+0003 .notdef +!04 U+0004 .notdef +!05 U+0005 .notdef +!06 U+0006 .notdef +!07 U+0007 .notdef +!08 U+0008 .notdef +!09 U+0009 .notdef +!0A U+000A .notdef +!0B U+000B .notdef +!0C U+000C .notdef +!0D U+000D .notdef +!0E U+000E .notdef +!0F U+000F .notdef +!10 U+0010 .notdef +!11 U+0011 .notdef +!12 U+0012 .notdef +!13 U+0013 .notdef +!14 U+0014 .notdef +!15 U+0015 .notdef +!16 U+0016 .notdef +!17 U+0017 .notdef +!18 U+0018 .notdef +!19 U+0019 .notdef +!1A U+001A .notdef +!1B U+001B .notdef +!1C U+001C .notdef +!1D U+001D .notdef +!1E U+001E .notdef +!1F U+001F .notdef +!20 U+0020 space +!21 U+0021 exclam +!22 U+0022 quotedbl +!23 U+0023 numbersign +!24 U+0024 dollar +!25 U+0025 percent +!26 U+0026 ampersand +!27 U+0027 quotesingle +!28 U+0028 parenleft +!29 U+0029 parenright +!2A U+002A asterisk +!2B U+002B plus +!2C U+002C comma +!2D U+002D hyphen +!2E U+002E period +!2F U+002F slash +!30 U+0030 zero +!31 U+0031 one +!32 U+0032 two +!33 U+0033 three +!34 U+0034 four +!35 U+0035 five +!36 U+0036 six +!37 U+0037 seven +!38 U+0038 eight +!39 U+0039 nine +!3A U+003A colon +!3B U+003B semicolon +!3C U+003C less +!3D U+003D equal +!3E U+003E greater +!3F U+003F question +!40 U+0040 at +!41 U+0041 A +!42 U+0042 B +!43 U+0043 C +!44 U+0044 D +!45 U+0045 E +!46 U+0046 F +!47 U+0047 G +!48 U+0048 H +!49 U+0049 I +!4A U+004A J +!4B U+004B K +!4C U+004C L +!4D U+004D M +!4E U+004E N +!4F U+004F O +!50 U+0050 P +!51 U+0051 Q +!52 U+0052 R +!53 U+0053 S +!54 U+0054 T +!55 U+0055 U +!56 U+0056 V +!57 U+0057 W +!58 U+0058 X +!59 U+0059 Y +!5A U+005A Z +!5B U+005B bracketleft +!5C U+005C backslash +!5D U+005D bracketright +!5E U+005E asciicircum +!5F U+005F underscore +!60 U+0060 grave +!61 U+0061 a +!62 U+0062 b +!63 U+0063 c +!64 U+0064 d +!65 U+0065 e +!66 U+0066 f +!67 U+0067 g +!68 U+0068 h +!69 U+0069 i +!6A U+006A j +!6B U+006B k +!6C U+006C l +!6D U+006D m +!6E U+006E n +!6F U+006F o +!70 U+0070 p +!71 U+0071 q +!72 U+0072 r +!73 U+0073 s +!74 U+0074 t +!75 U+0075 u +!76 U+0076 v +!77 U+0077 w +!78 U+0078 x +!79 U+0079 y +!7A U+007A z +!7B U+007B braceleft +!7C U+007C bar +!7D U+007D braceright +!7E U+007E asciitilde +!7F U+007F .notdef +!80 U+20AC Euro +!82 U+201A quotesinglbase +!84 U+201E quotedblbase +!85 U+2026 ellipsis +!86 U+2020 dagger +!87 U+2021 daggerdbl +!89 U+2030 perthousand +!8B U+2039 guilsinglleft +!8D U+00A8 dieresis +!8E U+02C7 caron +!8F U+00B8 cedilla +!91 U+2018 quoteleft +!92 U+2019 quoteright +!93 U+201C quotedblleft +!94 U+201D quotedblright +!95 U+2022 bullet +!96 U+2013 endash +!97 U+2014 emdash +!99 U+2122 trademark +!9B U+203A guilsinglright +!9D U+00AF macron +!9E U+02DB ogonek +!A0 U+00A0 space +!A2 U+00A2 cent +!A3 U+00A3 sterling +!A4 U+00A4 currency +!A6 U+00A6 brokenbar +!A7 U+00A7 section +!A8 U+00D8 Oslash +!A9 U+00A9 copyright +!AA U+0156 Rcommaaccent +!AB U+00AB guillemotleft +!AC U+00AC logicalnot +!AD U+00AD hyphen +!AE U+00AE registered +!AF U+00C6 AE +!B0 U+00B0 degree +!B1 U+00B1 plusminus +!B2 U+00B2 twosuperior +!B3 U+00B3 threesuperior +!B4 U+00B4 acute +!B5 U+00B5 mu +!B6 U+00B6 paragraph +!B7 U+00B7 periodcentered +!B8 U+00F8 oslash +!B9 U+00B9 onesuperior +!BA U+0157 rcommaaccent +!BB U+00BB guillemotright +!BC U+00BC onequarter +!BD U+00BD onehalf +!BE U+00BE threequarters +!BF U+00E6 ae +!C0 U+0104 Aogonek +!C1 U+012E Iogonek +!C2 U+0100 Amacron +!C3 U+0106 Cacute +!C4 U+00C4 Adieresis +!C5 U+00C5 Aring +!C6 U+0118 Eogonek +!C7 U+0112 Emacron +!C8 U+010C Ccaron +!C9 U+00C9 Eacute +!CA U+0179 Zacute +!CB U+0116 Edotaccent +!CC U+0122 Gcommaaccent +!CD U+0136 Kcommaaccent +!CE U+012A Imacron +!CF U+013B Lcommaaccent +!D0 U+0160 Scaron +!D1 U+0143 Nacute +!D2 U+0145 Ncommaaccent +!D3 U+00D3 Oacute +!D4 U+014C Omacron +!D5 U+00D5 Otilde +!D6 U+00D6 Odieresis +!D7 U+00D7 multiply +!D8 U+0172 Uogonek +!D9 U+0141 Lslash +!DA U+015A Sacute +!DB U+016A Umacron +!DC U+00DC Udieresis +!DD U+017B Zdotaccent +!DE U+017D Zcaron +!DF U+00DF germandbls +!E0 U+0105 aogonek +!E1 U+012F iogonek +!E2 U+0101 amacron +!E3 U+0107 cacute +!E4 U+00E4 adieresis +!E5 U+00E5 aring +!E6 U+0119 eogonek +!E7 U+0113 emacron +!E8 U+010D ccaron +!E9 U+00E9 eacute +!EA U+017A zacute +!EB U+0117 edotaccent +!EC U+0123 gcommaaccent +!ED U+0137 kcommaaccent +!EE U+012B imacron +!EF U+013C lcommaaccent +!F0 U+0161 scaron +!F1 U+0144 nacute +!F2 U+0146 ncommaaccent +!F3 U+00F3 oacute +!F4 U+014D omacron +!F5 U+00F5 otilde +!F6 U+00F6 odieresis +!F7 U+00F7 divide +!F8 U+0173 uogonek +!F9 U+0142 lslash +!FA U+015B sacute +!FB U+016B umacron +!FC U+00FC udieresis +!FD U+017C zdotaccent +!FE U+017E zcaron +!FF U+02D9 dotaccent diff --git a/makefont/cp1258.map b/makefont/cp1258.map new file mode 100644 index 0000000..fed915f --- /dev/null +++ b/makefont/cp1258.map @@ -0,0 +1,247 @@ +!00 U+0000 .notdef +!01 U+0001 .notdef +!02 U+0002 .notdef +!03 U+0003 .notdef +!04 U+0004 .notdef +!05 U+0005 .notdef +!06 U+0006 .notdef +!07 U+0007 .notdef +!08 U+0008 .notdef +!09 U+0009 .notdef +!0A U+000A .notdef +!0B U+000B .notdef +!0C U+000C .notdef +!0D U+000D .notdef +!0E U+000E .notdef +!0F U+000F .notdef +!10 U+0010 .notdef +!11 U+0011 .notdef +!12 U+0012 .notdef +!13 U+0013 .notdef +!14 U+0014 .notdef +!15 U+0015 .notdef +!16 U+0016 .notdef +!17 U+0017 .notdef +!18 U+0018 .notdef +!19 U+0019 .notdef +!1A U+001A .notdef +!1B U+001B .notdef +!1C U+001C .notdef +!1D U+001D .notdef +!1E U+001E .notdef +!1F U+001F .notdef +!20 U+0020 space +!21 U+0021 exclam +!22 U+0022 quotedbl +!23 U+0023 numbersign +!24 U+0024 dollar +!25 U+0025 percent +!26 U+0026 ampersand +!27 U+0027 quotesingle +!28 U+0028 parenleft +!29 U+0029 parenright +!2A U+002A asterisk +!2B U+002B plus +!2C U+002C comma +!2D U+002D hyphen +!2E U+002E period +!2F U+002F slash +!30 U+0030 zero +!31 U+0031 one +!32 U+0032 two +!33 U+0033 three +!34 U+0034 four +!35 U+0035 five +!36 U+0036 six +!37 U+0037 seven +!38 U+0038 eight +!39 U+0039 nine +!3A U+003A colon +!3B U+003B semicolon +!3C U+003C less +!3D U+003D equal +!3E U+003E greater +!3F U+003F question +!40 U+0040 at +!41 U+0041 A +!42 U+0042 B +!43 U+0043 C +!44 U+0044 D +!45 U+0045 E +!46 U+0046 F +!47 U+0047 G +!48 U+0048 H +!49 U+0049 I +!4A U+004A J +!4B U+004B K +!4C U+004C L +!4D U+004D M +!4E U+004E N +!4F U+004F O +!50 U+0050 P +!51 U+0051 Q +!52 U+0052 R +!53 U+0053 S +!54 U+0054 T +!55 U+0055 U +!56 U+0056 V +!57 U+0057 W +!58 U+0058 X +!59 U+0059 Y +!5A U+005A Z +!5B U+005B bracketleft +!5C U+005C backslash +!5D U+005D bracketright +!5E U+005E asciicircum +!5F U+005F underscore +!60 U+0060 grave +!61 U+0061 a +!62 U+0062 b +!63 U+0063 c +!64 U+0064 d +!65 U+0065 e +!66 U+0066 f +!67 U+0067 g +!68 U+0068 h +!69 U+0069 i +!6A U+006A j +!6B U+006B k +!6C U+006C l +!6D U+006D m +!6E U+006E n +!6F U+006F o +!70 U+0070 p +!71 U+0071 q +!72 U+0072 r +!73 U+0073 s +!74 U+0074 t +!75 U+0075 u +!76 U+0076 v +!77 U+0077 w +!78 U+0078 x +!79 U+0079 y +!7A U+007A z +!7B U+007B braceleft +!7C U+007C bar +!7D U+007D braceright +!7E U+007E asciitilde +!7F U+007F .notdef +!80 U+20AC Euro +!82 U+201A quotesinglbase +!83 U+0192 florin +!84 U+201E quotedblbase +!85 U+2026 ellipsis +!86 U+2020 dagger +!87 U+2021 daggerdbl +!88 U+02C6 circumflex +!89 U+2030 perthousand +!8B U+2039 guilsinglleft +!8C U+0152 OE +!91 U+2018 quoteleft +!92 U+2019 quoteright +!93 U+201C quotedblleft +!94 U+201D quotedblright +!95 U+2022 bullet +!96 U+2013 endash +!97 U+2014 emdash +!98 U+02DC tilde +!99 U+2122 trademark +!9B U+203A guilsinglright +!9C U+0153 oe +!9F U+0178 Ydieresis +!A0 U+00A0 space +!A1 U+00A1 exclamdown +!A2 U+00A2 cent +!A3 U+00A3 sterling +!A4 U+00A4 currency +!A5 U+00A5 yen +!A6 U+00A6 brokenbar +!A7 U+00A7 section +!A8 U+00A8 dieresis +!A9 U+00A9 copyright +!AA U+00AA ordfeminine +!AB U+00AB guillemotleft +!AC U+00AC logicalnot +!AD U+00AD hyphen +!AE U+00AE registered +!AF U+00AF macron +!B0 U+00B0 degree +!B1 U+00B1 plusminus +!B2 U+00B2 twosuperior +!B3 U+00B3 threesuperior +!B4 U+00B4 acute +!B5 U+00B5 mu +!B6 U+00B6 paragraph +!B7 U+00B7 periodcentered +!B8 U+00B8 cedilla +!B9 U+00B9 onesuperior +!BA U+00BA ordmasculine +!BB U+00BB guillemotright +!BC U+00BC onequarter +!BD U+00BD onehalf +!BE U+00BE threequarters +!BF U+00BF questiondown +!C0 U+00C0 Agrave +!C1 U+00C1 Aacute +!C2 U+00C2 Acircumflex +!C3 U+0102 Abreve +!C4 U+00C4 Adieresis +!C5 U+00C5 Aring +!C6 U+00C6 AE +!C7 U+00C7 Ccedilla +!C8 U+00C8 Egrave +!C9 U+00C9 Eacute +!CA U+00CA Ecircumflex +!CB U+00CB Edieresis +!CC U+0300 gravecomb +!CD U+00CD Iacute +!CE U+00CE Icircumflex +!CF U+00CF Idieresis +!D0 U+0110 Dcroat +!D1 U+00D1 Ntilde +!D2 U+0309 hookabovecomb +!D3 U+00D3 Oacute +!D4 U+00D4 Ocircumflex +!D5 U+01A0 Ohorn +!D6 U+00D6 Odieresis +!D7 U+00D7 multiply +!D8 U+00D8 Oslash +!D9 U+00D9 Ugrave +!DA U+00DA Uacute +!DB U+00DB Ucircumflex +!DC U+00DC Udieresis +!DD U+01AF Uhorn +!DE U+0303 tildecomb +!DF U+00DF germandbls +!E0 U+00E0 agrave +!E1 U+00E1 aacute +!E2 U+00E2 acircumflex +!E3 U+0103 abreve +!E4 U+00E4 adieresis +!E5 U+00E5 aring +!E6 U+00E6 ae +!E7 U+00E7 ccedilla +!E8 U+00E8 egrave +!E9 U+00E9 eacute +!EA U+00EA ecircumflex +!EB U+00EB edieresis +!EC U+0301 acutecomb +!ED U+00ED iacute +!EE U+00EE icircumflex +!EF U+00EF idieresis +!F0 U+0111 dcroat +!F1 U+00F1 ntilde +!F2 U+0323 dotbelowcomb +!F3 U+00F3 oacute +!F4 U+00F4 ocircumflex +!F5 U+01A1 ohorn +!F6 U+00F6 odieresis +!F7 U+00F7 divide +!F8 U+00F8 oslash +!F9 U+00F9 ugrave +!FA U+00FA uacute +!FB U+00FB ucircumflex +!FC U+00FC udieresis +!FD U+01B0 uhorn +!FE U+20AB dong +!FF U+00FF ydieresis diff --git a/makefont/cp874.map b/makefont/cp874.map new file mode 100644 index 0000000..1006e6b --- /dev/null +++ b/makefont/cp874.map @@ -0,0 +1,225 @@ +!00 U+0000 .notdef +!01 U+0001 .notdef +!02 U+0002 .notdef +!03 U+0003 .notdef +!04 U+0004 .notdef +!05 U+0005 .notdef +!06 U+0006 .notdef +!07 U+0007 .notdef +!08 U+0008 .notdef +!09 U+0009 .notdef +!0A U+000A .notdef +!0B U+000B .notdef +!0C U+000C .notdef +!0D U+000D .notdef +!0E U+000E .notdef +!0F U+000F .notdef +!10 U+0010 .notdef +!11 U+0011 .notdef +!12 U+0012 .notdef +!13 U+0013 .notdef +!14 U+0014 .notdef +!15 U+0015 .notdef +!16 U+0016 .notdef +!17 U+0017 .notdef +!18 U+0018 .notdef +!19 U+0019 .notdef +!1A U+001A .notdef +!1B U+001B .notdef +!1C U+001C .notdef +!1D U+001D .notdef +!1E U+001E .notdef +!1F U+001F .notdef +!20 U+0020 space +!21 U+0021 exclam +!22 U+0022 quotedbl +!23 U+0023 numbersign +!24 U+0024 dollar +!25 U+0025 percent +!26 U+0026 ampersand +!27 U+0027 quotesingle +!28 U+0028 parenleft +!29 U+0029 parenright +!2A U+002A asterisk +!2B U+002B plus +!2C U+002C comma +!2D U+002D hyphen +!2E U+002E period +!2F U+002F slash +!30 U+0030 zero +!31 U+0031 one +!32 U+0032 two +!33 U+0033 three +!34 U+0034 four +!35 U+0035 five +!36 U+0036 six +!37 U+0037 seven +!38 U+0038 eight +!39 U+0039 nine +!3A U+003A colon +!3B U+003B semicolon +!3C U+003C less +!3D U+003D equal +!3E U+003E greater +!3F U+003F question +!40 U+0040 at +!41 U+0041 A +!42 U+0042 B +!43 U+0043 C +!44 U+0044 D +!45 U+0045 E +!46 U+0046 F +!47 U+0047 G +!48 U+0048 H +!49 U+0049 I +!4A U+004A J +!4B U+004B K +!4C U+004C L +!4D U+004D M +!4E U+004E N +!4F U+004F O +!50 U+0050 P +!51 U+0051 Q +!52 U+0052 R +!53 U+0053 S +!54 U+0054 T +!55 U+0055 U +!56 U+0056 V +!57 U+0057 W +!58 U+0058 X +!59 U+0059 Y +!5A U+005A Z +!5B U+005B bracketleft +!5C U+005C backslash +!5D U+005D bracketright +!5E U+005E asciicircum +!5F U+005F underscore +!60 U+0060 grave +!61 U+0061 a +!62 U+0062 b +!63 U+0063 c +!64 U+0064 d +!65 U+0065 e +!66 U+0066 f +!67 U+0067 g +!68 U+0068 h +!69 U+0069 i +!6A U+006A j +!6B U+006B k +!6C U+006C l +!6D U+006D m +!6E U+006E n +!6F U+006F o +!70 U+0070 p +!71 U+0071 q +!72 U+0072 r +!73 U+0073 s +!74 U+0074 t +!75 U+0075 u +!76 U+0076 v +!77 U+0077 w +!78 U+0078 x +!79 U+0079 y +!7A U+007A z +!7B U+007B braceleft +!7C U+007C bar +!7D U+007D braceright +!7E U+007E asciitilde +!7F U+007F .notdef +!80 U+20AC Euro +!85 U+2026 ellipsis +!91 U+2018 quoteleft +!92 U+2019 quoteright +!93 U+201C quotedblleft +!94 U+201D quotedblright +!95 U+2022 bullet +!96 U+2013 endash +!97 U+2014 emdash +!A0 U+00A0 space +!A1 U+0E01 kokaithai +!A2 U+0E02 khokhaithai +!A3 U+0E03 khokhuatthai +!A4 U+0E04 khokhwaithai +!A5 U+0E05 khokhonthai +!A6 U+0E06 khorakhangthai +!A7 U+0E07 ngonguthai +!A8 U+0E08 chochanthai +!A9 U+0E09 chochingthai +!AA U+0E0A chochangthai +!AB U+0E0B sosothai +!AC U+0E0C chochoethai +!AD U+0E0D yoyingthai +!AE U+0E0E dochadathai +!AF U+0E0F topatakthai +!B0 U+0E10 thothanthai +!B1 U+0E11 thonangmonthothai +!B2 U+0E12 thophuthaothai +!B3 U+0E13 nonenthai +!B4 U+0E14 dodekthai +!B5 U+0E15 totaothai +!B6 U+0E16 thothungthai +!B7 U+0E17 thothahanthai +!B8 U+0E18 thothongthai +!B9 U+0E19 nonuthai +!BA U+0E1A bobaimaithai +!BB U+0E1B poplathai +!BC U+0E1C phophungthai +!BD U+0E1D fofathai +!BE U+0E1E phophanthai +!BF U+0E1F fofanthai +!C0 U+0E20 phosamphaothai +!C1 U+0E21 momathai +!C2 U+0E22 yoyakthai +!C3 U+0E23 roruathai +!C4 U+0E24 ruthai +!C5 U+0E25 lolingthai +!C6 U+0E26 luthai +!C7 U+0E27 wowaenthai +!C8 U+0E28 sosalathai +!C9 U+0E29 sorusithai +!CA U+0E2A sosuathai +!CB U+0E2B hohipthai +!CC U+0E2C lochulathai +!CD U+0E2D oangthai +!CE U+0E2E honokhukthai +!CF U+0E2F paiyannoithai +!D0 U+0E30 saraathai +!D1 U+0E31 maihanakatthai +!D2 U+0E32 saraaathai +!D3 U+0E33 saraamthai +!D4 U+0E34 saraithai +!D5 U+0E35 saraiithai +!D6 U+0E36 sarauethai +!D7 U+0E37 saraueethai +!D8 U+0E38 sarauthai +!D9 U+0E39 sarauuthai +!DA U+0E3A phinthuthai +!DF U+0E3F bahtthai +!E0 U+0E40 saraethai +!E1 U+0E41 saraaethai +!E2 U+0E42 saraothai +!E3 U+0E43 saraaimaimuanthai +!E4 U+0E44 saraaimaimalaithai +!E5 U+0E45 lakkhangyaothai +!E6 U+0E46 maiyamokthai +!E7 U+0E47 maitaikhuthai +!E8 U+0E48 maiekthai +!E9 U+0E49 maithothai +!EA U+0E4A maitrithai +!EB U+0E4B maichattawathai +!EC U+0E4C thanthakhatthai +!ED U+0E4D nikhahitthai +!EE U+0E4E yamakkanthai +!EF U+0E4F fongmanthai +!F0 U+0E50 zerothai +!F1 U+0E51 onethai +!F2 U+0E52 twothai +!F3 U+0E53 threethai +!F4 U+0E54 fourthai +!F5 U+0E55 fivethai +!F6 U+0E56 sixthai +!F7 U+0E57 seventhai +!F8 U+0E58 eightthai +!F9 U+0E59 ninethai +!FA U+0E5A angkhankhuthai +!FB U+0E5B khomutthai diff --git a/makefont/fUTF8.php b/makefont/fUTF8.php new file mode 100644 index 0000000..b94d03e --- /dev/null +++ b/makefont/fUTF8.php @@ -0,0 +1,1640 @@ + + * @license http://flourishlib.com/license + * + * @package Flourish + * @link http://flourishlib.com/fUTF8 + * + * @version 1.0.0b15 + * @changes 1.0.0b15 Fixed a bug with using IBM's iconv implementation on AIX [wb, 2011-07-29] + * @changes 1.0.0b14 Added a workaround for iconv having issues in MAMP 1.9.4+ [wb, 2011-07-26] + * @changes 1.0.0b13 Fixed notices from being thrown when invalid data is sent to ::clean() [wb, 2011-06-10] + * @changes 1.0.0b12 Fixed a variable name typo in ::sub() [wb, 2011-05-09] + * @changes 1.0.0b11 Updated the class to not using phpinfo() to determine the iconv implementation [wb, 2010-11-04] + * @changes 1.0.0b10 Fixed a bug with capitalizing a lowercase i resulting in a dotted upper-case I [wb, 2010-11-01] + * @changes 1.0.0b9 Updated class to use fCore::startErrorCapture() instead of `error_reporting()` [wb, 2010-08-09] + * @changes 1.0.0b8 Removed `e` flag from preg_replace() calls [wb, 2010-06-08] + * @changes 1.0.0b7 Added the methods ::trim(), ::rtrim() and ::ltrim() [wb, 2010-05-11] + * @changes 1.0.0b6 Fixed ::clean() to work with PHP installs that use an iconv library that doesn't support //IGNORE [wb, 2010-03-02] + * @changes 1.0.0b5 Changed ::ucwords() to also uppercase words right after various punctuation [wb, 2009-09-18] + * @changes 1.0.0b4 Changed replacement values in preg_replace() calls to be properly escaped [wb, 2009-06-11] + * @changes 1.0.0b3 Fixed a parameter name in ::rpos() from `$search` to `$needle` [wb, 2009-02-06] + * @changes 1.0.0b2 Fixed a bug in ::explode() with newlines and zero-length delimiters [wb, 2009-02-05] + * @changes 1.0.0b The initial implementation [wb, 2008-06-01] + */ +class fUTF8 +{ + // The following constants allow for nice looking callbacks to static methods + const ascii = 'fUTF8::ascii'; + const chr = 'fUTF8::chr'; + const clean = 'fUTF8::clean'; + const cmp = 'fUTF8::cmp'; + const explode = 'fUTF8::explode'; + const icmp = 'fUTF8::icmp'; + const inatcmp = 'fUTF8::inatcmp'; + const ipos = 'fUTF8::ipos'; + const ireplace = 'fUTF8::ireplace'; + const irpos = 'fUTF8::irpos'; + const istr = 'fUTF8::istr'; + const len = 'fUTF8::len'; + const lower = 'fUTF8::lower'; + const ltrim = 'fUTF8::ltrim'; + const natcmp = 'fUTF8::natcmp'; + const ord = 'fUTF8::ord'; + const pad = 'fUTF8::pad'; + const pos = 'fUTF8::pos'; + const replace = 'fUTF8::replace'; + const reset = 'fUTF8::reset'; + const rev = 'fUTF8::rev'; + const rpos = 'fUTF8::rpos'; + const rtrim = 'fUTF8::rtrim'; + const str = 'fUTF8::str'; + const sub = 'fUTF8::sub'; + const trim = 'fUTF8::trim'; + const ucfirst = 'fUTF8::ucfirst'; + const ucwords = 'fUTF8::ucwords'; + const upper = 'fUTF8::upper'; + const wordwrap = 'fUTF8::wordwrap'; + + + /** + * Depending how things are compiled, NetBSD and Solaris don't support //IGNORE in iconv() + * + * If //IGNORE support is not provided strings with invalid characters will be truncated + * + * @var boolean + */ + static private $can_ignore_invalid = NULL; + + /** + * All lowercase UTF-8 characters mapped to uppercase characters + * + * @var array + */ + static private $lower_to_upper = array( + 'a' => 'A', 'b' => 'B', 'c' => 'C', 'd' => 'D', 'e' => 'E', 'f' => 'F', + 'g' => 'G', 'h' => 'H', 'i' => 'I', 'j' => 'J', 'k' => 'K', 'l' => 'L', + 'm' => 'M', 'n' => 'N', 'o' => 'O', 'p' => 'P', 'q' => 'Q', 'r' => 'R', + 's' => 'S', 't' => 'T', 'u' => 'U', 'v' => 'V', 'w' => 'W', 'x' => 'X', + 'y' => 'Y', 'z' => 'Z', 'à' => 'À', 'á' => 'Ã', 'â' => 'Â', 'ã' => 'Ã', + 'ä' => 'Ä', 'Ã¥' => 'Ã…', 'æ' => 'Æ', 'ç' => 'Ç', 'è' => 'È', 'é' => 'É', + 'ê' => 'Ê', 'ë' => 'Ë', 'ì' => 'ÃŒ', 'í' => 'Ã', 'î' => 'ÃŽ', 'ï' => 'Ã', + 'ð' => 'Ã', 'ñ' => 'Ñ', 'ò' => 'Ã’', 'ó' => 'Ó', 'ô' => 'Ô', 'õ' => 'Õ', + 'ö' => 'Ö', 'ø' => 'Ø', 'ù' => 'Ù', 'ú' => 'Ú', 'û' => 'Û', 'ü' => 'Ãœ', + 'ý' => 'Ã', 'þ' => 'Þ', 'Ä' => 'Ä€', 'ă' => 'Ä‚', 'Ä…' => 'Ä„', 'ć' => 'Ć', + 'ĉ' => 'Ĉ', 'Ä‹' => 'ÄŠ', 'Ä' => 'ÄŒ', 'Ä' => 'ÄŽ', 'Ä‘' => 'Ä', 'Ä“' => 'Ä’', + 'Ä•' => 'Ä”', 'Ä—' => 'Ä–', 'Ä™' => 'Ę', 'Ä›' => 'Äš', 'Ä' => 'Äœ', 'ÄŸ' => 'Äž', + 'Ä¡' => 'Ä ', 'Ä£' => 'Ä¢', 'Ä¥' => 'Ĥ', 'ħ' => 'Ħ', 'Ä©' => 'Ĩ', 'Ä«' => 'Ī', + 'Ä­' => 'Ĭ', 'į' => 'Ä®', 'ij' => 'IJ', 'ĵ' => 'Ä´', 'Ä·' => 'Ķ', 'ĺ' => 'Ĺ', + 'ļ' => 'Ä»', 'ľ' => 'Ľ', 'Å€' => 'Ä¿', 'Å‚' => 'Å', 'Å„' => 'Ń', 'ņ' => 'Å…', + 'ň' => 'Ň', 'Å‹' => 'ÅŠ', 'Å' => 'ÅŒ', 'Å' => 'ÅŽ', 'Å‘' => 'Å', 'Å“' => 'Å’', + 'Å•' => 'Å”', 'Å—' => 'Å–', 'Å™' => 'Ř', 'Å›' => 'Åš', 'Å' => 'Åœ', 'ÅŸ' => 'Åž', + 'Å¡' => 'Å ', 'Å£' => 'Å¢', 'Å¥' => 'Ť', 'ŧ' => 'Ŧ', 'Å©' => 'Ũ', 'Å«' => 'Ū', + 'Å­' => 'Ŭ', 'ů' => 'Å®', 'ű' => 'Å°', 'ų' => 'Ų', 'ŵ' => 'Å´', 'Å·' => 'Ŷ', + 'ÿ' => 'Ÿ', 'ź' => 'Ź', 'ż' => 'Å»', 'ž' => 'Ž', 'É“' => 'Æ', 'ƃ' => 'Æ‚', + 'Æ…' => 'Æ„', 'É”' => 'Ɔ', 'ƈ' => 'Ƈ', 'É—' => 'ÆŠ', 'ÆŒ' => 'Æ‹', 'ɘ' => 'ÆŽ', + 'É™' => 'Æ', 'É›' => 'Æ', 'Æ’' => 'Æ‘', 'É ' => 'Æ“', 'É£' => 'Æ”', 'É©' => 'Æ–', + 'ɨ' => 'Æ—', 'Æ™' => 'Ƙ', 'ɯ' => 'Æœ', 'ɲ' => 'Æ', 'ɵ' => 'ÆŸ', 'Æ¡' => 'Æ ', + 'Æ£' => 'Æ¢', 'Æ¥' => 'Ƥ', 'ƨ' => 'Ƨ', 'ʃ' => 'Æ©', 'Æ­' => 'Ƭ', 'ʈ' => 'Æ®', + 'Æ°' => 'Ư', 'ÊŠ' => 'Ʊ', 'Ê‹' => 'Ʋ', 'Æ´' => 'Ƴ', 'ƶ' => 'Ƶ', 'Ê’' => 'Æ·', + 'ƹ' => 'Ƹ', 'ƽ' => 'Ƽ', 'dž' => 'Ç„', 'dž' => 'Ç…', 'lj' => 'LJ', 'lj' => 'Lj', + 'ÇŒ' => 'ÇŠ', 'ÇŒ' => 'Ç‹', 'ÇŽ' => 'Ç', 'Ç' => 'Ç', 'Ç’' => 'Ç‘', 'Ç”' => 'Ç“', + 'Ç–' => 'Ç•', 'ǘ' => 'Ç—', 'Çš' => 'Ç™', 'Çœ' => 'Ç›', 'ÇŸ' => 'Çž', 'Ç¡' => 'Ç ', + 'Ç£' => 'Ç¢', 'Ç¥' => 'Ǥ', 'ǧ' => 'Ǧ', 'Ç©' => 'Ǩ', 'Ç«' => 'Ǫ', 'Ç­' => 'Ǭ', + 'ǯ' => 'Ç®', 'dz' => 'DZ', 'ǵ' => 'Ç´', 'Ç»' => 'Ǻ', 'ǽ' => 'Ǽ', 'Ç¿' => 'Ǿ', + 'È' => 'È€', 'ȃ' => 'È‚', 'È…' => 'È„', 'ȇ' => 'Ȇ', 'ȉ' => 'Ȉ', 'È‹' => 'ÈŠ', + 'È' => 'ÈŒ', 'È' => 'ÈŽ', 'È‘' => 'È', 'È“' => 'È’', 'È•' => 'È”', 'È—' => 'È–', + 'ά' => 'Ά', 'έ' => 'Έ', 'ή' => 'Ή', 'ί' => 'Ί', 'ÏŒ' => 'ÎŒ', 'Ï' => 'ÎŽ', + 'ÏŽ' => 'Î', 'α' => 'Α', 'β' => 'Î’', 'γ' => 'Γ', 'δ' => 'Δ', 'ε' => 'Ε', + 'ζ' => 'Ζ', 'η' => 'Η', 'θ' => 'Θ', 'ι' => 'Ι', 'κ' => 'Κ', 'λ' => 'Λ', + 'μ' => 'Îœ', 'ν' => 'Î', 'ξ' => 'Ξ', 'ο' => 'Ο', 'Ï€' => 'Π', 'Ï' => 'Ρ', + 'σ' => 'Σ', 'Ï„' => 'Τ', 'Ï…' => 'Î¥', 'φ' => 'Φ', 'χ' => 'Χ', 'ψ' => 'Ψ', + 'ω' => 'Ω', 'ÏŠ' => 'Ϊ', 'Ï‹' => 'Ϋ', 'Ï£' => 'Ï¢', 'Ï¥' => 'Ϥ', 'ϧ' => 'Ϧ', + 'Ï©' => 'Ϩ', 'Ï«' => 'Ϫ', 'Ï­' => 'Ϭ', 'ϯ' => 'Ï®', 'Ñ‘' => 'Ð', 'Ñ’' => 'Ђ', + 'Ñ“' => 'Ѓ', 'Ñ”' => 'Є', 'Ñ•' => 'Ð…', 'Ñ–' => 'І', 'Ñ—' => 'Ї', 'ј' => 'Ј', + 'Ñ™' => 'Љ', 'Ñš' => 'Њ', 'Ñ›' => 'Ћ', 'Ñœ' => 'ÐŒ', 'Ñž' => 'ÐŽ', 'ÑŸ' => 'Ð', + 'а' => 'Ð', 'б' => 'Б', 'в' => 'Ð’', 'г' => 'Г', 'д' => 'Д', 'е' => 'Е', + 'ж' => 'Ж', 'з' => 'З', 'и' => 'И', 'й' => 'Й', 'к' => 'К', 'л' => 'Л', + 'м' => 'Ðœ', 'н' => 'Ð', 'о' => 'О', 'п' => 'П', 'Ñ€' => 'Р', 'Ñ' => 'С', + 'Ñ‚' => 'Т', 'у' => 'У', 'Ñ„' => 'Ф', 'Ñ…' => 'Ð¥', 'ц' => 'Ц', 'ч' => 'Ч', + 'ш' => 'Ш', 'щ' => 'Щ', 'ÑŠ' => 'Ъ', 'Ñ‹' => 'Ы', 'ÑŒ' => 'Ь', 'Ñ' => 'Э', + 'ÑŽ' => 'Ю', 'Ñ' => 'Я', 'Ñ¡' => 'Ñ ', 'Ñ£' => 'Ñ¢', 'Ñ¥' => 'Ѥ', 'ѧ' => 'Ѧ', + 'Ñ©' => 'Ѩ', 'Ñ«' => 'Ѫ', 'Ñ­' => 'Ѭ', 'ѯ' => 'Ñ®', 'ѱ' => 'Ñ°', 'ѳ' => 'Ѳ', + 'ѵ' => 'Ñ´', 'Ñ·' => 'Ѷ', 'ѹ' => 'Ѹ', 'Ñ»' => 'Ѻ', 'ѽ' => 'Ѽ', 'Ñ¿' => 'Ѿ', + 'Ò' => 'Ò€', 'Ò‘' => 'Ò', 'Ò“' => 'Ò’', 'Ò•' => 'Ò”', 'Ò—' => 'Ò–', 'Ò™' => 'Ò˜', + 'Ò›' => 'Òš', 'Ò' => 'Òœ', 'ÒŸ' => 'Òž', 'Ò¡' => 'Ò ', 'Ò£' => 'Ò¢', 'Ò¥' => 'Ò¤', + 'Ò§' => 'Ò¦', 'Ò©' => 'Ò¨', 'Ò«' => 'Òª', 'Ò­' => 'Ò¬', 'Ò¯' => 'Ò®', 'Ò±' => 'Ò°', + 'Ò³' => 'Ò²', 'Òµ' => 'Ò´', 'Ò·' => 'Ò¶', 'Ò¹' => 'Ò¸', 'Ò»' => 'Òº', 'Ò½' => 'Ò¼', + 'Ò¿' => 'Ò¾', 'Ó‚' => 'Ó', 'Ó„' => 'Óƒ', 'Óˆ' => 'Ó‡', 'ÓŒ' => 'Ó‹', 'Ó‘' => 'Ó', + 'Ó“' => 'Ó’', 'Ó•' => 'Ó”', 'Ó—' => 'Ó–', 'Ó™' => 'Ó˜', 'Ó›' => 'Óš', 'Ó' => 'Óœ', + 'ÓŸ' => 'Óž', 'Ó¡' => 'Ó ', 'Ó£' => 'Ó¢', 'Ó¥' => 'Ó¤', 'Ó§' => 'Ó¦', 'Ó©' => 'Ó¨', + 'Ó«' => 'Óª', 'Ó¯' => 'Ó®', 'Ó±' => 'Ó°', 'Ó³' => 'Ó²', 'Óµ' => 'Ó´', 'Ó¹' => 'Ó¸', + 'Õ¡' => 'Ô±', 'Õ¢' => 'Ô²', 'Õ£' => 'Ô³', 'Õ¤' => 'Ô´', 'Õ¥' => 'Ôµ', 'Õ¦' => 'Ô¶', + 'Õ§' => 'Ô·', 'Õ¨' => 'Ô¸', 'Õ©' => 'Ô¹', 'Õª' => 'Ôº', 'Õ«' => 'Ô»', 'Õ¬' => 'Ô¼', + 'Õ­' => 'Ô½', 'Õ®' => 'Ô¾', 'Õ¯' => 'Ô¿', 'Õ°' => 'Õ€', 'Õ±' => 'Õ', 'Õ²' => 'Õ‚', + 'Õ³' => 'Õƒ', 'Õ´' => 'Õ„', 'Õµ' => 'Õ…', 'Õ¶' => 'Õ†', 'Õ·' => 'Õ‡', 'Õ¸' => 'Õˆ', + 'Õ¹' => 'Õ‰', 'Õº' => 'ÕŠ', 'Õ»' => 'Õ‹', 'Õ¼' => 'ÕŒ', 'Õ½' => 'Õ', 'Õ¾' => 'ÕŽ', + 'Õ¿' => 'Õ', 'Ö€' => 'Õ', 'Ö' => 'Õ‘', 'Ö‚' => 'Õ’', 'Öƒ' => 'Õ“', 'Ö„' => 'Õ”', + 'Ö…' => 'Õ•', 'Ö†' => 'Õ–', 'áƒ' => 'á‚ ', 'ბ' => 'á‚¡', 'გ' => 'á‚¢', 'დ' => 'á‚£', + 'ე' => 'Ⴄ', 'ვ' => 'á‚¥', 'ზ' => 'Ⴆ', 'თ' => 'Ⴇ', 'ი' => 'Ⴈ', 'კ' => 'á‚©', + 'ლ' => 'Ⴊ', 'მ' => 'á‚«', 'ნ' => 'Ⴌ', 'áƒ' => 'á‚­', 'პ' => 'á‚®', 'ჟ' => 'Ⴏ', + 'რ' => 'á‚°', 'ს' => 'Ⴑ', 'ტ' => 'Ⴒ', 'უ' => 'Ⴓ', 'ფ' => 'á‚´', 'ქ' => 'Ⴕ', + 'ღ' => 'Ⴖ', 'ყ' => 'á‚·', 'შ' => 'Ⴘ', 'ჩ' => 'Ⴙ', 'ც' => 'Ⴚ', 'ძ' => 'á‚»', + 'წ' => 'Ⴜ', 'ჭ' => 'Ⴝ', 'ხ' => 'Ⴞ', 'ჯ' => 'á‚¿', 'ჰ' => 'Ⴠ', 'ჱ' => 'áƒ', + 'ჲ' => 'Ⴢ', 'ჳ' => 'Ⴣ', 'ჴ' => 'Ⴤ', 'ჵ' => 'Ⴥ', 'á¸' => 'Ḁ', 'ḃ' => 'Ḃ', + 'ḅ' => 'Ḅ', 'ḇ' => 'Ḇ', 'ḉ' => 'Ḉ', 'ḋ' => 'Ḋ', 'á¸' => 'Ḍ', 'á¸' => 'Ḏ', + 'ḑ' => 'á¸', 'ḓ' => 'Ḓ', 'ḕ' => 'Ḕ', 'ḗ' => 'Ḗ', 'ḙ' => 'Ḙ', 'ḛ' => 'Ḛ', + 'á¸' => 'Ḝ', 'ḟ' => 'Ḟ', 'ḡ' => 'Ḡ', 'ḣ' => 'Ḣ', 'ḥ' => 'Ḥ', 'ḧ' => 'Ḧ', + 'ḩ' => 'Ḩ', 'ḫ' => 'Ḫ', 'ḭ' => 'Ḭ', 'ḯ' => 'Ḯ', 'ḱ' => 'Ḱ', 'ḳ' => 'Ḳ', + 'ḵ' => 'Ḵ', 'ḷ' => 'Ḷ', 'ḹ' => 'Ḹ', 'ḻ' => 'Ḻ', 'ḽ' => 'Ḽ', 'ḿ' => 'Ḿ', + 'á¹' => 'á¹€', 'ṃ' => 'Ṃ', 'á¹…' => 'Ṅ', 'ṇ' => 'Ṇ', 'ṉ' => 'Ṉ', 'ṋ' => 'Ṋ', + 'á¹' => 'Ṍ', 'á¹' => 'Ṏ', 'ṑ' => 'á¹', 'ṓ' => 'á¹’', 'ṕ' => 'á¹”', 'á¹—' => 'á¹–', + 'á¹™' => 'Ṙ', 'á¹›' => 'Ṛ', 'á¹' => 'Ṝ', 'ṟ' => 'Ṟ', 'ṡ' => 'á¹ ', 'á¹£' => 'á¹¢', + 'á¹¥' => 'Ṥ', 'ṧ' => 'Ṧ', 'ṩ' => 'Ṩ', 'ṫ' => 'Ṫ', 'á¹­' => 'Ṭ', 'ṯ' => 'á¹®', + 'á¹±' => 'á¹°', 'á¹³' => 'á¹²', 'á¹µ' => 'á¹´', 'á¹·' => 'Ṷ', 'á¹¹' => 'Ṹ', 'á¹»' => 'Ṻ', + 'á¹½' => 'á¹¼', 'ṿ' => 'á¹¾', 'áº' => 'Ẁ', 'ẃ' => 'Ẃ', 'ẅ' => 'Ẅ', 'ẇ' => 'Ẇ', + 'ẉ' => 'Ẉ', 'ẋ' => 'Ẋ', 'áº' => 'Ẍ', 'áº' => 'Ẏ', 'ẑ' => 'áº', 'ẓ' => 'Ẓ', + 'ẕ' => 'Ẕ', 'ạ' => 'Ạ', 'ả' => 'Ả', 'ấ' => 'Ấ', 'ầ' => 'Ầ', 'ẩ' => 'Ẩ', + 'ẫ' => 'Ẫ', 'ậ' => 'Ậ', 'ắ' => 'Ắ', 'ằ' => 'Ằ', 'ẳ' => 'Ẳ', 'ẵ' => 'Ẵ', + 'ặ' => 'Ặ', 'ẹ' => 'Ẹ', 'ẻ' => 'Ẻ', 'ẽ' => 'Ẽ', 'ế' => 'Ế', 'á»' => 'Ề', + 'ể' => 'Ể', 'á»…' => 'Ễ', 'ệ' => 'Ệ', 'ỉ' => 'Ỉ', 'ị' => 'Ị', 'á»' => 'Ọ', + 'á»' => 'Ỏ', 'ố' => 'á»', 'ồ' => 'á»’', 'ổ' => 'á»”', 'á»—' => 'á»–', 'á»™' => 'Ộ', + 'á»›' => 'Ớ', 'á»' => 'Ờ', 'ở' => 'Ở', 'ỡ' => 'á» ', 'ợ' => 'Ợ', 'ụ' => 'Ụ', + 'ủ' => 'Ủ', 'ứ' => 'Ứ', 'ừ' => 'Ừ', 'á»­' => 'Ử', 'ữ' => 'á»®', 'á»±' => 'á»°', + 'ỳ' => 'Ỳ', 'ỵ' => 'á»´', 'á»·' => 'Ỷ', 'ỹ' => 'Ỹ', 'á¼€' => 'Ἀ', 'á¼' => 'Ἁ', + 'ἂ' => 'Ἂ', 'ἃ' => 'Ἃ', 'ἄ' => 'Ἄ', 'á¼…' => 'á¼', 'ἆ' => 'Ἆ', 'ἇ' => 'á¼', + 'á¼' => 'Ἐ', 'ἑ' => 'á¼™', 'á¼’' => 'Ἒ', 'ἓ' => 'á¼›', 'á¼”' => 'Ἔ', 'ἕ' => 'á¼', + 'á¼ ' => 'Ἠ', 'ἡ' => 'Ἡ', 'á¼¢' => 'Ἢ', 'á¼£' => 'Ἣ', 'ἤ' => 'Ἤ', 'á¼¥' => 'á¼­', + 'ἦ' => 'á¼®', 'ἧ' => 'Ἧ', 'á¼°' => 'Ἰ', 'á¼±' => 'á¼¹', 'á¼²' => 'Ἲ', 'á¼³' => 'á¼»', + 'á¼´' => 'á¼¼', 'á¼µ' => 'á¼½', 'ἶ' => 'á¼¾', 'á¼·' => 'Ἷ', 'á½€' => 'Ὀ', 'á½' => 'Ὁ', + 'ὂ' => 'Ὂ', 'ὃ' => 'Ὃ', 'ὄ' => 'Ὄ', 'á½…' => 'á½', 'ὑ' => 'á½™', 'ὓ' => 'á½›', + 'ὕ' => 'á½', 'á½—' => 'Ὗ', 'á½ ' => 'Ὠ', 'ὡ' => 'Ὡ', 'á½¢' => 'Ὢ', 'á½£' => 'Ὣ', + 'ὤ' => 'Ὤ', 'á½¥' => 'á½­', 'ὦ' => 'á½®', 'ὧ' => 'Ὧ', 'á¾€' => 'ᾈ', 'á¾' => 'ᾉ', + 'ᾂ' => 'ᾊ', 'ᾃ' => 'ᾋ', 'ᾄ' => 'ᾌ', 'á¾…' => 'á¾', 'ᾆ' => 'ᾎ', 'ᾇ' => 'á¾', + 'á¾' => 'ᾘ', 'ᾑ' => 'á¾™', 'á¾’' => 'ᾚ', 'ᾓ' => 'á¾›', 'á¾”' => 'ᾜ', 'ᾕ' => 'á¾', + 'á¾–' => 'ᾞ', 'á¾—' => 'ᾟ', 'á¾ ' => 'ᾨ', 'ᾡ' => 'ᾩ', 'á¾¢' => 'ᾪ', 'á¾£' => 'ᾫ', + 'ᾤ' => 'ᾬ', 'á¾¥' => 'á¾­', 'ᾦ' => 'á¾®', 'ᾧ' => 'ᾯ', 'á¾°' => 'Ᾰ', 'á¾±' => 'á¾¹', + 'á¿' => 'Ῐ', 'á¿‘' => 'á¿™', 'á¿ ' => 'Ῠ', 'á¿¡' => 'á¿©', 'â“' => 'â’¶', 'â“‘' => 'â’·', + 'â“’' => 'â’¸', 'â““' => 'â’¹', 'â“”' => 'â’º', 'â“•' => 'â’»', 'â“–' => 'â’¼', 'â“—' => 'â’½', + 'ⓘ' => 'â’¾', 'â“™' => 'â’¿', 'â“š' => 'â“€', 'â“›' => 'â“', 'â“œ' => 'â“‚', 'â“' => 'Ⓝ', + 'â“ž' => 'â“„', 'â“Ÿ' => 'â“…', 'â“ ' => 'Ⓠ', 'â“¡' => 'Ⓡ', 'â“¢' => 'Ⓢ', 'â“£' => 'Ⓣ', + 'ⓤ' => 'â“Š', 'â“¥' => 'â“‹', 'ⓦ' => 'â“Œ', 'ⓧ' => 'â“', 'ⓨ' => 'â“Ž', 'â“©' => 'â“', + 'ï½' => 'Ａ', 'ｂ' => 'ï¼¢', 'ｃ' => 'ï¼£', 'ｄ' => 'Ｄ', 'ï½…' => 'ï¼¥', 'ｆ' => 'Ｆ', + 'ｇ' => 'Ｇ', 'ｈ' => 'Ｈ', 'ｉ' => 'Ｉ', 'ｊ' => 'Ｊ', 'ｋ' => 'Ｋ', 'ｌ' => 'Ｌ', + 'ï½' => 'ï¼­', 'ｎ' => 'ï¼®', 'ï½' => 'Ｏ', 'ï½' => 'ï¼°', 'ｑ' => 'ï¼±', 'ï½’' => 'ï¼²', + 'ｓ' => 'ï¼³', 'ï½”' => 'ï¼´', 'ｕ' => 'ï¼µ', 'ï½–' => 'Ｖ', 'ï½—' => 'ï¼·', 'ｘ' => 'Ｘ', + 'ï½™' => 'ï¼¹', 'ｚ' => 'Ｚ' + ); + + /** + * All lowercase UTF-8 characters not properly handled by [http://php.net/mb_strtoupper mb_strtoupper()] mapped to uppercase characters + * + * @var array + */ + static private $mb_lower_to_upper_fix = array( + 'ɘ' => 'ÆŽ', 'Dz' => 'DZ', 'áƒ' => 'á‚ ', 'ბ' => 'á‚¡', 'გ' => 'á‚¢', 'დ' => 'á‚£', + 'ე' => 'Ⴄ', 'ვ' => 'á‚¥', 'ზ' => 'Ⴆ', 'თ' => 'Ⴇ', 'ი' => 'Ⴈ', 'კ' => 'á‚©', + 'ლ' => 'Ⴊ', 'მ' => 'á‚«', 'ნ' => 'Ⴌ', 'áƒ' => 'á‚­', 'პ' => 'á‚®', 'ჟ' => 'Ⴏ', + 'რ' => 'á‚°', 'ს' => 'Ⴑ', 'ტ' => 'Ⴒ', 'უ' => 'Ⴓ', 'ფ' => 'á‚´', 'ქ' => 'Ⴕ', + 'ღ' => 'Ⴖ', 'ყ' => 'á‚·', 'შ' => 'Ⴘ', 'ჩ' => 'Ⴙ', 'ც' => 'Ⴚ', 'ძ' => 'á‚»', + 'წ' => 'Ⴜ', 'ჭ' => 'Ⴝ', 'ხ' => 'Ⴞ', 'ჯ' => 'á‚¿', 'ჰ' => 'Ⴠ', 'ჱ' => 'áƒ', + 'ჲ' => 'Ⴢ', 'ჳ' => 'Ⴣ', 'ჴ' => 'Ⴤ', 'ჵ' => 'Ⴥ', 'â“' => 'â’¶', 'â“‘' => 'â’·', + 'â“’' => 'â’¸', 'â““' => 'â’¹', 'â“”' => 'â’º', 'â“•' => 'â’»', 'â“–' => 'â’¼', 'â“—' => 'â’½', + 'ⓘ' => 'â’¾', 'â“™' => 'â’¿', 'â“š' => 'â“€', 'â“›' => 'â“', 'â“œ' => 'â“‚', 'â“' => 'Ⓝ', + 'â“ž' => 'â“„', 'â“Ÿ' => 'â“…', 'â“ ' => 'Ⓠ', 'â“¡' => 'Ⓡ', 'â“¢' => 'Ⓢ', 'â“£' => 'Ⓣ', + 'ⓤ' => 'â“Š', 'â“¥' => 'â“‹', 'ⓦ' => 'â“Œ', 'ⓧ' => 'â“', 'ⓨ' => 'â“Ž', 'â“©' => 'â“' + ); + + /** + * All uppercase UTF-8 characters not properly handled by [http://php.net/mb_strtolower mb_strtolower()] mapped to lowercase characters + * + * @var array + */ + static private $mb_upper_to_lower_fix = array( + 'Ç' => 'ɘ', 'Ç…' => 'dž', 'Lj' => 'lj', 'Ç‹' => 'ÇŒ', 'á‚ ' => 'áƒ', 'á‚¡' => 'ბ', + 'á‚¢' => 'გ', 'á‚£' => 'დ', 'Ⴄ' => 'ე', 'á‚¥' => 'ვ', 'Ⴆ' => 'ზ', 'Ⴇ' => 'თ', + 'Ⴈ' => 'ი', 'á‚©' => 'კ', 'Ⴊ' => 'ლ', 'á‚«' => 'მ', 'Ⴌ' => 'ნ', 'á‚­' => 'áƒ', + 'á‚®' => 'პ', 'Ⴏ' => 'ჟ', 'á‚°' => 'რ', 'Ⴑ' => 'ს', 'Ⴒ' => 'ტ', 'Ⴓ' => 'უ', + 'á‚´' => 'ფ', 'Ⴕ' => 'ქ', 'Ⴖ' => 'ღ', 'á‚·' => 'ყ', 'Ⴘ' => 'შ', 'Ⴙ' => 'ჩ', + 'Ⴚ' => 'ც', 'á‚»' => 'ძ', 'Ⴜ' => 'წ', 'Ⴝ' => 'ჭ', 'Ⴞ' => 'ხ', 'á‚¿' => 'ჯ', + 'Ⴠ' => 'ჰ', 'áƒ' => 'ჱ', 'Ⴢ' => 'ჲ', 'Ⴣ' => 'ჳ', 'Ⴤ' => 'ჴ', 'Ⴥ' => 'ჵ', + 'ᾈ' => 'á¾€', 'ᾉ' => 'á¾', 'ᾊ' => 'ᾂ', 'ᾋ' => 'ᾃ', 'ᾌ' => 'ᾄ', 'á¾' => 'á¾…', + 'ᾎ' => 'ᾆ', 'á¾' => 'ᾇ', 'ᾘ' => 'á¾', 'á¾™' => 'ᾑ', 'ᾚ' => 'á¾’', 'á¾›' => 'ᾓ', + 'ᾜ' => 'á¾”', 'á¾' => 'ᾕ', 'ᾞ' => 'á¾–', 'ᾟ' => 'á¾—', 'ᾨ' => 'á¾ ', 'ᾩ' => 'ᾡ', + 'ᾪ' => 'á¾¢', 'ᾫ' => 'á¾£', 'ᾬ' => 'ᾤ', 'á¾­' => 'á¾¥', 'á¾®' => 'ᾦ', 'ᾯ' => 'ᾧ', + 'â’¶' => 'â“', 'â’·' => 'â“‘', 'â’¸' => 'â“’', 'â’¹' => 'â““', 'â’º' => 'â“”', 'â’»' => 'â“•', + 'â’¼' => 'â“–', 'â’½' => 'â“—', 'â’¾' => 'ⓘ', 'â’¿' => 'â“™', 'â“€' => 'â“š', 'â“' => 'â“›', + 'â“‚' => 'â“œ', 'Ⓝ' => 'â“', 'â“„' => 'â“ž', 'â“…' => 'â“Ÿ', 'Ⓠ' => 'â“ ', 'Ⓡ' => 'â“¡', + 'Ⓢ' => 'â“¢', 'Ⓣ' => 'â“£', 'â“Š' => 'ⓤ', 'â“‹' => 'â“¥', 'â“Œ' => 'ⓦ', 'â“' => 'ⓧ', + 'â“Ž' => 'ⓨ', 'â“' => 'â“©' + ); + + /** + * All uppercase UTF-8 characters mapped to lowercase characters + * + * @var array + */ + static private $upper_to_lower = array( + 'A' => 'a', 'B' => 'b', 'C' => 'c', 'D' => 'd', 'E' => 'e', 'F' => 'f', + 'G' => 'g', 'H' => 'h', 'I' => 'i', 'J' => 'j', 'K' => 'k', 'L' => 'l', + 'M' => 'm', 'N' => 'n', 'O' => 'o', 'P' => 'p', 'Q' => 'q', 'R' => 'r', + 'S' => 's', 'T' => 't', 'U' => 'u', 'V' => 'v', 'W' => 'w', 'X' => 'x', + 'Y' => 'y', 'Z' => 'z', 'À' => 'à', 'Ã' => 'á', 'Â' => 'â', 'Ã' => 'ã', + 'Ä' => 'ä', 'Ã…' => 'Ã¥', 'Æ' => 'æ', 'Ç' => 'ç', 'È' => 'è', 'É' => 'é', + 'Ê' => 'ê', 'Ë' => 'ë', 'ÃŒ' => 'ì', 'Ã' => 'í', 'ÃŽ' => 'î', 'Ã' => 'ï', + 'Ã' => 'ð', 'Ñ' => 'ñ', 'Ã’' => 'ò', 'Ó' => 'ó', 'Ô' => 'ô', 'Õ' => 'õ', + 'Ö' => 'ö', 'Ø' => 'ø', 'Ù' => 'ù', 'Ú' => 'ú', 'Û' => 'û', 'Ãœ' => 'ü', + 'Ã' => 'ý', 'Þ' => 'þ', 'Ä€' => 'Ä', 'Ä‚' => 'ă', 'Ä„' => 'Ä…', 'Ć' => 'ć', + 'Ĉ' => 'ĉ', 'ÄŠ' => 'Ä‹', 'ÄŒ' => 'Ä', 'ÄŽ' => 'Ä', 'Ä' => 'Ä‘', 'Ä’' => 'Ä“', + 'Ä”' => 'Ä•', 'Ä–' => 'Ä—', 'Ę' => 'Ä™', 'Äš' => 'Ä›', 'Äœ' => 'Ä', 'Äž' => 'ÄŸ', + 'Ä ' => 'Ä¡', 'Ä¢' => 'Ä£', 'Ĥ' => 'Ä¥', 'Ħ' => 'ħ', 'Ĩ' => 'Ä©', 'Ī' => 'Ä«', + 'Ĭ' => 'Ä­', 'Ä®' => 'į', 'Ä°' => 'i', 'IJ' => 'ij', 'Ä´' => 'ĵ', 'Ķ' => 'Ä·', + 'Ĺ' => 'ĺ', 'Ä»' => 'ļ', 'Ľ' => 'ľ', 'Ä¿' => 'Å€', 'Å' => 'Å‚', 'Ń' => 'Å„', + 'Å…' => 'ņ', 'Ň' => 'ň', 'ÅŠ' => 'Å‹', 'ÅŒ' => 'Å', 'ÅŽ' => 'Å', 'Å' => 'Å‘', + 'Å’' => 'Å“', 'Å”' => 'Å•', 'Å–' => 'Å—', 'Ř' => 'Å™', 'Åš' => 'Å›', 'Åœ' => 'Å', + 'Åž' => 'ÅŸ', 'Å ' => 'Å¡', 'Å¢' => 'Å£', 'Ť' => 'Å¥', 'Ŧ' => 'ŧ', 'Ũ' => 'Å©', + 'Ū' => 'Å«', 'Ŭ' => 'Å­', 'Å®' => 'ů', 'Å°' => 'ű', 'Ų' => 'ų', 'Å´' => 'ŵ', + 'Ŷ' => 'Å·', 'Ÿ' => 'ÿ', 'Ź' => 'ź', 'Å»' => 'ż', 'Ž' => 'ž', 'Æ' => 'É“', + 'Æ‚' => 'ƃ', 'Æ„' => 'Æ…', 'Ɔ' => 'É”', 'Ƈ' => 'ƈ', 'ÆŠ' => 'É—', 'Æ‹' => 'ÆŒ', + 'ÆŽ' => 'ɘ', 'Æ' => 'É™', 'Æ' => 'É›', 'Æ‘' => 'Æ’', 'Æ“' => 'É ', 'Æ”' => 'É£', + 'Æ–' => 'É©', 'Æ—' => 'ɨ', 'Ƙ' => 'Æ™', 'Æœ' => 'ɯ', 'Æ' => 'ɲ', 'ÆŸ' => 'ɵ', + 'Æ ' => 'Æ¡', 'Æ¢' => 'Æ£', 'Ƥ' => 'Æ¥', 'Ƨ' => 'ƨ', 'Æ©' => 'ʃ', 'Ƭ' => 'Æ­', + 'Æ®' => 'ʈ', 'Ư' => 'Æ°', 'Ʊ' => 'ÊŠ', 'Ʋ' => 'Ê‹', 'Ƴ' => 'Æ´', 'Ƶ' => 'ƶ', + 'Æ·' => 'Ê’', 'Ƹ' => 'ƹ', 'Ƽ' => 'ƽ', 'Ç„' => 'dž', 'Ç…' => 'dž', 'LJ' => 'lj', + 'Lj' => 'lj', 'ÇŠ' => 'ÇŒ', 'Ç‹' => 'ÇŒ', 'Ç' => 'ÇŽ', 'Ç' => 'Ç', 'Ç‘' => 'Ç’', + 'Ç“' => 'Ç”', 'Ç•' => 'Ç–', 'Ç—' => 'ǘ', 'Ç™' => 'Çš', 'Ç›' => 'Çœ', 'Çž' => 'ÇŸ', + 'Ç ' => 'Ç¡', 'Ç¢' => 'Ç£', 'Ǥ' => 'Ç¥', 'Ǧ' => 'ǧ', 'Ǩ' => 'Ç©', 'Ǫ' => 'Ç«', + 'Ǭ' => 'Ç­', 'Ç®' => 'ǯ', 'DZ' => 'dz', 'Ç´' => 'ǵ', 'Ǻ' => 'Ç»', 'Ǽ' => 'ǽ', + 'Ǿ' => 'Ç¿', 'È€' => 'È', 'È‚' => 'ȃ', 'È„' => 'È…', 'Ȇ' => 'ȇ', 'Ȉ' => 'ȉ', + 'ÈŠ' => 'È‹', 'ÈŒ' => 'È', 'ÈŽ' => 'È', 'È' => 'È‘', 'È’' => 'È“', 'È”' => 'È•', + 'È–' => 'È—', 'Ά' => 'ά', 'Έ' => 'έ', 'Ή' => 'ή', 'Ί' => 'ί', 'ÎŒ' => 'ÏŒ', + 'ÎŽ' => 'Ï', 'Î' => 'ÏŽ', 'Α' => 'α', 'Î’' => 'β', 'Γ' => 'γ', 'Δ' => 'δ', + 'Ε' => 'ε', 'Ζ' => 'ζ', 'Η' => 'η', 'Θ' => 'θ', 'Ι' => 'ι', 'Κ' => 'κ', + 'Λ' => 'λ', 'Îœ' => 'μ', 'Î' => 'ν', 'Ξ' => 'ξ', 'Ο' => 'ο', 'Π' => 'Ï€', + 'Ρ' => 'Ï', 'Σ' => 'σ', 'Τ' => 'Ï„', 'Î¥' => 'Ï…', 'Φ' => 'φ', 'Χ' => 'χ', + 'Ψ' => 'ψ', 'Ω' => 'ω', 'Ϊ' => 'ÏŠ', 'Ϋ' => 'Ï‹', 'Ï¢' => 'Ï£', 'Ϥ' => 'Ï¥', + 'Ϧ' => 'ϧ', 'Ϩ' => 'Ï©', 'Ϫ' => 'Ï«', 'Ϭ' => 'Ï­', 'Ï®' => 'ϯ', 'Ð' => 'Ñ‘', + 'Ђ' => 'Ñ’', 'Ѓ' => 'Ñ“', 'Є' => 'Ñ”', 'Ð…' => 'Ñ•', 'І' => 'Ñ–', 'Ї' => 'Ñ—', + 'Ј' => 'ј', 'Љ' => 'Ñ™', 'Њ' => 'Ñš', 'Ћ' => 'Ñ›', 'ÐŒ' => 'Ñœ', 'ÐŽ' => 'Ñž', + 'Ð' => 'ÑŸ', 'Ð' => 'а', 'Б' => 'б', 'Ð’' => 'в', 'Г' => 'г', 'Д' => 'д', + 'Е' => 'е', 'Ж' => 'ж', 'З' => 'з', 'И' => 'и', 'Й' => 'й', 'К' => 'к', + 'Л' => 'л', 'Ðœ' => 'м', 'Ð' => 'н', 'О' => 'о', 'П' => 'п', 'Р' => 'Ñ€', + 'С' => 'Ñ', 'Т' => 'Ñ‚', 'У' => 'у', 'Ф' => 'Ñ„', 'Ð¥' => 'Ñ…', 'Ц' => 'ц', + 'Ч' => 'ч', 'Ш' => 'ш', 'Щ' => 'щ', 'Ъ' => 'ÑŠ', 'Ы' => 'Ñ‹', 'Ь' => 'ÑŒ', + 'Э' => 'Ñ', 'Ю' => 'ÑŽ', 'Я' => 'Ñ', 'Ñ ' => 'Ñ¡', 'Ñ¢' => 'Ñ£', 'Ѥ' => 'Ñ¥', + 'Ѧ' => 'ѧ', 'Ѩ' => 'Ñ©', 'Ѫ' => 'Ñ«', 'Ѭ' => 'Ñ­', 'Ñ®' => 'ѯ', 'Ñ°' => 'ѱ', + 'Ѳ' => 'ѳ', 'Ñ´' => 'ѵ', 'Ѷ' => 'Ñ·', 'Ѹ' => 'ѹ', 'Ѻ' => 'Ñ»', 'Ѽ' => 'ѽ', + 'Ѿ' => 'Ñ¿', 'Ò€' => 'Ò', 'Ò' => 'Ò‘', 'Ò’' => 'Ò“', 'Ò”' => 'Ò•', 'Ò–' => 'Ò—', + 'Ò˜' => 'Ò™', 'Òš' => 'Ò›', 'Òœ' => 'Ò', 'Òž' => 'ÒŸ', 'Ò ' => 'Ò¡', 'Ò¢' => 'Ò£', + 'Ò¤' => 'Ò¥', 'Ò¦' => 'Ò§', 'Ò¨' => 'Ò©', 'Òª' => 'Ò«', 'Ò¬' => 'Ò­', 'Ò®' => 'Ò¯', + 'Ò°' => 'Ò±', 'Ò²' => 'Ò³', 'Ò´' => 'Òµ', 'Ò¶' => 'Ò·', 'Ò¸' => 'Ò¹', 'Òº' => 'Ò»', + 'Ò¼' => 'Ò½', 'Ò¾' => 'Ò¿', 'Ó' => 'Ó‚', 'Óƒ' => 'Ó„', 'Ó‡' => 'Óˆ', 'Ó‹' => 'ÓŒ', + 'Ó' => 'Ó‘', 'Ó’' => 'Ó“', 'Ó”' => 'Ó•', 'Ó–' => 'Ó—', 'Ó˜' => 'Ó™', 'Óš' => 'Ó›', + 'Óœ' => 'Ó', 'Óž' => 'ÓŸ', 'Ó ' => 'Ó¡', 'Ó¢' => 'Ó£', 'Ó¤' => 'Ó¥', 'Ó¦' => 'Ó§', + 'Ó¨' => 'Ó©', 'Óª' => 'Ó«', 'Ó®' => 'Ó¯', 'Ó°' => 'Ó±', 'Ó²' => 'Ó³', 'Ó´' => 'Óµ', + 'Ó¸' => 'Ó¹', 'Ô±' => 'Õ¡', 'Ô²' => 'Õ¢', 'Ô³' => 'Õ£', 'Ô´' => 'Õ¤', 'Ôµ' => 'Õ¥', + 'Ô¶' => 'Õ¦', 'Ô·' => 'Õ§', 'Ô¸' => 'Õ¨', 'Ô¹' => 'Õ©', 'Ôº' => 'Õª', 'Ô»' => 'Õ«', + 'Ô¼' => 'Õ¬', 'Ô½' => 'Õ­', 'Ô¾' => 'Õ®', 'Ô¿' => 'Õ¯', 'Õ€' => 'Õ°', 'Õ' => 'Õ±', + 'Õ‚' => 'Õ²', 'Õƒ' => 'Õ³', 'Õ„' => 'Õ´', 'Õ…' => 'Õµ', 'Õ†' => 'Õ¶', 'Õ‡' => 'Õ·', + 'Õˆ' => 'Õ¸', 'Õ‰' => 'Õ¹', 'ÕŠ' => 'Õº', 'Õ‹' => 'Õ»', 'ÕŒ' => 'Õ¼', 'Õ' => 'Õ½', + 'ÕŽ' => 'Õ¾', 'Õ' => 'Õ¿', 'Õ' => 'Ö€', 'Õ‘' => 'Ö', 'Õ’' => 'Ö‚', 'Õ“' => 'Öƒ', + 'Õ”' => 'Ö„', 'Õ•' => 'Ö…', 'Õ–' => 'Ö†', 'á‚ ' => 'áƒ', 'á‚¡' => 'ბ', 'á‚¢' => 'გ', + 'á‚£' => 'დ', 'Ⴄ' => 'ე', 'á‚¥' => 'ვ', 'Ⴆ' => 'ზ', 'Ⴇ' => 'თ', 'Ⴈ' => 'ი', + 'á‚©' => 'კ', 'Ⴊ' => 'ლ', 'á‚«' => 'მ', 'Ⴌ' => 'ნ', 'á‚­' => 'áƒ', 'á‚®' => 'პ', + 'Ⴏ' => 'ჟ', 'á‚°' => 'რ', 'Ⴑ' => 'ს', 'Ⴒ' => 'ტ', 'Ⴓ' => 'უ', 'á‚´' => 'ფ', + 'Ⴕ' => 'ქ', 'Ⴖ' => 'ღ', 'á‚·' => 'ყ', 'Ⴘ' => 'შ', 'Ⴙ' => 'ჩ', 'Ⴚ' => 'ც', + 'á‚»' => 'ძ', 'Ⴜ' => 'წ', 'Ⴝ' => 'ჭ', 'Ⴞ' => 'ხ', 'á‚¿' => 'ჯ', 'Ⴠ' => 'ჰ', + 'áƒ' => 'ჱ', 'Ⴢ' => 'ჲ', 'Ⴣ' => 'ჳ', 'Ⴤ' => 'ჴ', 'Ⴥ' => 'ჵ', 'Ḁ' => 'á¸', + 'Ḃ' => 'ḃ', 'Ḅ' => 'ḅ', 'Ḇ' => 'ḇ', 'Ḉ' => 'ḉ', 'Ḋ' => 'ḋ', 'Ḍ' => 'á¸', + 'Ḏ' => 'á¸', 'á¸' => 'ḑ', 'Ḓ' => 'ḓ', 'Ḕ' => 'ḕ', 'Ḗ' => 'ḗ', 'Ḙ' => 'ḙ', + 'Ḛ' => 'ḛ', 'Ḝ' => 'á¸', 'Ḟ' => 'ḟ', 'Ḡ' => 'ḡ', 'Ḣ' => 'ḣ', 'Ḥ' => 'ḥ', + 'Ḧ' => 'ḧ', 'Ḩ' => 'ḩ', 'Ḫ' => 'ḫ', 'Ḭ' => 'ḭ', 'Ḯ' => 'ḯ', 'Ḱ' => 'ḱ', + 'Ḳ' => 'ḳ', 'Ḵ' => 'ḵ', 'Ḷ' => 'ḷ', 'Ḹ' => 'ḹ', 'Ḻ' => 'ḻ', 'Ḽ' => 'ḽ', + 'Ḿ' => 'ḿ', 'á¹€' => 'á¹', 'Ṃ' => 'ṃ', 'Ṅ' => 'á¹…', 'Ṇ' => 'ṇ', 'Ṉ' => 'ṉ', + 'Ṋ' => 'ṋ', 'Ṍ' => 'á¹', 'Ṏ' => 'á¹', 'á¹' => 'ṑ', 'á¹’' => 'ṓ', 'á¹”' => 'ṕ', + 'á¹–' => 'á¹—', 'Ṙ' => 'á¹™', 'Ṛ' => 'á¹›', 'Ṝ' => 'á¹', 'Ṟ' => 'ṟ', 'á¹ ' => 'ṡ', + 'á¹¢' => 'á¹£', 'Ṥ' => 'á¹¥', 'Ṧ' => 'ṧ', 'Ṩ' => 'ṩ', 'Ṫ' => 'ṫ', 'Ṭ' => 'á¹­', + 'á¹®' => 'ṯ', 'á¹°' => 'á¹±', 'á¹²' => 'á¹³', 'á¹´' => 'á¹µ', 'Ṷ' => 'á¹·', 'Ṹ' => 'á¹¹', + 'Ṻ' => 'á¹»', 'á¹¼' => 'á¹½', 'á¹¾' => 'ṿ', 'Ẁ' => 'áº', 'Ẃ' => 'ẃ', 'Ẅ' => 'ẅ', + 'Ẇ' => 'ẇ', 'Ẉ' => 'ẉ', 'Ẋ' => 'ẋ', 'Ẍ' => 'áº', 'Ẏ' => 'áº', 'áº' => 'ẑ', + 'Ẓ' => 'ẓ', 'Ẕ' => 'ẕ', 'Ạ' => 'ạ', 'Ả' => 'ả', 'Ấ' => 'ấ', 'Ầ' => 'ầ', + 'Ẩ' => 'ẩ', 'Ẫ' => 'ẫ', 'Ậ' => 'ậ', 'Ắ' => 'ắ', 'Ằ' => 'ằ', 'Ẳ' => 'ẳ', + 'Ẵ' => 'ẵ', 'Ặ' => 'ặ', 'Ẹ' => 'ẹ', 'Ẻ' => 'ẻ', 'Ẽ' => 'ẽ', 'Ế' => 'ế', + 'Ề' => 'á»', 'Ể' => 'ể', 'Ễ' => 'á»…', 'Ệ' => 'ệ', 'Ỉ' => 'ỉ', 'Ị' => 'ị', + 'Ọ' => 'á»', 'Ỏ' => 'á»', 'á»' => 'ố', 'á»’' => 'ồ', 'á»”' => 'ổ', 'á»–' => 'á»—', + 'Ộ' => 'á»™', 'Ớ' => 'á»›', 'Ờ' => 'á»', 'Ở' => 'ở', 'á» ' => 'ỡ', 'Ợ' => 'ợ', + 'Ụ' => 'ụ', 'Ủ' => 'ủ', 'Ứ' => 'ứ', 'Ừ' => 'ừ', 'Ử' => 'á»­', 'á»®' => 'ữ', + 'á»°' => 'á»±', 'Ỳ' => 'ỳ', 'á»´' => 'ỵ', 'Ỷ' => 'á»·', 'Ỹ' => 'ỹ', 'Ἀ' => 'á¼€', + 'Ἁ' => 'á¼', 'Ἂ' => 'ἂ', 'Ἃ' => 'ἃ', 'Ἄ' => 'ἄ', 'á¼' => 'á¼…', 'Ἆ' => 'ἆ', + 'á¼' => 'ἇ', 'Ἐ' => 'á¼', 'á¼™' => 'ἑ', 'Ἒ' => 'á¼’', 'á¼›' => 'ἓ', 'Ἔ' => 'á¼”', + 'á¼' => 'ἕ', 'Ἠ' => 'á¼ ', 'Ἡ' => 'ἡ', 'Ἢ' => 'á¼¢', 'Ἣ' => 'á¼£', 'Ἤ' => 'ἤ', + 'á¼­' => 'á¼¥', 'á¼®' => 'ἦ', 'Ἧ' => 'ἧ', 'Ἰ' => 'á¼°', 'á¼¹' => 'á¼±', 'Ἲ' => 'á¼²', + 'á¼»' => 'á¼³', 'á¼¼' => 'á¼´', 'á¼½' => 'á¼µ', 'á¼¾' => 'ἶ', 'Ἷ' => 'á¼·', 'Ὀ' => 'á½€', + 'Ὁ' => 'á½', 'Ὂ' => 'ὂ', 'Ὃ' => 'ὃ', 'Ὄ' => 'ὄ', 'á½' => 'á½…', 'á½™' => 'ὑ', + 'á½›' => 'ὓ', 'á½' => 'ὕ', 'Ὗ' => 'á½—', 'Ὠ' => 'á½ ', 'Ὡ' => 'ὡ', 'Ὢ' => 'á½¢', + 'Ὣ' => 'á½£', 'Ὤ' => 'ὤ', 'á½­' => 'á½¥', 'á½®' => 'ὦ', 'Ὧ' => 'ὧ', 'ᾈ' => 'á¾€', + 'ᾉ' => 'á¾', 'ᾊ' => 'ᾂ', 'ᾋ' => 'ᾃ', 'ᾌ' => 'ᾄ', 'á¾' => 'á¾…', 'ᾎ' => 'ᾆ', + 'á¾' => 'ᾇ', 'ᾘ' => 'á¾', 'á¾™' => 'ᾑ', 'ᾚ' => 'á¾’', 'á¾›' => 'ᾓ', 'ᾜ' => 'á¾”', + 'á¾' => 'ᾕ', 'ᾞ' => 'á¾–', 'ᾟ' => 'á¾—', 'ᾨ' => 'á¾ ', 'ᾩ' => 'ᾡ', 'ᾪ' => 'á¾¢', + 'ᾫ' => 'á¾£', 'ᾬ' => 'ᾤ', 'á¾­' => 'á¾¥', 'á¾®' => 'ᾦ', 'ᾯ' => 'ᾧ', 'Ᾰ' => 'á¾°', + 'á¾¹' => 'á¾±', 'Ῐ' => 'á¿', 'á¿™' => 'á¿‘', 'Ῠ' => 'á¿ ', 'á¿©' => 'á¿¡', 'â’¶' => 'â“', + 'â’·' => 'â“‘', 'â’¸' => 'â“’', 'â’¹' => 'â““', 'â’º' => 'â“”', 'â’»' => 'â“•', 'â’¼' => 'â“–', + 'â’½' => 'â“—', 'â’¾' => 'ⓘ', 'â’¿' => 'â“™', 'â“€' => 'â“š', 'â“' => 'â“›', 'â“‚' => 'â“œ', + 'Ⓝ' => 'â“', 'â“„' => 'â“ž', 'â“…' => 'â“Ÿ', 'Ⓠ' => 'â“ ', 'Ⓡ' => 'â“¡', 'Ⓢ' => 'â“¢', + 'Ⓣ' => 'â“£', 'â“Š' => 'ⓤ', 'â“‹' => 'â“¥', 'â“Œ' => 'ⓦ', 'â“' => 'ⓧ', 'â“Ž' => 'ⓨ', + 'â“' => 'â“©', 'Ａ' => 'ï½', 'ï¼¢' => 'ｂ', 'ï¼£' => 'ｃ', 'Ｄ' => 'ｄ', 'ï¼¥' => 'ï½…', + 'Ｆ' => 'ｆ', 'Ｇ' => 'ｇ', 'Ｈ' => 'ｈ', 'Ｉ' => 'ｉ', 'Ｊ' => 'ｊ', 'Ｋ' => 'ｋ', + 'Ｌ' => 'ｌ', 'ï¼­' => 'ï½', 'ï¼®' => 'ｎ', 'Ｏ' => 'ï½', 'ï¼°' => 'ï½', 'ï¼±' => 'ｑ', + 'ï¼²' => 'ï½’', 'ï¼³' => 'ｓ', 'ï¼´' => 'ï½”', 'ï¼µ' => 'ｕ', 'Ｖ' => 'ï½–', 'ï¼·' => 'ï½—', + 'Ｘ' => 'ｘ', 'ï¼¹' => 'ï½™', 'Ｚ' => 'ｚ' + ); + + /** + * A mapping of all ASCII-based latin characters, puntuation, symbols and number forms to ASCII. + * + * Includes elements form the following unicode blocks: + * + * - Latin-1 Supplement + * - Latin Extended-A + * - Latin Extended-B + * - IPA Extensions + * - Latin Extended Additional + * - General Punctuation + * - Letterlike symbols + * - Number Forms + * + * @var array + */ + static private $utf8_to_ascii = array( + // Latin-1 Supplement + '©' => '(c)', '«' => '<<', '®' => '(R)', '»' => '>>', '¼' => '1/4', + '½' => '1/2', '¾' => '3/4', 'À' => 'A', 'Ã' => 'A', 'Â' => 'A', + 'Ã' => 'A', 'Ä' => 'A', 'Ã…' => 'A', 'Æ' => 'AE', 'Ç' => 'C', + 'È' => 'E', 'É' => 'E', 'Ê' => 'E', 'Ë' => 'E', 'ÃŒ' => 'I', + 'Ã' => 'I', 'ÃŽ' => 'I', 'Ã' => 'I', 'Ñ' => 'N', 'Ã’' => 'O', + 'Ó' => 'O', 'Ô' => 'O', 'Õ' => 'O', 'Ö' => 'O', 'Ø' => 'O', + 'Ù' => 'U', 'Ú' => 'U', 'Û' => 'U', 'Ãœ' => 'U', 'Ã' => 'Y', + 'à' => 'a', 'á' => 'a', 'â' => 'a', 'ã' => 'a', 'ä' => 'a', + 'Ã¥' => 'a', 'æ' => 'ae', 'ç' => 'c', 'è' => 'e', 'é' => 'e', + 'ê' => 'e', 'ë' => 'e', 'ì' => 'i', 'í' => 'i', 'î' => 'i', + 'ï' => 'i', 'ñ' => 'n', 'ò' => 'o', 'ó' => 'o', 'ô' => 'o', + 'õ' => 'o', 'ö' => 'o', 'ø' => 'o', 'ù' => 'u', 'ú' => 'u', + 'û' => 'u', 'ü' => 'u', 'ý' => 'y', 'ÿ' => 'y', + // Latin Extended-A + 'Ä€' => 'A', 'Ä' => 'a', 'Ä‚' => 'A', 'ă' => 'a', 'Ä„' => 'A', + 'Ä…' => 'a', 'Ć' => 'C', 'ć' => 'c', 'Ĉ' => 'C', 'ĉ' => 'c', + 'ÄŠ' => 'C', 'Ä‹' => 'c', 'ÄŒ' => 'C', 'Ä' => 'c', 'ÄŽ' => 'D', + 'Ä' => 'd', 'Ä' => 'D', 'Ä‘' => 'd', 'Ä’' => 'E', 'Ä“' => 'e', + 'Ä”' => 'E', 'Ä•' => 'e', 'Ä–' => 'E', 'Ä—' => 'e', 'Ę' => 'E', + 'Ä™' => 'e', 'Äš' => 'E', 'Ä›' => 'e', 'Äœ' => 'G', 'Ä' => 'g', + 'Äž' => 'G', 'ÄŸ' => 'g', 'Ä ' => 'G', 'Ä¡' => 'g', 'Ä¢' => 'G', + 'Ä£' => 'g', 'Ĥ' => 'H', 'Ä¥' => 'h', 'Ħ' => 'H', 'ħ' => 'h', + 'Ĩ' => 'I', 'Ä©' => 'i', 'Ī' => 'I', 'Ä«' => 'i', 'Ĭ' => 'I', + 'Ä­' => 'i', 'Ä®' => 'I', 'į' => 'i', 'Ä°' => 'I', 'ı' => 'i', + 'IJ' => 'IJ', 'ij' => 'ij', 'Ä´' => 'J', 'ĵ' => 'j', 'Ķ' => 'K', + 'Ä·' => 'k', 'Ĺ' => 'L', 'ĺ' => 'l', 'Ä»' => 'L', 'ļ' => 'l', + 'Ľ' => 'L', 'ľ' => 'l', 'Ä¿' => 'L', 'Å€' => 'l', 'Å' => 'L', + 'Å‚' => 'l', 'Ń' => 'N', 'Å„' => 'n', 'Å…' => 'N', 'ņ' => 'n', + 'Ň' => 'N', 'ň' => 'n', 'ʼn' => "'n", 'ÅŠ' => 'N', 'Å‹' => 'n', + 'ÅŒ' => 'O', 'Å' => 'o', 'ÅŽ' => 'O', 'Å' => 'o', 'Å' => 'O', + 'Å‘' => 'o', 'Å’' => 'OE', 'Å“' => 'oe', 'Å”' => 'R', 'Å•' => 'r', + 'Å–' => 'R', 'Å—' => 'r', 'Ř' => 'R', 'Å™' => 'r', 'Åš' => 'S', + 'Å›' => 's', 'Åœ' => 'S', 'Å' => 's', 'Åž' => 'S', 'ÅŸ' => 's', + 'Å ' => 'S', 'Å¡' => 's', 'Å¢' => 'T', 'Å£' => 't', 'Ť' => 'T', + 'Å¥' => 't', 'Ŧ' => 'T', 'ŧ' => 't', 'Ũ' => 'U', 'Å©' => 'u', + 'Ū' => 'U', 'Å«' => 'u', 'Ŭ' => 'U', 'Å­' => 'u', 'Å®' => 'U', + 'ů' => 'u', 'Å°' => 'U', 'ű' => 'u', 'Ų' => 'U', 'ų' => 'u', + 'Å´' => 'W', 'ŵ' => 'w', 'Ŷ' => 'Y', 'Å·' => 'y', 'Ÿ' => 'Y', + 'Ź' => 'Z', 'ź' => 'z', 'Å»' => 'Z', 'ż' => 'z', 'Ž' => 'Z', + 'ž' => 'z', + // Latin Extended-B + 'Æ€' => 'b', 'Æ' => 'B', 'Æ‚' => 'B', 'ƃ' => 'b', 'Ɔ' => 'O', + 'Ƈ' => 'C', 'ƈ' => 'c', 'Ɖ' => 'D', 'ÆŠ' => 'D', 'Æ‹' => 'D', + 'ÆŒ' => 'd', 'ÆŽ' => 'E', 'Æ' => 'E', 'Æ‘' => 'F', 'Æ’' => 'f', + 'Æ“' => 'G', 'Æ—' => 'I', 'Ƙ' => 'K', 'Æ™' => 'k', 'Æš' => 'l', + 'Æœ' => 'M', 'Æ' => 'N', 'Æž' => 'n', 'ÆŸ' => 'O', 'Æ ' => 'O', + 'Æ¡' => 'o', 'Æ¢' => 'OI', 'Æ£' => 'oi', 'Ƥ' => 'P', 'Æ¥' => 'p', + 'Æ«' => 't', 'Ƭ' => 'T', 'Æ­' => 't', 'Æ®' => 'T', 'Ư' => 'U', + 'Æ°' => 'u', 'Ʋ' => 'V', 'Ƴ' => 'Y', 'Æ´' => 'y', 'Ƶ' => 'Z', + 'ƶ' => 'z', 'Æ»' => '2', 'Ç„' => 'DZ', 'Ç…' => 'Dz', 'dž' => 'dz', + 'LJ' => 'LJ', 'Lj' => 'Lj', 'lj' => 'lj', 'ÇŠ' => 'Nj', 'Ç‹' => 'Nj', + 'ÇŒ' => 'nj', 'Ç' => 'A', 'ÇŽ' => 'a', 'Ç' => 'I', 'Ç' => 'i', + 'Ç‘' => 'O', 'Ç’' => 'o', 'Ç“' => 'U', 'Ç”' => 'u', 'Ç•' => 'U', + 'Ç–' => 'u', 'Ç—' => 'U', 'ǘ' => 'u', 'Ç™' => 'U', 'Çš' => 'u', + 'Ç›' => 'U', 'Çœ' => 'u', 'Ç' => 'e', 'Çž' => 'A', 'ÇŸ' => 'a', + 'Ç ' => 'A', 'Ç¡' => 'a', 'Ç¢' => 'AE', 'Ç£' => 'ae', 'Ǥ' => 'G', + 'Ç¥' => 'g', 'Ǧ' => 'G', 'ǧ' => 'g', 'Ǩ' => 'K', 'Ç©' => 'k', + 'Ǫ' => 'O', 'Ç«' => 'o', 'Ǭ' => 'O', 'Ç­' => 'o', 'Ç°' => 'j', + 'DZ' => 'DZ', 'Dz' => 'Dz', 'dz' => 'dz', 'Ç´' => 'G', 'ǵ' => 'g', + 'Ǹ' => 'N', 'ǹ' => 'n', 'Ǻ' => 'A', 'Ç»' => 'a', 'Ǽ' => 'AE', + 'ǽ' => 'ae', 'Ǿ' => 'O', 'Ç¿' => 'o', 'È€' => 'A', 'È' => 'a', + 'È‚' => 'A', 'ȃ' => 'a', 'È„' => 'E', 'È…' => 'e', 'Ȇ' => 'E', + 'ȇ' => 'e', 'Ȉ' => 'I', 'ȉ' => 'i', 'ÈŠ' => 'I', 'È‹' => 'i', + 'ÈŒ' => 'O', 'È' => 'o', 'ÈŽ' => 'O', 'È' => 'o', 'È' => 'R', + 'È‘' => 'r', 'È’' => 'R', 'È“' => 'r', 'È”' => 'U', 'È•' => 'u', + 'È–' => 'U', 'È—' => 'u', 'Ș' => 'S', 'È™' => 's', 'Èš' => 'T', + 'È›' => 't', 'Èž' => 'H', 'ÈŸ' => 'h', 'È ' => 'N', 'È¡' => 'd', + 'Ȥ' => 'Z', 'È¥' => 'z', 'Ȧ' => 'A', 'ȧ' => 'a', 'Ȩ' => 'E', + 'È©' => 'e', 'Ȫ' => 'O', 'È«' => 'o', 'Ȭ' => 'O', 'È­' => 'o', + 'È®' => 'O', 'ȯ' => 'o', 'È°' => 'O', 'ȱ' => 'o', 'Ȳ' => 'Y', + 'ȳ' => 'y', 'È´' => 'l', 'ȵ' => 'n', 'ȶ' => 't', 'È·' => 'j', + 'ȸ' => 'db', 'ȹ' => 'qp', 'Ⱥ' => 'A', 'È»' => 'C', 'ȼ' => 'c', + 'Ƚ' => 'L', 'Ⱦ' => 'T', 'È¿' => 's', 'É€' => 'z', 'Ƀ' => 'B', + 'É„' => 'U', 'É…' => 'V', 'Ɇ' => 'E', 'ɇ' => 'e', 'Ɉ' => 'J', + 'ɉ' => 'j', 'ÉŠ' => 'Q', 'É‹' => 'q', 'ÉŒ' => 'R', 'É' => 'r', + 'ÉŽ' => 'Y', 'É' => 'y', + // IPA Extensions + 'É' => 'a', 'É“' => 'b', 'É”' => 'o', 'É•' => 'c', 'É–' => 'd', + 'É—' => 'd', 'ɘ' => 'e', 'É›' => 'e', 'Éœ' => 'e', 'É' => 'e', + 'Éž' => 'e', 'ÉŸ' => 'j', 'É ' => 'g', 'É¡' => 'g', 'É¢' => 'G', + 'É¥' => 'h', 'ɦ' => 'h', 'ɨ' => 'i', 'ɪ' => 'I', 'É«' => 'l', + 'ɬ' => 'l', 'É­' => 'l', 'ɯ' => 'm', 'É°' => 'm', 'ɱ' => 'm', + 'ɲ' => 'n', 'ɳ' => 'n', 'É´' => 'N', 'ɵ' => 'o', 'ɶ' => 'OE', + 'ɹ' => 'r', 'ɺ' => 'r', 'É»' => 'r', 'ɼ' => 'r', 'ɽ' => 'r', + 'ɾ' => 'r', 'É¿' => 'r', 'Ê€' => 'R', 'Ê' => 'R', 'Ê‚' => 's', + 'ʇ' => 't', 'ʈ' => 't', 'ʉ' => 'u', 'Ê‹' => 'v', 'ÊŒ' => 'v', + 'Ê' => 'w', 'ÊŽ' => 'y', 'Ê' => 'Y', 'Ê' => 'z', 'Ê‘' => 'z', + 'Ê—' => 'C', 'Ê™' => 'B', 'Êš' => 'e', 'Ê›' => 'G', 'Êœ' => 'H', + 'Ê' => 'j', 'Êž' => 'k', 'ÊŸ' => 'L', 'Ê ' => 'q', 'Ê£' => 'dz', + 'Ê¥' => 'dz', 'ʦ' => 'ts', 'ʨ' => 'tc', 'ʪ' => 'ls', 'Ê«' => 'lz', + 'Ê®' => 'h', 'ʯ' => 'h', + // Latin Extended Additional + 'Ḁ' => 'A', 'á¸' => 'a', 'Ḃ' => 'B', 'ḃ' => 'b', 'Ḅ' => 'B', + 'ḅ' => 'b', 'Ḇ' => 'B', 'ḇ' => 'b', 'Ḉ' => 'C', 'ḉ' => 'c', + 'Ḋ' => 'D', 'ḋ' => 'd', 'Ḍ' => 'D', 'á¸' => 'd', 'Ḏ' => 'D', + 'á¸' => 'd', 'á¸' => 'D', 'ḑ' => 'd', 'Ḓ' => 'D', 'ḓ' => 'd', + 'Ḕ' => 'E', 'ḕ' => 'e', 'Ḗ' => 'E', 'ḗ' => 'e', 'Ḙ' => 'E', + 'ḙ' => 'e', 'Ḛ' => 'E', 'ḛ' => 'e', 'Ḝ' => 'E', 'á¸' => 'e', + 'Ḟ' => 'F', 'ḟ' => 'f', 'Ḡ' => 'G', 'ḡ' => 'g', 'Ḣ' => 'H', + 'ḣ' => 'h', 'Ḥ' => 'H', 'ḥ' => 'h', 'Ḧ' => 'H', 'ḧ' => 'h', + 'Ḩ' => 'H', 'ḩ' => 'h', 'Ḫ' => 'H', 'ḫ' => 'h', 'Ḭ' => 'I', + 'ḭ' => 'i', 'Ḯ' => 'I', 'ḯ' => 'i', 'Ḱ' => 'K', 'ḱ' => 'k', + 'Ḳ' => 'K', 'ḳ' => 'k', 'Ḵ' => 'K', 'ḵ' => 'k', 'Ḷ' => 'L', + 'ḷ' => 'l', 'Ḹ' => 'L', 'ḹ' => 'l', 'Ḻ' => 'L', 'ḻ' => 'l', + 'Ḽ' => 'L', 'ḽ' => 'l', 'Ḿ' => 'M', 'ḿ' => 'm', 'á¹€' => 'M', + 'á¹' => 'm', 'Ṃ' => 'M', 'ṃ' => 'm', 'Ṅ' => 'N', 'á¹…' => 'n', + 'Ṇ' => 'N', 'ṇ' => 'n', 'Ṉ' => 'N', 'ṉ' => 'n', 'Ṋ' => 'N', + 'ṋ' => 'n', 'Ṍ' => 'O', 'á¹' => 'o', 'Ṏ' => 'O', 'á¹' => 'o', + 'á¹' => 'O', 'ṑ' => 'o', 'á¹’' => 'O', 'ṓ' => 'o', 'á¹”' => 'P', + 'ṕ' => 'p', 'á¹–' => 'P', 'á¹—' => 'p', 'Ṙ' => 'R', 'á¹™' => 'r', + 'Ṛ' => 'R', 'á¹›' => 'r', 'Ṝ' => 'R', 'á¹' => 'r', 'Ṟ' => 'R', + 'ṟ' => 'r', 'á¹ ' => 'S', 'ṡ' => 's', 'á¹¢' => 'S', 'á¹£' => 's', + 'Ṥ' => 'S', 'á¹¥' => 's', 'Ṧ' => 'S', 'ṧ' => 's', 'Ṩ' => 'S', + 'ṩ' => 's', 'Ṫ' => 'T', 'ṫ' => 't', 'Ṭ' => 'T', 'á¹­' => 't', + 'á¹®' => 'T', 'ṯ' => 't', 'á¹°' => 'T', 'á¹±' => 't', 'á¹²' => 'U', + 'á¹³' => 'u', 'á¹´' => 'U', 'á¹µ' => 'u', 'Ṷ' => 'U', 'á¹·' => 'u', + 'Ṹ' => 'U', 'á¹¹' => 'u', 'Ṻ' => 'U', 'á¹»' => 'u', 'á¹¼' => 'V', + 'á¹½' => 'v', 'á¹¾' => 'V', 'ṿ' => 'v', 'Ẁ' => 'W', 'áº' => 'w', + 'Ẃ' => 'W', 'ẃ' => 'w', 'Ẅ' => 'W', 'ẅ' => 'w', 'Ẇ' => 'W', + 'ẇ' => 'w', 'Ẉ' => 'W', 'ẉ' => 'w', 'Ẋ' => 'X', 'ẋ' => 'x', + 'Ẍ' => 'X', 'áº' => 'x', 'Ẏ' => 'Y', 'áº' => 'y', 'áº' => 'Z', + 'ẑ' => 'z', 'Ẓ' => 'Z', 'ẓ' => 'z', 'Ẕ' => 'Z', 'ẕ' => 'z', + 'ẖ' => 'h', 'ẗ' => 't', 'ẘ' => 'w', 'ẙ' => 'y', 'ẚ' => 'a', + 'Ạ' => 'A', 'ạ' => 'a', 'Ả' => 'A', 'ả' => 'a', 'Ấ' => 'A', + 'ấ' => 'a', 'Ầ' => 'A', 'ầ' => 'a', 'Ẩ' => 'A', 'ẩ' => 'a', + 'Ẫ' => 'A', 'ẫ' => 'a', 'Ậ' => 'A', 'ậ' => 'a', 'Ắ' => 'A', + 'ắ' => 'a', 'Ằ' => 'A', 'ằ' => 'a', 'Ẳ' => 'A', 'ẳ' => 'a', + 'Ẵ' => 'A', 'ẵ' => 'a', 'Ặ' => 'A', 'ặ' => 'a', 'Ẹ' => 'E', + 'ẹ' => 'e', 'Ẻ' => 'E', 'ẻ' => 'e', 'Ẽ' => 'E', 'ẽ' => 'e', + 'Ế' => 'E', 'ế' => 'e', 'Ề' => 'E', 'á»' => 'e', 'Ể' => 'E', + 'ể' => 'e', 'Ễ' => 'E', 'á»…' => 'e', 'Ệ' => 'E', 'ệ' => 'e', + 'Ỉ' => 'I', 'ỉ' => 'i', 'Ị' => 'I', 'ị' => 'i', 'Ọ' => 'O', + 'á»' => 'o', 'Ỏ' => 'O', 'á»' => 'o', 'á»' => 'O', 'ố' => 'o', + 'á»’' => 'O', 'ồ' => 'o', 'á»”' => 'O', 'ổ' => 'o', 'á»–' => 'O', + 'á»—' => 'o', 'Ộ' => 'O', 'á»™' => 'o', 'Ớ' => 'O', 'á»›' => 'o', + 'Ờ' => 'O', 'á»' => 'o', 'Ở' => 'O', 'ở' => 'o', 'á» ' => 'O', + 'ỡ' => 'o', 'Ợ' => 'O', 'ợ' => 'o', 'Ụ' => 'U', 'ụ' => 'u', + 'Ủ' => 'U', 'ủ' => 'u', 'Ứ' => 'U', 'ứ' => 'u', 'Ừ' => 'U', + 'ừ' => 'u', 'Ử' => 'U', 'á»­' => 'u', 'á»®' => 'U', 'ữ' => 'u', + 'á»°' => 'U', 'á»±' => 'u', 'Ỳ' => 'Y', 'ỳ' => 'y', 'á»´' => 'Y', + 'ỵ' => 'y', 'Ỷ' => 'Y', 'á»·' => 'y', 'Ỹ' => 'Y', 'ỹ' => 'y', + // General Punctuation + ' ' => ' ', 'â€' => ' ', ' ' => ' ', ' ' => ' ', ' ' => ' ', + ' ' => ' ', ' ' => ' ', ' ' => ' ', ' ' => ' ', ' ' => ' ', + ' ' => ' ', '​' => '', '‌' => '', 'â€' => '', 'â€' => '-', + '‑' => '-', '‒' => '-', '–' => '-', '—' => '-', '―' => '-', + '‖' => '||', '‘' => "'", '’' => "'", '‚' => ',', '‛' => "'", + '“' => '"', 'â€' => '"', '‟' => '"', '․' => '.', '‥' => '..', + '…' => '...', ' ' => ' ', '′' => "'", '″' => '"', '‴' => '\'"', + '‵' => "'", '‶' => '"', '‷' => '"\'', '‹' => '<', '›' => '>', + '‼' => '!!', '‽' => '?!', 'â„' => '/', 'â‡' => '?/', 'âˆ' => '?!', + 'â‰' => '!?', + // Letterlike Symbols + 'â„ ' => 'SM', 'â„¢' => 'TM', + // Number Forms + 'â…“' => '1/3', 'â…”' => '2/3', 'â…•' => '1/5', 'â…–' => '2/5', 'â…—' => '3/5', + 'â…˜' => '4/5', 'â…™' => '1/6', 'â…š' => '5/6', 'â…›' => '1/8', 'â…œ' => '3/8', + 'â…' => '5/8', 'â…ž' => '7/8', 'â… ' => 'I', 'â…¡' => 'II', 'â…¢' => 'III', + 'â…£' => 'IV', 'â…¤' => 'V', 'â…¥' => 'Vi', 'â…¦' => 'VII', 'â…§' => 'VIII', + 'â…¨' => 'IX', 'â…©' => 'X', 'â…ª' => 'XI', 'â…«' => 'XII', 'â…¬' => 'L', + 'â…­' => 'C', 'â…®' => 'D', 'â…¯' => 'M', 'â…°' => 'i', 'â…±' => 'ii', + 'â…²' => 'iii', 'â…³' => 'iv', 'â…´' => 'v', 'â…µ' => 'vi', 'â…¶' => 'vii', + 'â…·' => 'viii','â…¸' => 'ix', 'â…¹' => 'x', 'â…º' => 'xi', 'â…»' => 'xii', + 'â…¼' => 'l', 'â…½' => 'c', 'â…¾' => 'd', 'â…¿' => 'm' + ); + + /** + * If the [http://php.net/mbstring mbstring] extension is available + * + * @var boolean + */ + static private $mbstring_available = NULL; + + + /** + * Maps UTF-8 ASCII-based latin characters, puntuation, symbols and number forms to ASCII + * + * Any characters or symbols that can not be translated will be removed. + * + * This function is most useful for situation that only allows ASCII, such + * as in URLs. + * + * Translates elements form the following unicode blocks: + * + * - Latin-1 Supplement + * - Latin Extended-A + * - Latin Extended-B + * - IPA Extensions + * - Latin Extended Additional + * - General Punctuation + * - Letterlike symbols + * - Number Forms + * + * @internal + * + * @param string $string The string to convert + * @return string The input string in pure ASCII + */ + static public function ascii($string) + { + if (!self::detect($string)) { + return $string; + } + + $string = strtr($string, self::$utf8_to_ascii); + return preg_replace('#[^\x00-\x7F]#', '', $string); + } + + + /** + * Checks to see if the [http://php.net/mbstring mbstring] extension is available + * + * @return void + */ + static private function checkMbString() + { + self::$mbstring_available = extension_loaded('mbstring'); + } + + + /** + * Converts a unicode value into a UTF-8 character + * + * @param mixed $unicode_code_point The character to create, either the `U+hex` or decimal code point + * @return string The UTF-8 character + */ + static public function chr($unicode_code_point) + { + if (is_string($unicode_code_point) && substr($unicode_code_point, 0, 2) == 'U+') { + $unicode_code_point = substr($unicode_code_point, 2); + $unicode_code_point = hexdec($unicode_code_point); + } + + $bin = decbin($unicode_code_point); + $digits = strlen($bin); + + $first = $second = $third = $fourth = NULL; + + // One byte characters + if ($digits <= 7) { + $first = chr(bindec($bin)); + + // Two byte characters + } elseif ($digits <= 11) { + $first = chr(bindec('110' . str_pad(substr($bin, 0, -6), 5, '0', STR_PAD_LEFT))); + $second = chr(bindec('10' . substr($bin, -6))); + + // Three byte characters + } elseif ($digits <= 16) { + $first = chr(bindec('1110' . str_pad(substr($bin, 0, -12), 4, '0', STR_PAD_LEFT))); + $second = chr(bindec('10' . substr($bin, -12, -6))); + $third = chr(bindec('10' . substr($bin, -6))); + + // Four byte characters + } elseif ($digits <= 21) { + $first = chr(bindec('11110' . str_pad(substr($bin, 0, -18), 3, '0', STR_PAD_LEFT))); + $second = chr(bindec('10' . substr($bin, -18, -12))); + $third = chr(bindec('10' . substr($bin, -12, -6))); + $fourth = chr(bindec('10' . substr($bin, -6))); + } + + $ord = ord($first); + if ($digits > 21 || $ord == 0xC0 || $ord == 0xC1 || $ord > 0xF4) { + throw new fProgrammerException( + 'The code point specified, %s, is invalid.', + $unicode_code_point + ); + } + + return $first . $second . $third . $fourth; + } + + + /** + * Removes any invalid UTF-8 characters from a string or array of strings + * + * @param array|string $value The string or array of strings to clean + * @return string The cleaned string + */ + static public function clean($value) + { + if (!is_array($value)) { + if (self::$can_ignore_invalid === NULL) { + self::$can_ignore_invalid = !in_array(strtolower(ICONV_IMPL), array('unknown', 'ibm iconv')); + } + fCore::startErrorCapture(E_NOTICE); + $value = self::iconv('UTF-8', 'UTF-8' . (self::$can_ignore_invalid ? '//IGNORE' : ''), (string) $value); + fCore::stopErrorCapture(); + return $value; + } + + $keys = array_keys($value); + $num_keys = sizeof($keys); + for ($i=0; $i<$num_keys; $i++) { + $value[$keys[$i]] = self::clean($value[$keys[$i]]); + } + + return $value; + } + + + /** + * Compares strings, with the resulting order having latin characters that are based on ASCII letters placed after the relative ASCII characters + * + * Please note that this function sorts based on English language sorting + * rules only. Locale-sepcific sorting is done by + * [http://php.net/strcoll strcoll()], however there are technical + * limitations. + * + * @param string $str1 The first string to compare + * @param string $str2 The second string to compare + * @return integer < 0 if $str1 < $str2, 0 if they are equal, > 0 if $str1 > $str2 + */ + static public function cmp($str1, $str2) + { + $ascii_str1 = strtr($str1, self::$utf8_to_ascii); + $ascii_str2 = strtr($str2, self::$utf8_to_ascii); + + $res = strcmp($ascii_str1, $ascii_str2); + + // If the ASCII representations are the same, sort by the UTF-8 representations + if ($res === 0) { + $res = strcmp($str1, $str2); + } + + return $res; + } + + + /** + * Converts an offset in characters to an offset in bytes to that we can use the built-in functions for some operations + * + * @param string $string The string to base the offset on + * @param integer $offset The character offset to conver to bytes + * @return integer The converted offset + */ + static private function convertOffsetToBytes($string, $offset) + { + if ($offset == 0) { + return 0; + } + + $len = strlen($string); + + $byte_offset = 0; + $measured_offset = 0; + $sign = 1; + + // Negative offsets require us to reverse some stuff + if ($offset < 0) { + $string = strrev($string); + $sign = -1; + $offset = abs($offset); + } + + for ($i=0; $i<$len && $measured_offset<$offset; $i++) { + $char = $string[$i]; + ++$byte_offset; + if (ord($char) < 0x80) { + ++$measured_offset; + } else { + switch (ord($char) & 0xF0) { + case 0xF0: + case 0xE0: + case 0xD0: + case 0xC0: + ++$measured_offset; + break; + } + } + } + + return $byte_offset * $sign; + } + + + /** + * Detects if a UTF-8 string contains any non-ASCII characters + * + * @param string $string The string to check + * @return boolean If the string contains any non-ASCII characters + */ + static private function detect($string) + { + return (boolean) preg_match('#[^\x00-\x7F]#', $string); + } + + + /** + * Explodes a string on a delimiter + * + * If no delimiter is provided, the string will be exploded with each + * characters being an element in the array. + * + * @param string $string The string to explode + * @param string $delimiter The string to explode on. If `NULL` or `''` this method will return one character per array index. + * @return array The exploded string + */ + static public function explode($string, $delimiter=NULL) + { + // If a delimiter was passed, we just do an explode + if ($delimiter || (!$delimiter && is_numeric($delimiter))) { + return explode($delimiter, $string); + } + + // If no delimiter was passed, we explode the characters into an array + preg_match_all('#.|^\z#us', $string, $matches); + return $matches[0]; + } + + + /** + * This works around a bug in MAMP 1.9.4+ and PHP 5.3 where iconv() + * does not seem to properly assign the return value to a variable, but + * does work when returning the value. + * + * @param string $in_charset The incoming character encoding + * @param string $out_charset The outgoing character encoding + * @param string $string The string to convert + * @return string The converted string + */ + static private function iconv($in_charset, $out_charset, $string) + { + return iconv($in_charset, $out_charset, $string); + } + + + /** + * Compares strings in a case-insensitive manner, with the resulting order having characters that are based on ASCII letters placed after the relative ASCII characters + * + * Please note that this function sorts based on English language sorting + * rules only. Locale-sepcific sorting is done by + * [http://php.net/strcoll strcoll()], however there are technical + * limitations. + * + * @param string $str1 The first string to compare + * @param string $str2 The second string to compare + * @return integer < 0 if $str1 < $str2, 0 if they are equal, > 0 if $str1 > $str2 + */ + static public function icmp($str1, $str2) + { + $str1 = self::lower($str1); + $str2 = self::lower($str2); + + return self::cmp($str1, $str2); + } + + + /** + * Compares strings using a natural order algorithm in a case-insensitive manner, with the resulting order having latin characters that are based on ASCII letters placed after the relative ASCII characters + * + * Please note that this function sorts based on English language sorting + * rules only. Locale-sepcific sorting is done by + * [http://php.net/strcoll strcoll()], however there are technical + * limitations. + * + * @param string $str1 The first string to compare + * @param string $str2 The second string to compare + * @return integer `< 0` if `$str1 < $str2`, `0` if they are equal, `> 0` if `$str1 > $str2` + */ + static public function inatcmp($str1, $str2) + { + $str1 = self::lower($str1); + $str2 = self::lower($str2); + + return self::natcmp($str1, $str2); + } + + + /** + * Finds the first position (in characters) of the search value in the string - case is ignored when doing performing a match + * + * @param string $haystack The string to search in + * @param string $needle The string to search for. This match will be done in a case-insensitive manner. + * @param integer $offset The character position to start searching from + * @return mixed The integer character position of the first occurence of the needle or `FALSE` if no match + */ + static public function ipos($haystack, $needle, $offset=0) + { + // We get better performance falling back for ASCII strings + if (!self::detect($haystack)) { + return stripos($haystack, $needle, $offset); + } + + if (self::$mbstring_available === NULL) { + self::checkMbString(); + } + + if (self::$mbstring_available && function_exists('mb_stripos')) { + return mb_stripos($haystack, $needle, $offset, 'UTF-8'); + } + + $haystack = self::lower($haystack); + $needle = self::lower($needle); + + return self::pos($haystack, $needle, $offset); + } + + + /** + * Replaces matching parts of the string, with matches being done in a a case-insensitive manner + * + * If `$search` and `$replace` are both arrays and `$replace` is shorter, + * the extra `$search` string will be replaced with an empty string. If + * `$search` is an array and `$replace` is a string, all `$search` values + * will be replaced with the string specified. + * + * @param string $string The string to perform the replacements on + * @param mixed $search The string (or array of strings) to search for - see method description for details + * @param mixed $replace The string (or array of strings) to replace with - see method description for details + * @return string The input string with the specified replacements + */ + static public function ireplace($string, $search, $replace) + { + if (is_array($search)) { + foreach ($search as &$needle) { + $needle = '#' . preg_quote($needle, '#') . '#ui'; + } + } else { + $search = '#' . preg_quote($search, '#') . '#ui'; + } + return preg_replace( + $search, + strtr($replace, array('\\' => '\\\\', '$' => '\\$')), + $string + ); + } + + + /** + * Finds the last position (in characters) of the search value in the string - case is ignored when doing performing a match + * + * @param string $haystack The string to search in + * @param string $needle The string to search for. This match will be done in a case-insensitive manner. + * @param integer $offset The character position to start searching from. A negative value will stop looking that many characters from the end of the string + * @return mixed The integer character position of the last occurence of the needle or `FALSE` if no match + */ + static public function irpos($haystack, $needle, $offset=0) + { + // We get better performance falling back for ASCII strings + if (!self::detect($haystack)) { + return strripos($haystack, $needle, $offset); + } + + if (self::$mbstring_available === NULL) { + self::checkMbString(); + } + + if (self::$mbstring_available && function_exists('mb_strripos')) { + return mb_strripos($haystack, $needle, $offset, 'UTF-8'); + } + + $haystack = self::lower($haystack); + $needle = self::lower($needle); + + return self::rpos($haystack, $needle, $offset); + } + + + /** + * Matches a string needle in the string haystack, returning a substring from the beginning of the needle to the end of the haystack + * + * Can optionally return the part of the haystack before the needle. Matching + * is done in a case-insensitive manner. + * + * @param string $haystack The string to search in + * @param string $needle The string to search for. This match will be done in a case-insensitive manner. + * @param boolean $before_needle If a substring of the haystack before the needle should be returned instead of the substring from the needle to the end of the haystack + * @return mixed The specified part of the haystack, or `FALSE` if the needle was not found + */ + static public function istr($haystack, $needle, $before_needle=FALSE) + { + // We get better performance falling back for ASCII strings + if ($before_needle == FALSE && !self::detect($haystack)) { + return stristr($haystack, $needle); + } + + if (self::$mbstring_available === NULL) { + self::checkMbString(); + } + + if (self::$mbstring_available && function_exists('mb_stristr')) { + return mb_stristr($haystack, $needle, $before_needle, 'UTF-8'); + } + + $lower_haystack = self::lower($haystack); + $lower_needle = self::lower($needle); + + $pos = strpos($lower_haystack, $lower_needle); + + if ($before_needle) { + return substr($haystack, 0, $pos); + } + + return substr($haystack, $pos); + } + + + /** + * Determines the length (in characters) of a string + * + * @param string $string The string to measure + * @return integer The number of characters in the string + */ + static public function len($string) + { + if (self::$mbstring_available === NULL) { + self::checkMbString(); + } + + if (self::$mbstring_available) { + return mb_strlen($string, 'UTF-8'); + } + + return strlen(utf8_decode($string)); + } + + + /** + * Converts all uppercase characters to lowercase + * + * @param string $string The string to convert + * @return string The input string with all uppercase characters in lowercase + */ + static public function lower($string) + { + // We get better performance falling back for ASCII strings + if (!self::detect($string)) { + return strtolower($string); + } + + if (self::$mbstring_available === NULL) { + self::checkMbString(); + } + + if (self::$mbstring_available) { + $string = mb_strtolower($string, 'utf-8'); + // For some reason mb_strtolower misses some character + return strtr($string, self::$mb_upper_to_lower_fix); + } + + return strtr($string, self::$upper_to_lower); + } + + + /** + * Trims whitespace, or any specified characters, from the beginning of a string + * + * @param string $string The string to trim + * @param string $charlist The characters to trim + * @return string The trimmed string + */ + static public function ltrim($string, $charlist=NULL) + { + if (strlen($charlist) === 0) { + return ltrim($string); + } + + $search = preg_quote($charlist, '#'); + $search = str_replace('-', '\-', $search); + $search = str_replace('\.\.', '-', $search); + return preg_replace('#^[' . $search . ']+#Du', '', $string); + } + + + /** + * Compares strings using a natural order algorithm, with the resulting order having latin characters that are based on ASCII letters placed after the relative ASCII characters + * + * Please note that this function sorts based on English language sorting + * rules only. Locale-sepcific sorting is done by + * [http://php.net/strcoll strcoll()], however there are technical + * limitations. + * + * @param string $str1 The first string to compare + * @param string $str2 The second string to compare + * @return integer `< 0` if `$str1 < $str2`, `0` if they are equal, `> 0` if `$str1 > $str2` + */ + static public function natcmp($str1, $str2) + { + $ascii_str1 = strtr($str1, self::$utf8_to_ascii); + $ascii_str2 = strtr($str2, self::$utf8_to_ascii); + + $res = strnatcmp($ascii_str1, $ascii_str2); + + // If the ASCII representations are the same, sort by the UTF-8 representations + if ($res === 0) { + $res = strnatcmp($str1, $str2); + } + + return $res; + } + + + /** + * Converts a UTF-8 character to a unicode code point + * + * @param string $character The character to decode + * @return string The U+hex unicode code point for the character + */ + static public function ord($character) + { + $b = array_map('ord', str_split($character)); + $invalid = FALSE; + + switch (strlen($character)) { + case 1: + if ($b[0] > 0x7F) { + $invalid = TRUE; + break; + } + $bin = decbin($b[0]); + break; + + case 2: + if ($b[0] < 0xC2 || $b[0] > 0xDF || + $b[1] < 0x80 || $b[1] > 0xBF) { + $invalid = TRUE; + break; + } + $bin = substr(decbin($b[0]), 3) . + substr(decbin($b[1]), 2); + break; + + case 3: + if ($b[0] < 0xE0 || $b[0] > 0xEF || + $b[1] < 0x80 || $b[1] > 0xBF || + $b[2] < 0x80 || $b[2] > 0xBF) { + $invalid = TRUE; + break; + } + $bin = substr(decbin($b[0]), 4) . + substr(decbin($b[1]), 2) . + substr(decbin($b[2]), 2); + break; + + case 4: + if ($b[0] < 0xF0 || $b[0] > 0xF4 || + $b[1] < 0x80 || $b[1] > 0xBF || + $b[2] < 0x80 || $b[2] > 0xBF || + $b[3] < 0x80 || $b[3] > 0xBF) { + $invalid = TRUE; + break; + } + $bin = substr(decbin($b[0]), 5) . + substr(decbin($b[1]), 2) . + substr(decbin($b[2]), 2) . + substr(decbin($b[3]), 2); + break; + + default: + $invalid = TRUE; + break; + } + + if ($invalid) { + throw new fProgrammerException( + 'The UTF-8 character specified is invalid' + ); + } + + $hex = strtoupper(dechex(bindec($bin))); + return 'U+' . str_pad($hex, 4, '0', STR_PAD_LEFT); + } + + + /** + * Pads a string to the number of characters specified + * + * @param string $string The string to pad + * @param integer $pad_length The character length to pad the string to + * @param string $pad_string The string to pad the source string with + * @param string $pad_type The type of padding to do: `'left'`, `'right'`, `'both'` + * @return string The input string padded to the specified character width + */ + static public function pad($string, $pad_length, $pad_string=' ', $pad_type='right') + { + $valid_pad_types = array('right', 'left', 'both'); + if (!in_array($pad_type, $valid_pad_types)) { + throw new fProgrammerException( + 'The pad type specified, %1$s, is not valid. Must be one of: %2$s.', + $pad_type, + join(', ', $valid_pad_types) + ); + } + + // We get better performance falling back for ASCII strings + if (!self::detect($string) && !self::detect($pad_string)) { + static $type_map = array( + 'left' => STR_PAD_LEFT, + 'right' => STR_PAD_RIGHT, + 'both' => STR_PAD_BOTH + ); + return str_pad($string, $pad_length, $pad_string, $type_map[$pad_type]); + } + + + $string_length = self::len($string); + $pad_string_length = self::len($pad_string); + + $pad_to_length = $pad_length - $string_length; + + if ($pad_to_length < 1) { + return $string; + } + + $padded = 0; + $next_side = 'left'; + $left_pad_string = ''; + $right_pad_string = ''; + + while ($padded < $pad_to_length) { + + // For pad strings over 1 characters long, they may be too long to fit + if ($pad_to_length - $padded < $pad_string_length) { + $pad_string = self::sub($pad_string, 0, $pad_to_length - $padded); + } + + switch (($pad_type != 'both') ? $pad_type : $next_side) { + case 'right': + $right_pad_string .= $pad_string; + $next_side = 'left'; + break; + + case 'left': + $left_pad_string .= $pad_string; + $next_side = 'right'; + break; + } + + $padded += $pad_string_length; + } + + return $left_pad_string . $string . $right_pad_string; + } + + + /** + * Finds the first position (in characters) of the search value in the string + * + * @param string $haystack The string to search in + * @param string $needle The string to search for + * @param integer $offset The character position to start searching from + * @return mixed The integer character position of the first occurence of the needle or `FALSE` if no match + */ + static public function pos($haystack, $needle, $offset=0) + { + if (self::$mbstring_available === NULL) { + self::checkMbString(); + } + + if (self::$mbstring_available) { + return mb_strpos($haystack, $needle, $offset, 'UTF-8'); + } + + $offset = self::convertOffsetToBytes($haystack, $offset); + + $position = strpos($haystack, $needle, $offset); + + if ($position === FALSE) { + return FALSE; + } + + return strlen(utf8_decode(substr($haystack, 0, $position))); + } + + + /** + * Replaces matching parts of the string + * + * If `$search` and `$replace` are both arrays and `$replace` is shorter, + * the extra `$search` string will be replaced with an empty string. If + * `$search` is an array and `$replace` is a string, all `$search` values + * will be replaced with the string specified. + * + * @param string $string The string to perform the replacements on + * @param mixed $search The string (or array of strings) to search for - see method description for details + * @param mixed $replace The string (or array of strings) to replace with - see method description for details + * @return string The input string with the specified replacements + */ + static public function replace($string, $search, $replace) + { + return str_replace($search, $replace, $string); + } + + + /** + * Resets the configuration of the class + * + * @internal + * + * @return void + */ + static public function reset() + { + self::$mbstring_available = NULL; + } + + + /** + * Reverses a string + * + * @param string $string The string to reverse + * @return string The reversed string + */ + static public function rev($string) + { + $output = ''; + $len = strlen($string); + + static $char_lens = array( + 0xF0 => 4, + 0xE0 => 3, + 0xD0 => 2, + 0xC0 => 2 + ); + + $mb_char = ''; + for ($i=0; $i<$len; $i++) { + $char = $string[$i]; + if (ord($char) < 128) { + $output = $char . $output; + } else { + switch (ord($char) & 0xF0) { + case 0xF0: + $output = $string[$i] . $string[$i+1] . $string[$i+2] . $string[$i+3] . $output; + $i += 3; + break; + + case 0xE0: + $output = $string[$i] . $string[$i+1] . $string[$i+2] . $output; + $i += 2; + break; + + case 0xD0: + case 0xC0: + $output = $string[$i] . $string[$i+1] . $output; + $i += 1; + break; + } + } + } + + return $output; + } + + + /** + * Finds the last position (in characters) of the search value in the string + * + * @param string $haystack The string to search in + * @param string $needle The string to search for. + * @param integer $offset The character position to start searching from. A negative value will stop looking that many characters from the end of the string + * @return mixed The integer character position of the last occurence of the needle or `FALSE` if no match + */ + static public function rpos($haystack, $needle, $offset=0) + { + // We get better performance falling back for ASCII strings + if (!self::detect($haystack)) { + return strrpos($haystack, $needle, $offset); + } + + // We don't even both trying mb_strrpos since this method is faster + + $offset = self::convertOffsetToBytes($haystack, $offset); + + $position = strrpos($haystack, $needle, $offset); + + if ($position === FALSE) { + return FALSE; + } + + return strlen(utf8_decode(substr($haystack, 0, $position))); + } + + + /** + * Trims whitespace, or any specified characters, from the end of a string + * + * @param string $string The string to trim + * @param string $charlist The characters to trim + * @return string The trimmed string + */ + static public function rtrim($string, $charlist=NULL) + { + if (strlen($charlist) === 0) { + return rtrim($string); + } + + $search = preg_quote($charlist, '#'); + $search = str_replace('-', '\-', $search); + $search = str_replace('\.\.', '-', $search); + return preg_replace('#[' . $search . ']+$#Du', '', $string); + } + + + /** + * Matches a string needle in the string haystack, returning a substring from the beginning of the needle to the end of the haystack + * + * Can optionally return the part of the haystack before the needle. + * + * @param string $haystack The string to search in + * @param string $needle The string to search for + * @param boolean $before_needle If a substring of the haystack before the needle should be returned instead of the substring from the needle to the end of the haystack + * @return mixed The specified part of the haystack, or `FALSE` if the needle was not found + */ + static public function str($haystack, $needle, $before_needle=FALSE) + { + if (self::$mbstring_available === NULL) { + self::checkMbString(); + } + + if (self::$mbstring_available && function_exists('mb_strstr')) { + return mb_strstr($haystack, $needle, $before_needle, 'UTF-8'); + } + + $pos = strpos($haystack, $needle); + + if ($pos === FALSE) { + return $pos; + } + + if ($before_needle) { + return substr($haystack, 0, $pos); + } + + return substr($haystack, $pos); + } + + + /** + * Extracts part of a string + * + * @param string $string The string to extract from + * @param integer $start The zero-based starting index to extract from. Negative values will start the extraction that many characters from the end of the string. + * @param integer $length The length of the string to extract. If an empty value is provided, the remainder of the string will be returned. + * @return mixed The extracted subtring or `FALSE` if the start is out of bounds + */ + static public function sub($string, $start, $length=NULL) + { + if (self::$mbstring_available === NULL) { + self::checkMbString(); + } + + if (self::$mbstring_available) { + $str_len = mb_strlen($string, 'UTF-8'); + if (abs($start) > $str_len) { + return FALSE; + } + if ($length === NULL) { + if ($start >= 0) { + $length = $str_len-$start; + } else { + $length = abs($start); + } + } + return mb_substr($string, $start, $length, 'UTF-8'); + } + + // We get better performance falling back for ASCII strings + if (!self::detect($string)) { + if ($length === NULL) { + if ($start >= 0) { + $length = strlen($string)-$start; + } else { + $length = abs($start); + } + } + return substr($string, $start, $length); + } + + + // This is the slowest version + $str_len = strlen(utf8_decode($string)); + + if (abs($start) > $str_len) { + return FALSE; + } + + // Optimize looking by changing to negative start positions if the + // start is in the second half of the string + if ($start > $str_len/2) { + $start = 0-($str_len-$start); + } + + // Substrings to the end of the string are pretty simple + $start = self::convertOffsetToBytes($string, $start); + $string = substr($string, $start); + + if ($length === NULL) { + return $string; + } + + $length = self::convertOffsetToBytes($string, $length); + return substr($string, 0, $length); + } + + + /** + * Trims whitespace, or any specified characters, from the beginning and end of a string + * + * @param string $string The string to trim + * @param string $charlist The characters to trim, .. indicates a range + * @return string The trimmed string + */ + static public function trim($string, $charlist=NULL) + { + if (strlen($charlist) === 0) { + return trim($string); + } + + $search = preg_quote($charlist, '#'); + $search = str_replace('-', '\-', $search); + $search = str_replace('\.\.', '-', $search); + return preg_replace('#^[' . $search . ']+|[' . $search . ']+$#Du', '', $string); + } + + + /** + * Converts the first character of the string to uppercase. + * + * @param string $string The string to process + * @return string The processed string + */ + static public function ucfirst($string) + { + return self::upper(self::sub($string, 0, 1)) . self::sub($string, 1); + } + + + /** + * Converts the first character of every word to uppercase + * + * Words are considered to start at the beginning of the string, or after any + * whitespace character. + * + * @param string $string The string to process + * @return string The processed string + */ + static public function ucwords($string) + { + return preg_replace_callback( + '#(?<=^|\s|[\x{2000}-\x{200A}]|/|-|\(|\[|\{|\||"|^\'|\s\'|‘|“)(.)#u', + array('self', 'ucwordsCallback'), + $string + ); + } + + + /** + * Handles converting a character to uppercase for ::ucwords() + * + * @param array $match The regex match from ::ucwords() + * @return string The uppercase character + */ + static private function ucwordsCallback($match) + { + return self::upper($match[1]); + } + + + /** + * Converts all lowercase characters to uppercase + * + * @param string $string The string to convert + * @return string The input string with all lowercase characters in uppercase + */ + static public function upper($string) + { + // We get better performance falling back for ASCII strings + if (!self::detect($string)) { + return strtoupper($string); + } + + if (self::$mbstring_available === NULL) { + self::checkMbString(); + } + + if (self::$mbstring_available) { + $string = mb_strtoupper($string, 'utf-8'); + // For some reason mb_strtoupper misses some character + return strtr($string, self::$mb_lower_to_upper_fix); + } + + return strtr($string, self::$lower_to_upper); + } + + + /** + * Wraps a string to a specific character width + * + * @param string $string The string to wrap + * @param integer $width The character width to wrap to + * @param string $break The string to insert as a break + * @param boolean $cut If words longer than the character width should be split to fit + * @return string The input string with all lowercase characters in uppercase + */ + static public function wordwrap($string, $width=75, $break="\n", $cut=FALSE) + { + // We get better performance falling back for ASCII strings + if (!self::detect($string)) { + return wordwrap($string, $width, $break, $cut); + } + + $words = preg_split('#(?<=\s|[\x{2000}-\x{200A}])#ue', $string); + + $output = ''; + + $line_len = 0; + foreach ($words as $word) { + $word_len = self::len($word); + + // Shorten up words that are too long + while ($cut && $word_len > $width) { + $output .= $break; + $output .= self::sub($word, 0, $width); + $line_len = $width; + $word = self::sub($word, $width); + $word_len = self::len($word); + } + + if ($line_len && $line_len + $word_len > $width) { + $output .= $break; + $line_len = 0; + } + $output .= $word; + $line_len += $word_len; + } + + return $output; + } + + + /** + * Forces use as a static class + * + * @return fUTF8 + */ + private function __construct() { } +} + + + +/** + * Copyright (c) 2008-2011 Will Bond + * + * Permission is hereby granted, free of charge, to any person obtaining a copy + * of this software and associated documentation files (the "Software"), to deal + * in the Software without restriction, including without limitation the rights + * to use, copy, modify, merge, publish, distribute, sublicense, and/or sell + * copies of the Software, and to permit persons to whom the Software is + * furnished to do so, subject to the following conditions: + * + * The above copyright notice and this permission notice shall be included in + * all copies or substantial portions of the Software. + * + * THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR + * IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, + * FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE + * AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER + * LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, + * OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN + * THE SOFTWARE. + */ \ No newline at end of file diff --git a/makefont/index.php b/makefont/index.php new file mode 100644 index 0000000..a322c1e --- /dev/null +++ b/makefont/index.php @@ -0,0 +1,6 @@ +$severity: "; + echo "$txt
"; + } +} + +function Notice($txt) { + Message($txt, 'Notice'); +} + +function Warning($txt) { + Message($txt, 'Warning'); +} + +function Error($txt) { + Message($txt, 'Error'); + exit ; +} + +function LoadMap($enc) { + $file = dirname(__FILE__) . '/' . strtolower($enc) . '.map'; + $a = file($file); + if (empty($a)) + Error('Encoding not found: ' . $enc); + $map = array_fill(0, 256, array('uv' => -1, 'name' => '.notdef')); + foreach ($a as $line) { + $e = explode(' ', rtrim($line)); + $c = hexdec(substr($e[0], 1)); + $uv = hexdec(substr($e[1], 2)); + $name = $e[2]; + $map[$c] = array('uv' => $uv, 'name' => $name); + } + return $map; +} + +function LoadAsciiUnicodeValues($enc){ + $file = dirname(__FILE__) . '/' . strtolower($enc) . '.map'; + $a = file($file); + if (empty($a)){ + Error('Encoding not found: ' . $enc); + } + $unicodeValues = array(); + for($i=0; $i < count($a); $i++){ + $line = explode(' ', rtrim($a[$i])); + $unicodeValues[$i] = $line[1]; + } + return $unicodeValues; +} + +function GetInfoFromTrueType($file, $embed, $map) { + // Return informations from a TrueType font + $ttf = new TTFParser(); + $ttf -> Parse($file); + if ($embed) { + if (!$ttf -> Embeddable) + Error('Font license does not allow embedding'); + $info['Data'] = file_get_contents($file); + $info['OriginalSize'] = filesize($file); + } + $k = 1000 / $ttf -> unitsPerEm; + $info['FontName'] = $ttf -> postScriptName; + $info['Bold'] = $ttf -> Bold; + $info['ItalicAngle'] = $ttf -> italicAngle; + $info['IsFixedPitch'] = $ttf -> isFixedPitch; + $info['Ascender'] = round($k * $ttf -> typoAscender); + $info['Descender'] = round($k * $ttf -> typoDescender); + $info['UnderlineThickness'] = round($k * $ttf -> underlineThickness); + $info['UnderlinePosition'] = round($k * $ttf -> underlinePosition); + $info['FontBBox'] = array(round($k * $ttf -> xMin), round($k * $ttf -> yMin), round($k * $ttf -> xMax), round($k * $ttf -> yMax)); + $info['CapHeight'] = round($k * $ttf -> capHeight); + $info['MissingWidth'] = round($k * $ttf -> widths[0]); + $widths = array_fill(0, 256, $info['MissingWidth']); + for ($c = 0; $c <= 255; $c++) { + if ($map[$c]['name'] != '.notdef') { + $uv = $map[$c]['uv']; + if (isset($ttf -> chars[$uv])) { + $w = $ttf -> widths[$ttf -> chars[$uv]]; + $widths[$c] = round($k * $w); + } else + Warning('Character ' . $map[$c]['name'] . ' is missing'); + } + } + $info['Widths'] = $widths; + return $info; +} + +function GetInfoFromType1($file, $embed, $map) { + // Return informations from a Type1 font + if ($embed) { + $f = fopen($file, 'rb'); + if (!$f) + Error('Can\'t open font file'); + // Read first segment + $a = unpack('Cmarker/Ctype/Vsize', fread($f, 6)); + if ($a['marker'] != 128) + Error('Font file is not a valid binary Type1'); + $size1 = $a['size']; + $data = fread($f, $size1); + // Read second segment + $a = unpack('Cmarker/Ctype/Vsize', fread($f, 6)); + if ($a['marker'] != 128) + Error('Font file is not a valid binary Type1'); + $size2 = $a['size']; + $data .= fread($f, $size2); + fclose($f); + $info['Data'] = $data; + $info['Size1'] = $size1; + $info['Size2'] = $size2; + } + + $afm = substr($file, 0, -3) . 'afm'; + if (!file_exists($afm)) + Error('AFM font file not found: ' . $afm); + $a = file($afm); + if (empty($a)) + Error('AFM file empty or not readable'); + foreach ($a as $line) { + $e = explode(' ', rtrim($line)); + if (count($e) < 2) + continue; + $entry = $e[0]; + if ($entry == 'C') { + $w = $e[4]; + $name = $e[7]; + $cw[$name] = $w; + } elseif ($entry == 'FontName') + $info['FontName'] = $e[1]; + elseif ($entry == 'Weight') + $info['Weight'] = $e[1]; + elseif ($entry == 'ItalicAngle') + $info['ItalicAngle'] = (int)$e[1]; + elseif ($entry == 'Ascender') + $info['Ascender'] = (int)$e[1]; + elseif ($entry == 'Descender') + $info['Descender'] = (int)$e[1]; + elseif ($entry == 'UnderlineThickness') + $info['UnderlineThickness'] = (int)$e[1]; + elseif ($entry == 'UnderlinePosition') + $info['UnderlinePosition'] = (int)$e[1]; + elseif ($entry == 'IsFixedPitch') + $info['IsFixedPitch'] = ($e[1] == 'true'); + elseif ($entry == 'FontBBox') + $info['FontBBox'] = array((int)$e[1], (int)$e[2], (int)$e[3], (int)$e[4]); + elseif ($entry == 'CapHeight') + $info['CapHeight'] = (int)$e[1]; + elseif ($entry == 'StdVW') + $info['StdVW'] = (int)$e[1]; + } + + if (!isset($info['FontName'])) + Error('FontName missing in AFM file'); + $info['Bold'] = isset($info['Weight']) && preg_match('/bold|black/i', $info['Weight']); + if (isset($cw['.notdef'])) + $info['MissingWidth'] = $cw['.notdef']; + else + $info['MissingWidth'] = 0; + $widths = array_fill(0, 256, $info['MissingWidth']); + for ($c = 0; $c <= 255; $c++) { + $name = $map[$c]['name']; + if ($name != '.notdef') { + if (isset($cw[$name])) + $widths[$c] = $cw[$name]; + else + Warning('Character ' . $name . ' is missing'); + } + } + $info['Widths'] = $widths; + return $info; +} + +function MakeFontDescriptor($info) { + // Ascent + $fd = array(); + $fd['Ascent'] = $info['Ascender']; + // Descent + $fd['Descent'] = $info['Descender']; + // CapHeight + if (!empty($info['CapHeight'])) { + $fd['CapHeight'] = $info['CapHeight']; + } else { + $fd['CapHeight'] = $info['Ascender']; + } + // Flags + $flags = 0; + if ($info['IsFixedPitch']) + $flags += 1<<0; + $flags += 1<<5; + if ($info['ItalicAngle'] != 0) + $flags += 1<<6; + $fd['Flags'] = $flags; + // FontBBox + $fbb = $info['FontBBox']; + $fd['FontBBox'] = '[' . $fbb[0] . ' ' . $fbb[1] . ' ' . $fbb[2] . ' ' . $fbb[3] . ']'; + // ItalicAngle + $fd['ItalicAngle'] = $info['ItalicAngle']; + // StemV + if (isset($info['StdVW'])) + $stemv = $info['StdVW']; + elseif ($info['Bold']) + $stemv = 120; + else + $stemv = 70; + $fd['StemV'] = $stemv; + // MissingWidth + + $fd['MissingWidth'] = $info['MissingWidth']; + return $fd; +} + +function MakeWidthArray($widths, $enc) { + $cw = array(); + $hexaUnicodeValues = LoadAsciiUnicodeValues($enc); + $map = LoadMap($enc); + for ($i = 0; $i <= 255; $i++) { + if(count($hexaUnicodeValues) > $i){ + $cw[fUTF8::chr($hexaUnicodeValues[$i])] = $widths[$i]; + } + else{ + $cw[null] = $widths[$i]; + } + } + return $cw; +} + +function MakeFontEncoding($map) { + // Build differences from reference encoding + $ref = LoadMap('cp1252'); + $s = ''; + $last = 0; + for ($c = 32; $c <= 255; $c++) { + if ($map[$c]['name'] != $ref[$c]['name']) { + if ($c != $last + 1) + $s .= $c . ' '; + $last = $c; + $s .= '/' . $map[$c]['name'] . ' '; + } + } + return rtrim($s); +} + +function MakeUnicodeEncodingTable($enc){ + $file = dirname(__FILE__) . '/' . strtolower($enc) . '.map'; + $a = file($file); + if (empty($a)){ + Error('Encoding not found: ' . $enc); + } + $unicodeAsciiValues = array(); + for($i=0; $i < count($a); $i++){ + $line = explode(' ', rtrim($a[$i])); + $key = ltrim($line[1],'U+'); + $key = hexdec($key); + $value = ltrim($line[0],'!'); + $value = hexdec($value); + $unicodeAsciiValues[$key] = $value; + } + return $unicodeAsciiValues; +} + +function JSONToFile($file, $json_obj) { + $str = json_encode($json_obj); + $str = str_replace('\\/','/',$str); + $str = str_replace('\\\\','\\',$str); + $str = "var font = $str;"; + SaveToFile($file, $str); +} + +function strToHex($string) { + $hex = array(); + for ($i=0; $i < strlen($string); $i++) + { + $char = dechex(ord($string[$i])); + $len = strlen($char); + for($j=0;$j<4-$len;$j++){ + $char = "0".$char; + } + if(strlen($char) != 4){ + throw new Exception("$string[$i]-$char-$len"); + } + $char = '\\'.$char; + $hex[] = $char; + } + return implode('',$hex); +} + +function strToCode($str){ + $count = 0; + for ($i=0; $i < strlen($str); $i++){ + $count += ord($str[$i]); + } + echo $count; +} + +function SaveToFile($file, $s) { + $f = fopen($file, 'w+'); + if (!$f) + Error('Can\'t write to file ' . $file); + fwrite($f, $s, strlen($s)); + fclose($f); +} + +function MakeDefinitionFile($file, $type, $enc, $embed, $map, $info) { + $json_obj = array(); + $json_obj['type'] = $type; + $json_obj['desc'] = MakeFontDescriptor($info); + $json_obj['name'] = $info['FontName']; + $json_obj['up'] = $info['UnderlinePosition']; + $json_obj['ut'] = $info['UnderlineThickness']; + $json_obj['cw'] = $info['Widths']; + $json_obj['enc'] = $enc; + $json_obj['uni2ascii'] = MakeUnicodeEncodingTable($enc); + $diff = MakeFontEncoding($map); + if ($diff) + $json_obj['diff'] = $diff; + if ($embed) { + $json_obj['file'] = $info['file']; +// $json_obj['base64'] = $info['base64']; + $json_obj['filesize'] = $info['filesize']; + if ($type == 'Type1') { + $json_obj['size1'] = $info['Size1']; + $json_obj['size2'] = $info['Size2']; + } else { + $json_obj['originalsize'] = $info['OriginalSize']; + } + } + JSONToFile($file, $json_obj); +} + +function MakeFont($fontfile, $enc = 'cp1252', $embed = true) { + // Generate a font definition file + if (get_magic_quotes_runtime()) + @set_magic_quotes_runtime(0); + ini_set('auto_detect_line_endings', '1'); + + if (!file_exists($fontfile)) + Error('Font file not found: ' . $fontfile); + $ext = strtolower(substr($fontfile, -3)); + if ($ext == 'ttf' || $ext == 'otf') + $type = 'TrueType'; + elseif ($ext == 'pfb') + $type = 'Type1'; + else + Error('Unrecognized font file extension: ' . $ext); + + $map = LoadMap($enc); + + if ($type == 'TrueType') + $info = GetInfoFromTrueType($fontfile, $embed, $map); + else + $info = GetInfoFromType1($fontfile, $embed, $map); + + $basename = substr(basename($fontfile), 0, -4); + if ($embed) { + if (function_exists('gzcompress')) { + $embeded_font = gzcompress($info['Data']); + $info['filesize'] = strlen($embeded_font); + strToCode($embeded_font); + $info['file'] = base64_encode($embeded_font); + Message('Font compressed.'); + } else { + Notice('Font file could not be compressed (zlib extension not available)'); + } + } + MakeDefinitionFile($basename . '.js', $type, $enc, $embed, $map, $info); + Message('Font definition file generated: ' . $basename . '.js'); +} + +if (PHP_SAPI == 'cli') { + // Command-line interface + if ($argc == 1) + die("Usage: php makefont.php fontfile [enc] [embed]\n"); + $fontfile = $argv[1]; + if ($argc >= 3) + $enc = $argv[2]; + else + $enc = 'cp1252'; + if ($argc >= 4) + $embed = ($argv[3] == 'true' || $argv[3] == '1'); + else + $embed = true; + MakeFont($fontfile, $enc, $embed); +} +?> diff --git a/makefont/ttfparser.php b/makefont/ttfparser.php new file mode 100644 index 0000000..602a543 --- /dev/null +++ b/makefont/ttfparser.php @@ -0,0 +1,289 @@ +f = fopen($file, 'rb'); + if(!$this->f) + $this->Error('Can\'t open file: '.$file); + + $version = $this->Read(4); + if($version=='OTTO') + $this->Error('OpenType fonts based on PostScript outlines are not supported'); + if($version!="\x00\x01\x00\x00") + $this->Error('Unrecognized file format'); + $numTables = $this->ReadUShort(); + $this->Skip(3*2); // searchRange, entrySelector, rangeShift + $this->tables = array(); + for($i=0;$i<$numTables;$i++) + { + $tag = $this->Read(4); + $this->Skip(4); // checkSum + $offset = $this->ReadULong(); + $this->Skip(4); // length + $this->tables[$tag] = $offset; + } + + $this->ParseHead(); + $this->ParseHhea(); + $this->ParseMaxp(); + $this->ParseHmtx(); + $this->ParseCmap(); + $this->ParseName(); + $this->ParseOS2(); + $this->ParsePost(); + + fclose($this->f); + } + + function ParseHead() + { + $this->Seek('head'); + $this->Skip(3*4); // version, fontRevision, checkSumAdjustment + $magicNumber = $this->ReadULong(); + if($magicNumber!=0x5F0F3CF5) + $this->Error('Incorrect magic number'); + $this->Skip(2); // flags + $this->unitsPerEm = $this->ReadUShort(); + $this->Skip(2*8); // created, modified + $this->xMin = $this->ReadShort(); + $this->yMin = $this->ReadShort(); + $this->xMax = $this->ReadShort(); + $this->yMax = $this->ReadShort(); + } + + function ParseHhea() + { + $this->Seek('hhea'); + $this->Skip(4+15*2); + $this->numberOfHMetrics = $this->ReadUShort(); + } + + function ParseMaxp() + { + $this->Seek('maxp'); + $this->Skip(4); + $this->numGlyphs = $this->ReadUShort(); + } + + function ParseHmtx() + { + $this->Seek('hmtx'); + $this->widths = array(); + for($i=0;$i<$this->numberOfHMetrics;$i++) + { + $advanceWidth = $this->ReadUShort(); + $this->Skip(2); // lsb + $this->widths[$i] = $advanceWidth; + } + if($this->numberOfHMetrics<$this->numGlyphs) + { + $lastWidth = $this->widths[$this->numberOfHMetrics-1]; + $this->widths = array_pad($this->widths, $this->numGlyphs, $lastWidth); + } + } + + function ParseCmap() + { + $this->Seek('cmap'); + $this->Skip(2); // version + $numTables = $this->ReadUShort(); + $offset31 = 0; + for($i=0;$i<$numTables;$i++) + { + $platformID = $this->ReadUShort(); + $encodingID = $this->ReadUShort(); + $offset = $this->ReadULong(); + if($platformID==3 && $encodingID==1) + $offset31 = $offset; + } + if($offset31==0) + $this->Error('No Unicode encoding found'); + + $startCount = array(); + $endCount = array(); + $idDelta = array(); + $idRangeOffset = array(); + $this->chars = array(); + fseek($this->f, $this->tables['cmap']+$offset31, SEEK_SET); + $format = $this->ReadUShort(); + if($format!=4) + $this->Error('Unexpected subtable format: '.$format); + $this->Skip(2*2); // length, language + $segCount = $this->ReadUShort()/2; + $this->Skip(3*2); // searchRange, entrySelector, rangeShift + for($i=0;$i<$segCount;$i++) + $endCount[$i] = $this->ReadUShort(); + $this->Skip(2); // reservedPad + for($i=0;$i<$segCount;$i++) + $startCount[$i] = $this->ReadUShort(); + for($i=0;$i<$segCount;$i++) + $idDelta[$i] = $this->ReadShort(); + $offset = ftell($this->f); + for($i=0;$i<$segCount;$i++) + $idRangeOffset[$i] = $this->ReadUShort(); + + for($i=0;$i<$segCount;$i++) + { + $c1 = $startCount[$i]; + $c2 = $endCount[$i]; + $d = $idDelta[$i]; + $ro = $idRangeOffset[$i]; + if($ro>0) + fseek($this->f, $offset+2*$i+$ro, SEEK_SET); + for($c=$c1;$c<=$c2;$c++) + { + if($c==0xFFFF) + break; + if($ro>0) + { + $gid = $this->ReadUShort(); + if($gid>0) + $gid += $d; + } + else + $gid = $c+$d; + if($gid>=65536) + $gid -= 65536; + if($gid>0) + $this->chars[$c] = $gid; + } + } + } + + function ParseName() + { + $this->Seek('name'); + $tableOffset = ftell($this->f); + $this->postScriptName = ''; + $this->Skip(2); // format + $count = $this->ReadUShort(); + $stringOffset = $this->ReadUShort(); + for($i=0;$i<$count;$i++) + { + $this->Skip(3*2); // platformID, encodingID, languageID + $nameID = $this->ReadUShort(); + $length = $this->ReadUShort(); + $offset = $this->ReadUShort(); + if($nameID==6) + { + // PostScript name + fseek($this->f, $tableOffset+$stringOffset+$offset, SEEK_SET); + $s = $this->Read($length); + $s = str_replace(chr(0), '', $s); + $s = preg_replace('|[ \[\](){}<>/%]|', '', $s); + $this->postScriptName = $s; + break; + } + } + if($this->postScriptName=='') + $this->Error('PostScript name not found'); + } + + function ParseOS2() + { + $this->Seek('OS/2'); + $version = $this->ReadUShort(); + $this->Skip(3*2); // xAvgCharWidth, usWeightClass, usWidthClass + $fsType = $this->ReadUShort(); + $this->Embeddable = ($fsType!=2) && ($fsType & 0x200)==0; + $this->Skip(11*2+10+4*4+4); + $fsSelection = $this->ReadUShort(); + $this->Bold = ($fsSelection & 32)!=0; + $this->Skip(2*2); // usFirstCharIndex, usLastCharIndex + $this->typoAscender = $this->ReadShort(); + $this->typoDescender = $this->ReadShort(); + if($version>=2) + { + $this->Skip(3*2+2*4+2); + $this->capHeight = $this->ReadShort(); + } + else + $this->capHeight = 0; + } + + function ParsePost() + { + $this->Seek('post'); + $this->Skip(4); // version + $this->italicAngle = $this->ReadShort(); + $this->Skip(2); // Skip decimal part + $this->underlinePosition = $this->ReadShort(); + $this->underlineThickness = $this->ReadShort(); + $this->isFixedPitch = ($this->ReadULong()!=0); + } + + function Error($msg) + { + if(PHP_SAPI=='cli') + die("Error: $msg\n"); + else + die("Error: $msg"); + } + + function Seek($tag) + { + if(!isset($this->tables[$tag])) + $this->Error('Table not found: '.$tag); + fseek($this->f, $this->tables[$tag], SEEK_SET); + } + + function Skip($n) + { + fseek($this->f, $n, SEEK_CUR); + } + + function Read($n) + { + return fread($this->f, $n); + } + + function ReadUShort() + { + $a = unpack('nn', fread($this->f,2)); + return $a['n']; + } + + function ReadShort() + { + $a = unpack('nn', fread($this->f,2)); + $v = $a['n']; + if($v>=0x8000) + $v -= 65536; + return $v; + } + + function ReadULong() + { + $a = unpack('NN', fread($this->f,4)); + return $a['N']; + } +} +?> diff --git a/package.json b/package.json deleted file mode 100644 index b98d99e..0000000 --- a/package.json +++ /dev/null @@ -1,14 +0,0 @@ -{ - "name": "pdf", - "description": "create basic pdf files in the browser or node.js, simple as cake", - "version": "0.2.1", - "author": "Marak Squires", - "repository": { - "type": "git", - "url": "http://github.com/Marak/pdf.js.git" - }, - "engine": [ - "node >=0.1.90" - ], - "main": "lib/pdf" -} \ No newline at end of file diff --git a/stekot.jpg b/stekot.jpg new file mode 100644 index 0000000..34cd60c Binary files /dev/null and b/stekot.jpg differ diff --git a/testFile57.pdf b/testFile57.pdf deleted file mode 100644 index f313ed1..0000000 Binary files a/testFile57.pdf and /dev/null differ diff --git a/times.js b/times.js new file mode 100644 index 0000000..8509c40 --- /dev/null +++ b/times.js @@ -0,0 +1,294 @@ +var font = { + "type" : "TrueType", + "desc" : { + "Ascent" : 693, + "Descent" : -216, + "CapHeight" : 662, + "Flags" : 32, + "FontBBox" : "[-568 -307 2000 1007]", + "ItalicAngle" : 0, + "StemV" : 70, + "MissingWidth" : 778 + }, + "name" : "TimesNewRomanPSMT", + "up" : -109, + "ut" : 49, + "cw" : [ 778, 778, 778, 778, 778, 778, 778, 778, 778, 778, 778, 778, 778, + 778, 778, 778, 778, 778, 778, 778, 778, 778, 778, 778, 778, 778, + 778, 778, 778, 778, 778, 778, 250, 333, 408, 500, 500, 833, 778, + 180, 333, 333, 500, 564, 250, 333, 250, 278, 500, 500, 500, 500, + 500, 500, 500, 500, 500, 500, 278, 278, 564, 564, 564, 444, 921, + 722, 667, 667, 722, 611, 556, 722, 722, 333, 389, 722, 611, 889, + 722, 722, 556, 722, 667, 556, 611, 722, 722, 944, 722, 722, 611, + 333, 278, 333, 469, 500, 333, 444, 500, 444, 500, 444, 333, 500, + 500, 278, 278, 500, 278, 778, 500, 500, 500, 500, 333, 389, 278, + 500, 500, 722, 500, 500, 444, 480, 200, 480, 541, 778, 500, 778, + 333, 778, 444, 1000, 500, 500, 778, 1000, 556, 333, 556, 611, 611, + 611, 778, 333, 333, 444, 444, 350, 500, 1000, 778, 980, 389, 333, + 389, 427, 444, 444, 250, 333, 333, 611, 500, 722, 200, 500, 333, + 760, 556, 500, 564, 333, 760, 611, 400, 549, 333, 278, 333, 576, + 453, 333, 333, 444, 389, 500, 611, 333, 406, 444, 667, 722, 722, + 722, 722, 611, 667, 667, 667, 611, 611, 611, 611, 333, 333, 722, + 722, 722, 722, 722, 722, 722, 722, 564, 667, 722, 722, 722, 722, + 722, 611, 500, 333, 444, 444, 444, 444, 278, 444, 444, 444, 444, + 444, 444, 444, 278, 278, 646, 500, 500, 500, 500, 500, 500, 500, + 549, 333, 500, 500, 500, 500, 500, 278, 333 ], + "enc" : "cp1250", + "uni2ascii" : { + "0" : 0, + "1" : 1, + "2" : 2, + "3" : 3, + "4" : 4, + "5" : 5, + "6" : 6, + "7" : 7, + "8" : 8, + "9" : 9, + "10" : 10, + "11" : 11, + "12" : 12, + "13" : 13, + "14" : 14, + "15" : 15, + "16" : 16, + "17" : 17, + "18" : 18, + "19" : 19, + "20" : 20, + "21" : 21, + "22" : 22, + "23" : 23, + "24" : 24, + "25" : 25, + "26" : 26, + "27" : 27, + "28" : 28, + "29" : 29, + "30" : 30, + "31" : 31, + "32" : 32, + "33" : 33, + "34" : 34, + "35" : 35, + "36" : 36, + "37" : 37, + "38" : 38, + "39" : 39, + "40" : 40, + "41" : 41, + "42" : 42, + "43" : 43, + "44" : 44, + "45" : 45, + "46" : 46, + "47" : 47, + "48" : 48, + "49" : 49, + "50" : 50, + "51" : 51, + "52" : 52, + "53" : 53, + "54" : 54, + "55" : 55, + "56" : 56, + "57" : 57, + "58" : 58, + "59" : 59, + "60" : 60, + "61" : 61, + "62" : 62, + "63" : 63, + "64" : 64, + "65" : 65, + "66" : 66, + "67" : 67, + "68" : 68, + "69" : 69, + "70" : 70, + "71" : 71, + "72" : 72, + "73" : 73, + "74" : 74, + "75" : 75, + "76" : 76, + "77" : 77, + "78" : 78, + "79" : 79, + "80" : 80, + "81" : 81, + "82" : 82, + "83" : 83, + "84" : 84, + "85" : 85, + "86" : 86, + "87" : 87, + "88" : 88, + "89" : 89, + "90" : 90, + "91" : 91, + "92" : 92, + "93" : 93, + "94" : 94, + "95" : 95, + "96" : 96, + "97" : 97, + "98" : 98, + "99" : 99, + "100" : 100, + "101" : 101, + "102" : 102, + "103" : 103, + "104" : 104, + "105" : 105, + "106" : 106, + "107" : 107, + "108" : 108, + "109" : 109, + "110" : 110, + "111" : 111, + "112" : 112, + "113" : 113, + "114" : 114, + "115" : 115, + "116" : 116, + "117" : 117, + "118" : 118, + "119" : 119, + "120" : 120, + "121" : 121, + "122" : 122, + "123" : 123, + "124" : 124, + "125" : 125, + "126" : 126, + "127" : 127, + "8364" : 128, + "8218" : 130, + "8222" : 132, + "8230" : 133, + "8224" : 134, + "8225" : 135, + "8240" : 137, + "352" : 138, + "8249" : 139, + "346" : 140, + "356" : 141, + "381" : 142, + "377" : 143, + "8216" : 145, + "8217" : 146, + "8220" : 147, + "8221" : 148, + "8226" : 149, + "8211" : 150, + "8212" : 151, + "8482" : 153, + "353" : 154, + "8250" : 155, + "347" : 156, + "357" : 157, + "382" : 158, + "378" : 159, + "160" : 160, + "711" : 161, + "728" : 162, + "321" : 163, + "164" : 164, + "260" : 165, + "166" : 166, + "167" : 167, + "168" : 168, + "169" : 169, + "350" : 170, + "171" : 171, + "172" : 172, + "173" : 173, + "174" : 174, + "379" : 175, + "176" : 176, + "177" : 177, + "731" : 178, + "322" : 179, + "180" : 180, + "181" : 181, + "182" : 182, + "183" : 183, + "184" : 184, + "261" : 185, + "351" : 186, + "187" : 187, + "317" : 188, + "733" : 189, + "318" : 190, + "380" : 191, + "340" : 192, + "193" : 193, + "194" : 194, + "258" : 195, + "196" : 196, + "313" : 197, + "262" : 198, + "199" : 199, + "268" : 200, + "201" : 201, + "280" : 202, + "203" : 203, + "282" : 204, + "205" : 205, + "206" : 206, + "270" : 207, + "272" : 208, + "323" : 209, + "327" : 210, + "211" : 211, + "212" : 212, + "336" : 213, + "214" : 214, + "215" : 215, + "344" : 216, + "366" : 217, + "218" : 218, + "368" : 219, + "220" : 220, + "221" : 221, + "354" : 222, + "223" : 223, + "341" : 224, + "225" : 225, + "226" : 226, + "259" : 227, + "228" : 228, + "314" : 229, + "263" : 230, + "231" : 231, + "269" : 232, + "233" : 233, + "281" : 234, + "235" : 235, + "283" : 236, + "237" : 237, + "238" : 238, + "271" : 239, + "273" : 240, + "324" : 241, + "328" : 242, + "243" : 243, + "244" : 244, + "337" : 245, + "246" : 246, + "247" : 247, + "345" : 248, + "367" : 249, + "250" : 250, + "369" : 251, + "252" : 252, + "253" : 253, + "355" : 254, + "729" : 255 + }, + "diff" : "131 /.notdef 136 /.notdef 140 /Sacute /Tcaron 143 /Zacute 152 /.notdef 156 /sacute /tcaron 159 /zacute 161 /caron /breve /Lslash 165 /Aogonek 170 /Scedilla 175 /Zdotaccent 178 /ogonek /lslash 185 /aogonek /scedilla 188 /Lcaron /hungarumlaut /lcaron /zdotaccent /Racute 195 /Abreve 197 /Lacute /Cacute 200 /Ccaron 202 /Eogonek 204 /Ecaron 207 /Dcaron /Dcroat /Nacute /Ncaron 213 /Ohungarumlaut 216 /Rcaron /Uring 219 /Uhungarumlaut 222 /Tcommaaccent 224 /racute 227 /abreve 229 /lacute /cacute 232 /ccaron 234 /eogonek 236 /ecaron 239 /dcaron /dcroat /nacute /ncaron 245 /ohungarumlaut 248 /rcaron /uring 251 /uhungarumlaut 254 /tcommaaccent /dotaccent", + "file" : 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", + "filesize" : 475299, + "originalsize" : 834240 +}; \ No newline at end of file diff --git a/vendor/jquery.js b/vendor/jquery.js index e414a7e..b076ccc 100644 --- a/vendor/jquery.js +++ b/vendor/jquery.js @@ -1721,7 +1721,7 @@ jQuery.event = { type = namespaces.shift(); namespace = new RegExp("(^|\\.)" + - jQuery.map( namespaces.slice(0).sort(), fcleanup ).join("\\.(?:.*\\.)?") + "(\\.|$)") + jQuery.map( namespaces.slice(0).sort(), fcleanup ).join("\\.(?:.*\\.)?") + "(\\.|$)"); } eventType = events[ type ]; @@ -2522,7 +2522,7 @@ jQuery.each(["live", "die"], function( i, name ) { } return this; - } + }; }); function liveHandler( event ) {