$temp->add(new admin_setting_configtext('calendar_exportsalt', get_string('calendarexportsalt','admin'), get_string('configcalendarexportsalt', 'admin'), random_string(60)));
$ADMIN->add('appearance', $temp);
+/* TODO: reimplement editor settings and preferences, editors are now full plugins ;-)
// "htmleditor" settingpage
$ADMIN->add('appearance', new admin_category('htmleditor', get_string('htmleditor', 'admin')));
$temp = new admin_settingpage('htmleditorsettings', get_string('htmleditorsettings', 'admin'));
- $htmleditors = get_available_html_editors();
+ $htmleditors = get_available_editors();
$temp->add(new admin_setting_configselect('defaulthtmleditor', get_string('defaulthtmleditor', 'admin'), null, 'tinymce', $htmleditors));
$temp->add(new admin_setting_configcheckbox('htmleditor', get_string('usehtmleditor', 'admin'), get_string('confightmleditor','admin'), 1));
$temp->add(new admin_setting_emoticons());
$ADMIN->add('htmleditor', $temp);
-/* TODO: before deleting these settings migrate or drop config values!
+
+ TODO: before deleting these settings migrate or drop config values!
$temp = new admin_settingpage('htmlarea', get_string('htmlarea', 'admin'));
$temp->add(new admin_setting_configtext('editorbackgroundcolor', get_string('editorbackgroundcolor', 'admin'), get_string('edhelpbgcolor'), '#ffffff', PARAM_NOTAGS));
$temp->add(new admin_setting_configtext('editorfontfamily', get_string('editorfontfamily', 'admin'), get_string('edhelpfontfamily'), 'Trebuchet MS,Verdana,Arial,Helvetica,sans-serif', PARAM_NOTAGS));
$temp->add(new admin_setting_configcheckbox('editorkillword', get_string('editorkillword', 'admin'), get_string('edhelpcleanword'), 1));
$temp->add(new admin_setting_special_editorhidebuttons());
$ADMIN->add('htmleditor', $temp);
-*/
$temp = new admin_settingpage('tinymce', 'TinyMCE');
// add tinymce configuration options here
$ADMIN->add('htmleditor', $temp);
+*/
- // "htmlsettings" settingpage
+ // "htmlsettings" settingpage
$temp = new admin_settingpage('htmlsettings', get_string('htmlsettings', 'admin'));
$temp->add(new admin_setting_configcheckbox('formatstringstriptags', get_string('stripalltitletags', 'admin'), get_string('configstripalltitletags', 'admin'), 1));
$ADMIN->add('appearance', $temp);
--- /dev/null
+<?php
+
+$string['modulename'] = 'Plain text area';
-<?php // $Id$
- // tinymce.php - created by the automatic import script
-
+<?php
$string['main/common:edit_confirm'] = 'Do you want to use the WYSIWYG mode for this textarea?';
$string['main/common:apply'] = 'Apply';
$string['main/spellchecker:no_sug'] = 'No suggestions';
$string['main/spellchecker:no_mpell'] = 'No misspellings found.';
$string['main/pagebreak:desc'] = 'Insert page break.';
+$string['modulename'] = 'TinyMCE editor';
$string['plugins/advhr_dlg:width'] = 'Width';
$string['plugins/advhr_dlg:size'] = 'Height';
$string['plugins/advhr_dlg:noshade'] = 'No shadow';
$string['themes/simple:undo_desc'] = 'Undo (Ctrl+Z)';
$string['themes/simple:redo_desc'] = 'Redo (Ctrl+Y)';
$string['themes/simple:cleanup_desc'] = 'Cleanup messy code';
-
-?>
$defpath = $CFG->dirroot.'/course/'.$component.'/db/access.php';
$varprefix = $compparts[0].'_'.$compparts[1];
+ } else if ($compparts[0] == 'editor') {
+ $defpath = $CFG->dirroot.'/lib/editor/'.$compparts[1].'/db/access.php';
+ $varprefix = $compparts[0].'_'.$compparts[1];
+
} else if ($compparts[0] == 'gradeimport') {
$defpath = $CFG->dirroot.'/grade/import/'.$compparts[1].'/db/access.php';
$varprefix = $compparts[0].'_'.$compparts[1];
$string = get_string($stringname, 'format_'.$componentname);
break;
+ case 'format':
+ $string = get_string($stringname, 'editor_'.$componentname);
+ break;
+
case 'gradeexport':
$string = get_string($stringname, 'gradeexport_'.$componentname);
break;
'auth' => 'auth',
'enrol' => 'enrol',
'format' => 'course/format',
+ 'editor' => 'lib/editor',
'gradeexport' => 'grade/export',
'gradeimport' => 'grade/import',
'gradereport' => 'grade/report',
+++ /dev/null
-<html>\r
-<head>\r
-<title>DragMath Documentation - License</title>\r
-</head>\r
-<body>\r
-\r
-<span style=" color: #000099; font-size: x-large; font-family: Arial;"><strong>DragMath copyright information</strong></span>\r
-\r
-<span style=" font-size: small; font-family: Arial;">\r
-\r
-<p>DragMath is licensed under the GNU General Public License (GPL) (<a href="http://www.gnu.org/copyleft/gpl.html">http://www.gnu.org/copyleft/gpl.html</a>)\r
-</p><p>\r
-All source code in this package is written by <a href="http://www.abillingsley.co.uk">Alex Billingsley</a> except the libraries used. The copyright information for the libaries is included below:</p>\r
-<br>\r
-<p>\r
-<h4>JDOM<br> <a href="http://www.jdom.org">http://www.jdom.org</a></h4>\r
-JDOM is available under an Apache-style open source license, with the acknowledgment clause removed. This license is among the least restrictive license available, enabling developers to use JDOM in creating new products without requiring them to release their own products as open source. This is the license model used by the Apache Project, which created the Apache server. The license is available at the top of every source file and in LICENSE.txt in the root of the distribution.\r
-</p>\r
-<br>\r
-<p>\r
-<h4>JEP<br><a href="https://sourceforge.net/projects/jep/">https://sourceforge.net/projects/jep/</a></h4>\r
-JEP is licensed under the GNU General Public License (GPL) (<a href="http://www.gnu.org/copyleft/gpl.html">http://www.gnu.org/copyleft/gpl.html</a>)</p>\r
-<p>\r
-<br>\r
-<h4>glyFX Common Toolbar Set Icons<br> <a href="http://www.glyfx.com">http://www.glyfx.com</a></h4>\r
-Icons used in software, license found at; <a href="http://www.glyfx.com/license-toolbar.html">http://www.glyfx.com/license-toolbar.html</a></p>\r
-</span>\r
-\r
-</body>\r
-</html>
\ No newline at end of file
+++ /dev/null
- GNU GENERAL PUBLIC LICENSE\r
- Version 2, June 1991\r
-\r
- Copyright (C) 1989, 1991 Free Software Foundation, Inc.\r
- 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA\r
- Everyone is permitted to copy and distribute verbatim copies\r
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-\r
- Preamble\r
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- The licenses for most software are designed to take away your\r
-freedom to share and change it. By contrast, the GNU General Public\r
-License is intended to guarantee your freedom to share and change free\r
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-General Public License applies to most of the Free Software\r
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-using it. (Some other Free Software Foundation software is covered by\r
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-\r
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- GNU GENERAL PUBLIC LICENSE\r
- TERMS AND CONDITIONS FOR COPYING, DISTRIBUTION AND MODIFICATION\r
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-Also add information on how to contact you by electronic and paper mail.\r
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-when it starts in an interactive mode:\r
-\r
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- Gnomovision comes with ABSOLUTELY NO WARRANTY; for details type `show w'.\r
- This is free software, and you are welcome to redistribute it\r
- under certain conditions; type `show c' for details.\r
-\r
-The hypothetical commands `show w' and `show c' should show the appropriate\r
-parts of the General Public License. Of course, the commands you use may\r
-be called something other than `show w' and `show c'; they could even be\r
-mouse-clicks or menu items--whatever suits your program.\r
-\r
-You should also get your employer (if you work as a programmer) or your\r
-school, if any, to sign a "copyright disclaimer" for the program, if\r
-necessary. Here is a sample; alter the names:\r
-\r
- Yoyodyne, Inc., hereby disclaims all copyright interest in the program\r
- `Gnomovision' (which makes passes at compilers) written by James Hacker.\r
-\r
- <signature of Ty Coon>, 1 April 1989\r
- Ty Coon, President of Vice\r
-\r
-This General Public License does not permit incorporating your program into\r
-proprietary programs. If your program is a subroutine library, you may\r
-consider it more useful to permit linking proprietary applications with the\r
-library. If this is what you want to do, use the GNU Library General\r
-Public License instead of this License.\r
-\r
+++ /dev/null
-<html>\r
-<head>\r
-<title>DragMath - README</title>\r
-</head>\r
-<body>\r
-<span style=" color: #000099; font-size: x-large; font-family: Arial;"><strong>\r
-DragMath README\r
-</strong></span>\r
-<span style=" font-size: small; font-family: Arial;"> \r
-<p>\r
-<font size=3>\r
-<p>\r
-<br>\r
-This is an open-source drag and drop equation editor written in Java. Once an expression is created the user can convert it into a variety of different linear syntax for mathematics, including MathML, LaTeX, Maple, Maxima or any user defined style.\r
-</p>\r
-DragMath Website:<a href="www.dragmath.bham.ac.uk">www.dragmath.bham.ac.uk</a><br>\r
-SoureForge.net Project:<a href="http://sourceforge.net/projects/dragmath">http://sourceforge.net/projects/dragmath</a>\r
-</p>\r
-<br>\r
-<p>\r
-<b>Package Contents:</b>\r
-</p>\r
-<br>\r
-<dl>\r
-\r
-<dt><b>README.html</b>\r
-<dd>This file</dd>\r
-</dt>\r
-<br>\r
-<dt><b>LICENSE-gpl.txt</b>\r
-<dd>License Agreement</dd>\r
-</dt>\r
-<br>\r
-<dt><b>COPYRIGHT.html </b>\r
-<dd>Copyright Information</dd>\r
-</dt>\r
-<br>\r
-<dt><b>Release Notes.html </b>\r
-<dd>Release Notes for this version</dd>\r
-</dt>\r
-<br>\r
-<dt><b>index.html</b>\r
-<dd>DragMath Website including Demonstrations</dd>\r
-</dt>\r
-<br><br>\r
-<dt><b>doc/</b>\r
-<dd>Documentation</dd>\r
-</dt>\r
-<br>\r
-<br>\r
-<dt><b>applet/classes/</b>\r
-<dl>\r
-<dt><b>formats/</b>\r
-<dd>Export formats</dd>\r
-</dt>\r
-<dt><b>lang/</b>\r
-<dd>Language files</dd>\r
-</dt>\r
-</dl>\r
-</dt>\r
-</dl>\r
-\r
-</font>\r
-</span>\r
-</body>\r
-</html>
\ No newline at end of file
+++ /dev/null
-<html>\r
-<head>\r
-<title>DragMath - Release Notes for Version 0.7.2</title>\r
-</head>\r
-<body>\r
-<span style=" color: #000099; font-size: x-large; font-family: Arial;"><strong>\r
-Release Notes for DragMath 0.7.2\r
-</strong></span>\r
-<span style=" font-size: small; font-family: Arial;"> \r
-<p>\r
-<font size=3>\r
-<b><a href="www.dragmath.bham.ac.uk">www.dragmath.bham.ac.uk</a></b>\r
-</p>\r
-<br>\r
-\r
-<b>DragMath 0.7.2 released 04/04/2008</b>\r
-<p>\r
-New Features:\r
-</p>\r
-<ol>\r
-<li>MoodleTex format file</li>\r
-<li>ASCIIMathML format file</li>\r
-</ol>\r
-New languages:\r
-</p>\r
-<ol>\r
-<li>Norwegian</li>\r
-</ol>\r
-Bugs fixed:\r
-</p>\r
-<ol>\r
-<li>Unary minus not working with infinity</li>\r
-</ol>\r
-<br>\r
-\r
-\r
-</font>\r
-</span>\r
-</body>\r
-</html>
\ No newline at end of file
+++ /dev/null
-<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.01 Transitional//EN">\r
-<html>\r
-<head>\r
-\r
-<title>DragMath Latex Example</title>\r
-\r
-<script>\r
-function renderLatex() {\r
- var ans = document.DragMath.getMathExpression(); \r
- var source = '<html>'\r
- + '<body>'\r
- + '<h4>Latex Syntax: '\r
- + ans\r
- + '</h4>'\r
- + '<applet code="HotEqn.class" codebase="HotEqn" archive="HotEqn.jar" height="300" width="600" name="my equation">'\r
- + '<param name="equation" value="' \r
- + ans\r
- + '"/>'\r
- + '</applet>'\r
- + '</body>'\r
- + '</html>'\r
- + '';\r
-\r
- var target = document.getElementById('outputID');\r
- var doc = target.contentDocument;\r
- if (doc == undefined || doc == null)\r
- doc = target.contentWindow.document;\r
- doc.open();\r
- doc.write(source);\r
- doc.close();\r
-\r
- \r
-}\r
-</script>\r
-\r
-</head>\r
-<body>\r
-\r
-<div id="mainContent">\r
-\r
-\r
-<DIV align=left><FONT face=Arial color=#000080 \r
-size=6><STRONG>DragMath Latex Example</STRONG></FONT></DIV>\r
-<br><br>\r
-\r
-<applet name="DragMath" codebase="classes" code="Display.MainApplet.class" archive="Project.jar,AbsoluteLayout.jar,swing-layout-1.0.jar,jdom.jar,jep.jar" width=540 height=333>\r
-<param name=language value="en">\r
-<param name=showOutputToolBar value="false">\r
-<param name=outputFormat value="Latex">\r
-To use this page you need a Java-enabled browser. Download the latest Java plug-in from <a href="http://www.java.com">Java.com</a>\r
-</applet >\r
-<br>\r
-\r
-<form>\r
-<input type='button' value='Render Latex' onclick='renderLatex(); return true;' />\r
-</form>\r
-\r
-<H2>Latex Rendering:</H2>\r
-\r
-<iframe id='outputID' src='' width='98%' height='150'>\r
-</iframe>\r
-\r
-</div>\r
-<br>\r
-Latex rendering performed by freeware Java applet <a href="http://www.atp.ruhr-uni-bochum.de/VCLab/software/HotEqn/HotEqn.html">HotEqn </a>\r
-</body>\r
-</html>\r
+++ /dev/null
-<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.01 Transitional//EN">\r
-<html>\r
-<head>\r
-\r
-<title>DragMath MathML Example</title>\r
-\r
-<script>\r
-function renderMathML() {\r
- var ans = document.DragMath.getMathExpression(); \r
- var source = '<?xml version="1.0"?>'\r
- + '<!DOCTYPE html PUBLIC'\r
- + ' "-//W3C//DTD XHTML 1.1 plus MathML 2.0//EN"'\r
- + ' "http://www.w3.org/TR/MathML2/dtd/xhtml-math11-f.dtd"'\r
- + '['\r
- + ' <!ENTITY mathml "http://www.w3.org/1998/Math/MathML">'\r
- + ']>'\r
- + ''\r
- + '<body>'\r
- + ans\r
- + '</body>'\r
- + '';\r
- var target = document.getElementById('outputID');\r
- target.setAttribute('src','data:text/xml;charset=utf-8,' + escape(source));\r
-}\r
-function resetMathML() {\r
- var source = 'The MathML rendering will appear here.';\r
- var target = document.getElementById('outputID');\r
- target.setAttribute('src','data:text/html,' + escape(source));\r
-}\r
-</script>\r
-\r
-</head>\r
-<body>\r
-\r
-<div id="mainContent">\r
-\r
-\r
-<DIV align=left><FONT face=Arial color=#000080 \r
-size=6><STRONG>DragMath MathML Example</STRONG></FONT></DIV>\r
-<br><br>\r
-\r
-<applet name="DragMath" codebase="classes" code="Display.MainApplet.class" archive="Project.jar,AbsoluteLayout.jar,swing-layout-1.0.jar,jdom.jar,jep.jar" width=540 height=333>\r
-<param name=language value="en">\r
-<param name=outputFormat value="MathML">\r
-To use this page you need a Java-enabled browser. Download the latest Java plug-in from <a href="http://www.java.com">Java.com</a>\r
-</applet >\r
-<br>\r
-\r
-<form>\r
-<input type='button' value='Render MathML' onclick='renderMathML(); return true;' />\r
-</form>\r
-\r
-<H2>MathML Rendering:</H2>\r
-\r
-<iframe id='outputID' src='data:text/html' width='98%' height='150'>\r
-You need a MathML-enabled Gecko-based browser.\r
-</iframe>\r
-\r
-</div>\r
-<br>\r
-JavaScript used for rendering from <a href="http://www.mozilla.org/projects/mathml/demo/tester.html">Mozilla website</a>, re-used under <a href="http://creativecommons.org/licenses/by-sa/2.0/">Creative Commons License</a>\r
-\r
-</body>\r
-</html>\r
+++ /dev/null
-<html>\r
-<head>\r
-<title>DragMath Maxima Example</title>\r
-\r
-<script language="JavaScript">\r
-var thedata;\r
-var newwin;\r
-var thenumber;\r
-function edit(textarea)\r
-{\r
- thenumber = textarea;\r
- thedata = document.forms['exampleform'].elements[textarea].value\r
-\r
- newwin = window.open("MaximaPopup.html","","width=565,height=400,resizable")\r
-}\r
-</script>\r
-</head>\r
-\r
-\r
-<body>\r
-<DIV align=left><FONT face=Arial color=#000080 \r
-size=6><STRONG>DragMath Maxima Example</STRONG></FONT></DIV>\r
-<br><br>\r
-\r
-<FORM name="exampleform">\r
-\r
-<p>Factorise 20*x+5\r
-<br>\r
-<input type="text" id="data0" name="data0" cols="15" />\r
-<input type="button" value="Editor" onclick="edit('data0')">\r
-</p>\r
-\r
-<p>Differentiate 2·x5+2·x4-x3+3·x2-2·x with respect to x\r
-<br>\r
-<input type="text" id="data1" name="data1" cols="15">\r
-<input type="button" value="Editor" onclick="edit('data1')">\r
-</p>\r
-\r
-<p>Integrate cos( 5·x ) with respect to x\r
-<br>\r
-<input type="text" id="data3" name="data3" cols="15">\r
-<input type="button" value="Editor" onclick="edit('data3')">\r
-</p>\r
-\r
-<input type="submit" name="submit" value="Submit" />\r
-</FORM>\r
-\r
-</body>\r
-</html>\r
+++ /dev/null
-\r
-<html>\r
-<head>\r
-\r
-<script language="Javascript">\r
-\r
-var exp = opener.document.forms['exampleform'].elements[opener.thenumber].value\r
-document.write('<applet name="DragMath" codebase="classes" code="Display.MainApplet.class" archive="Project.jar,AbsoluteLayout.jar,swing-layout-1.0.jar,jdom.jar,jep.jar" width=540 height=333>',\r
- '<param name=language value="en">',\r
- '<param name=outputFormat value="Maxima">',\r
- '<param name=openWithExpression value="' + exp + '">',\r
- 'To use this page you need a Java-enabled browser. Download the latest Java plug-in from <a href="http://www.java.com">Java.com</a>',\r
- '</applet>');\r
-\r
-var whichone;\r
-function writedata()\r
-{\r
- whichone = opener.thenumber\r
-\r
-}\r
-\r
-function updateit()\r
-{\r
- var applet = document.DragMath;\r
- var ans = document.DragMath.getMathExpression(); \r
- \r
- opener.document.forms['exampleform'].elements[whichone].value = ans \r
- window.close()\r
-}\r
-</script>\r
-<body onload="writedata()">\r
-\r
-\r
-<form name="checkit">\r
-<input type="hidden" cols="20" id="data" />\r
-<br />\r
-<input type="button" value="Save & Close" onclick="updateit()">\r
-</body>\r
-</html>\r
+++ /dev/null
-<?xml version="1.0" encoding="UTF-8"?>
-
-<!--
- Document : Config.xml
- Created on : 13 December 2007, 19:28
- Author : Alex Billingsley
- Description:
- Purpose of the document follows.
--->
-
-<Config>
- <Languages>
- <Lang displayName="Català" fileName="ca"></Lang>
- <Lang displayName="čeština" fileName="cz"></Lang>
- <Lang displayName="Deutsch" fileName="de"></Lang>
- <Lang displayName="English" fileName="en"></Lang>
- <Lang displayName="Español" fileName="es"></Lang>
- <Lang displayName="français" fileName="fr"></Lang>
- <Lang displayName="Nederlands" fileName="nl"></Lang>
- <Lang displayName="Norsk" fileName="no"></Lang>
- <Lang displayName="polski" fileName="pl"></Lang>
- <Lang displayName="Pyccĸий" fileName="ru"></Lang>
- <Lang displayName="svenska" fileName="sv"></Lang>
- <Lang displayName="português brasileiro" fileName="pt-br"></Lang>
- </Languages>
-
- <Formats>
- <Format displayName="LaTeX" fileName="Latex"></Format>
- <Format displayName="Maple" fileName="Maple"></Format>
- <Format displayName="MathML" fileName="MathML"></Format>
- <Format displayName="Maxima" fileName="Maxima"></Format>
- <Format displayName="MoodleTex" fileName="MoodleTex"></Format>
- <Format displayName="ASCIIMathML" fileName="ASCIIMathML"></Format>
- </Formats>
-</Config>
+++ /dev/null
-<?xml version="1.0" encoding="UTF-8"?>\r
-\r
-<Syntax>\r
- <name AutoBrackets="false">ASCIIMathML</name>\r
- \r
- <Initial>\r
- <output1>`</output1>\r
- <output2>`</output2>\r
- </Initial>\r
- <Text>\r
- <output1></output1>\r
- <output2></output2>\r
- </Text>\r
- <Variable>\r
- <output1></output1>\r
- <output2></output2>\r
- </Variable>\r
- <RealNumber>\r
- <output1></output1>\r
- <output2></output2>\r
- </RealNumber>\r
- \r
- \r
- \r
- <!-- Nary Operators -->\r
- <Add>\r
- <output>+</output>\r
- </Add>\r
-\r
- <Multiply>\r
- <output> * </output>\r
- </Multiply>\r
-\r
- <Multiply2>\r
- <output> xx </output>\r
- </Multiply2>\r
- <Equals>\r
- <output>=</output>\r
- </Equals>\r
- <Union>\r
- <output> uu </output>\r
- </Union>\r
- <Intersection>\r
- <output> nn </output>\r
- </Intersection>\r
- <Comma>\r
- <output>,</output>\r
- </Comma>\r
- <Equiv>\r
- <output> -= </output>\r
- </Equiv>\r
- \r
- \r
- \r
- <!-- Functions -->\r
- <UMinus>\r
- <output1>-</output1>\r
- <output2></output2>\r
- </UMinus>\r
- <Factorial brackets="false">\r
- <output1>(</output1>\r
- <output2>)!</output2>\r
- </Factorial>\r
- <NaturalLogarithm>\r
- <output1> ln </output1>\r
- <output2></output2>\r
- </NaturalLogarithm>\r
- <Logarithm>\r
- <output1> log </output1>\r
- <output2></output2>\r
- </Logarithm>\r
- <Sine>\r
- <output1> sin </output1>\r
- <output2></output2>\r
- </Sine>\r
- <Cosine>\r
- <output1> cos </output1>\r
- <output2></output2>\r
- </Cosine>\r
- <Tangent>\r
- <output1> tan </output1>\r
- <output2></output2>\r
- </Tangent>\r
- <ArcSine>\r
- <output1> sin^{-1} </output1>\r
- <output2></output2>\r
- </ArcSine>\r
- <ArcCosine>\r
- <output1> cos^{-1} </output1>\r
- <output2></output2>\r
- </ArcCosine>\r
- <ArcTangent>\r
- <output1> tan^{-1} </output1>\r
- <output2></output2>\r
- </ArcTangent>\r
- <SineH>\r
- <output1> sinh </output1>\r
- <output2></output2>\r
- </SineH>\r
- <CosineH>\r
- <output1> cosh </output1>\r
- <output2></output2>\r
- </CosineH>\r
- <TanH>\r
- <output1> tanh </output1>\r
- <output2></output2>\r
- </TanH>\r
- <ArcSineH>\r
- <output1> sinh^{-1} </output1>\r
- <output2></output2>\r
- </ArcSineH>\r
- <ArcCosineH>\r
- <output1> cosh^{-1} </output1>\r
- <output2></output2>\r
- </ArcCosineH>\r
- <ArcTanH>\r
- <output1> tanh^{-1} </output1>\r
- <output2></output2>\r
- </ArcTanH>\r
- <SquareRoot brackets="false">\r
- <output1> sqrt{</output1>\r
- <output2>} </output2>\r
- </SquareRoot>\r
- <Exp brackets="false">\r
- <output1> e^{</output1>\r
- <output2>} </output2>\r
- </Exp>\r
- <Max>\r
- <output1>max</output1>\r
- <output2></output2>\r
- </Max>\r
- <Min>\r
- <output1>min</output1>\r
- <output2></output2>\r
- </Min>\r
- <Determinant>\r
- <output1>det</output1>\r
- <output2></output2>\r
- </Determinant>\r
- <Trace>\r
- <output1>Tr</output1>\r
- <output2></output2>\r
- </Trace>\r
- \r
- \r
- \r
- <!-- Binary Operators -->\r
- <NotEqual>\r
- <output1></output1>\r
- <output2> != </output2>\r
- <output3></output3>\r
- </NotEqual>\r
- <PlusMinus>\r
- <output1></output1>\r
- <output2> +- </output2>\r
- <output3></output3>\r
- </PlusMinus> \r
- <Assignment>\r
- <output1></output1>\r
- <output2>:=</output2>\r
- <output3></output3>\r
- </Assignment>\r
- <Subtract>\r
- <output1></output1>\r
- <output2>-</output2>\r
- <output3></output3>\r
- </Subtract>\r
- <Divide brackets="false">\r
- <output1> (</output1>\r
- <output2>)/(</output2>\r
- <output3>) </output3>\r
- </Divide>\r
- <Divide2> \r
- <output1></output1>\r
- <output2> -: </output2>\r
- <output3></output3>\r
- </Divide2>\r
- <LessThan>\r
- <output1></output1>\r
- <output2><![CDATA[<]]></output2>\r
- <output3></output3>\r
- </LessThan> \r
- <GreaterThan>\r
- <output1></output1>\r
- <output2>></output2>\r
- <output3></output3>\r
- </GreaterThan> \r
- <LTEQ>\r
- <output1></output1>\r
- <output2><![CDATA[<=]]></output2>\r
- <output3></output3>\r
- </LTEQ> \r
- <GTEQ>\r
- <output1></output1>\r
- <output2><![CDATA[>=]]></output2>\r
- <output3></output3>\r
- </GTEQ> \r
- <Subset>\r
- <output1></output1>\r
- <output2> sub </output2>\r
- <output3></output3>\r
- </Subset> \r
- <SubsetEq>\r
- <output1></output1>\r
- <output2> sube </output2>\r
- <output3></output3>\r
- </SubsetEq> \r
- <NSubset>\r
- <output1></output1>\r
- <output2> \not\subset </output2>\r
- <output3></output3>\r
- </NSubset> \r
- <NSubsetEq>\r
- <output1></output1>\r
- <output2> \not\subseteq </output2>\r
- <output3></output3>\r
- </NSubsetEq> \r
- <Power>\r
- <output1></output1>\r
- <output2>^{</output2>\r
- <output3>}</output3>\r
- </Power>\r
- <Subscript>\r
- <output1></output1>\r
- <output2>_{</output2>\r
- <output3>}</output3>\r
- </Subscript> \r
- <NthRoot reverse="true" brackets="false">\r
- <output1> root(</output1>\r
- <output2>)(</output2>\r
- <output3>) </output3>\r
- </NthRoot> \r
- <Function>\r
- <output1></output1>\r
- <output2>(</output2>\r
- <output3>)</output3>\r
- </Function>\r
- <LeftArrow>\r
- <output1></output1>\r
- <output2> larr </output2>\r
- <output3></output3>\r
- </LeftArrow> \r
- <RightArrow>\r
- <output1></output1>\r
- <output2> rarr </output2>\r
- <output3></output3>\r
- </RightArrow> \r
- <UpArrow>\r
- <output1></output1>\r
- <output2> uarr </output2>\r
- <output3></output3>\r
- </UpArrow> \r
- <DownArrow>\r
- <output1></output1>\r
- <output2> darr </output2>\r
- <output3></output3>\r
- </DownArrow> \r
- <LeftDblArrow>\r
- <output1></output1>\r
- <output2> lArr </output2>\r
- <output3></output3>\r
- </LeftDblArrow> \r
- <RightDblArrow>\r
- <output1></output1>\r
- <output2> rArr </output2>\r
- <output3></output3>\r
- </RightDblArrow> \r
- <LeftRightArrow>\r
- <output1></output1>\r
- <output2> harr </output2>\r
- <output3></output3>\r
- </LeftRightArrow> \r
- <LeftRightDblArrow>\r
- <output1></output1>\r
- <output2> hArr </output2>\r
- <output3></output3>\r
- </LeftRightDblArrow> \r
- <NorthEastArrow>\r
- <output1></output1>\r
- <output2> \nearrow </output2>\r
- <output3></output3>\r
- </NorthEastArrow> \r
- <SouthEastArrow>\r
- <output1></output1>\r
- <output2> \searrow </output2>\r
- <output3></output3>\r
- </SouthEastArrow> \r
- <NorthWestArrow> \r
- <output1></output1>\r
- <output2> \nwarrow </output2>\r
- <output3></output3>\r
- </NorthWestArrow> \r
- <SouthWestArrow>\r
- <output1></output1>\r
- <output2> \swarrow </output2>\r
- <output3></output3>\r
- </SouthWestArrow> \r
- \r
- <Exists>\r
- <output1></output1>\r
- <output2> EE </output2>\r
- <output3></output3>\r
- </Exists>\r
- <ForAll>\r
- <output1></output1>\r
- <output2> AA </output2>\r
- <output3></output3>\r
- </ForAll>\r
- <IsIn> \r
- <output1></output1>\r
- <output2> in </output2>\r
- <output3></output3>\r
- </IsIn>\r
- <NotExists>\r
- <output1></output1>\r
- <output2> \not\exists </output2>\r
- <output3></output3>\r
- </NotExists>\r
- <NotIn>\r
- <output1></output1>\r
- <output2> !in </output2>\r
- <output3></output3>\r
- </NotIn>\r
- <SimEq>\r
- <output1></output1>\r
- <output2> \simeq </output2>\r
- <output3></output3>\r
- </SimEq>\r
- <Or> \r
- <output1></output1>\r
- <output2> vv </output2>\r
- <output3></output3>\r
- </Or>\r
- <And>\r
- <output1></output1>\r
- <output2> ^^ </output2>\r
- <output3></output3>\r
- </And>\r
- <Not>\r
- <output1></output1>\r
- <output2> not </output2>\r
- <output3></output3>\r
- </Not>\r
- \r
- \r
- <!-- Nary Functions -->\r
- <Integral>\r
- <output1> int </output1>\r
- <output2>d</output2>\r
- <output3></output3>\r
- </Integral>\r
- <Differential order="1,0">\r
- <output1> d/(d</output1>\r
- <output2>)</output2>\r
- <output3></output3>\r
- </Differential>\r
- <PartialDifferential order="1,0">\r
- <output1> del/(del </output1>\r
- <output2>)</output2>\r
- <output3></output3>\r
- </PartialDifferential>\r
- <Sum order="1,2,3,0">\r
- <output1> sum_(</output1>\r
- <output2>=</output2>\r
- <output3>)^(</output3>\r
- <output4>)</output4>\r
- <output5></output5>\r
- </Sum>\r
- <Product order="1,2,3,0">\r
- <output1> prod_(</output1>\r
- <output2>=</output2>\r
- <output3>)^(</output3>\r
- <output4>)</output4>\r
- <output5></output5>\r
- </Product>\r
- <Limit order="1,2,0">\r
- <output1> lim_(</output1>\r
- <output2>-></output2>\r
- <output3>)</output3>\r
- <output4></output4>\r
- </Limit>\r
- <Evaluate>\r
- <output1></output1>\r
- <output2>\left|_{{</output2>\r
- <output3>}={</output3>\r
- <output4>}}</output4>\r
- </Evaluate>\r
- <DefiniteIntegral order="2,3,0,1">\r
- <output1> int_{</output1>\r
- <output2>}^{</output2>\r
- <output3>}</output3>\r
- <output4>d</output4>\r
- <output5></output5>\r
- </DefiniteIntegral>\r
- \r
- \r
- \r
- <!-- Matrix -->\r
- <Matrix>\r
- <matrixStart> [ </matrixStart>\r
- <rowStart>[</rowStart>\r
- <elementStart></elementStart>\r
- <elementEnd></elementEnd>\r
- <elementSeparator>,</elementSeparator>\r
- <rowEnd>]</rowEnd>\r
- <rowSeparator>,</rowSeparator>\r
- <matrixEnd> ] </matrixEnd>\r
- </Matrix>\r
- \r
- \r
- \r
- <!-- Grouping -->\r
- <BracketsRnd>\r
- <output1>(</output1>\r
- <output2>)</output2>\r
- </BracketsRnd>\r
- <BracketsCurl>\r
- <output1>{</output1>\r
- <output2>}</output2>\r
- </BracketsCurl>\r
- <BracketsSq>\r
- <output1>[</output1>\r
- <output2>]</output2>\r
- </BracketsSq>\r
- <Abs>\r
- <output1>|\</output1>\r
- <output2>|</output2>\r
- </Abs>\r
- \r
- \r
- \r
- <!-- Symbols -->\r
- <Infinity>\r
- <output>oo</output>\r
- </Infinity>\r
- \r
- \r
- <Γ>\r
- <output> Gamma </output>\r
- </Γ>\r
- <Δ>\r
- <output> Delta </output>\r
- </Δ>\r
- <Θ>\r
- <output> Theta </output>\r
- </Θ>\r
- <Λ>\r
- <output> Lamda </output>\r
- </Λ>\r
- <Ξ>\r
- <output> Xi </output>\r
- </Ξ>\r
- <Π>\r
- <output> Pi </output>\r
- </Π>\r
- <Σ>\r
- <output> Sigma </output>\r
- </Σ>\r
- <Υ>\r
- <output> Upsilon </output>\r
- </Υ>\r
- <Φ>\r
- <output> Phi </output>\r
- </Φ>\r
- <Ψ>\r
- <output> Psi </output>\r
- </Ψ>\r
- <Ω>\r
- <output> Omega </output>\r
- </Ω>\r
- \r
- \r
- <α>\r
- <output> alpha </output>\r
- </α>\r
- <β>\r
- <output> beta </output>\r
- </β>\r
- <γ>\r
- <output> gamma </output>\r
- </γ>\r
- <δ>\r
- <output> delta </output>\r
- </δ>\r
- <ε>\r
- <output> epsilon </output>\r
- </ε>\r
- <ζ>\r
- <output> zeta </output>\r
- </ζ>\r
- <η>\r
- <output> eta </output>\r
- </η>\r
- <θ>\r
- <output> theta </output>\r
- </θ>\r
- <ι>\r
- <output> iota </output>\r
- </ι>\r
- <κ>\r
- <output> kappa </output>\r
- </κ>\r
- <λ>\r
- <output> lambda </output>\r
- </λ>\r
- <μ>\r
- <output> mu </output>\r
- </μ>\r
- <ν>\r
- <output> nu </output>\r
- </ν>\r
- <ξ>\r
- <output> xi </output>\r
- </ξ>\r
- <π>\r
- <output> pi </output>\r
- </π>\r
- <ρ>\r
- <output> rho </output>\r
- </ρ>\r
- <σ>\r
- <output> sigma </output>\r
- </σ>\r
- <τ>\r
- <output> tau </output>\r
- </τ>\r
- <υ>\r
- <output> upsilon </output>\r
- </υ>\r
- <φ>\r
- <output> phi </output>\r
- </φ>\r
- <χ>\r
- <output> chi </output>\r
- </χ>\r
- <ψ>\r
- <output> psi </output>\r
- </ψ> \r
- <ω>\r
- <output> omega </output>\r
- </ω>\r
- \r
-</Syntax>\r
+++ /dev/null
-<?xml version="1.0" encoding="UTF-8"?>\r
-\r
-<Syntax>\r
- <name AutoBrackets="false">Latex</name>\r
- \r
- <Initial>\r
- <output1></output1>\r
- <output2></output2>\r
- </Initial>\r
- <Text>\r
- <output1></output1>\r
- <output2></output2>\r
- </Text>\r
- <Variable>\r
- <output1></output1>\r
- <output2></output2>\r
- </Variable>\r
- <RealNumber>\r
- <output1></output1>\r
- <output2></output2>\r
- </RealNumber>\r
- \r
- \r
- \r
- <!-- Nary Operators -->\r
- <Add>\r
- <output>+</output>\r
- </Add>\r
- <Multiply>\r
- <output> \cdot </output>\r
- </Multiply>\r
- <Multiply2>\r
- <output> \times </output>\r
- </Multiply2>\r
- <Equals>\r
- <output>=</output>\r
- </Equals>\r
- <Union>\r
- <output> \cup </output>\r
- </Union>\r
- <Intersection>\r
- <output> \cap </output>\r
- </Intersection>\r
- <Comma>\r
- <output>,</output>\r
- </Comma>\r
- <Equiv>\r
- <output> \equiv </output>\r
- </Equiv>\r
- \r
- \r
- \r
- <!-- Functions -->\r
- <UMinus>\r
- <output1>-</output1>\r
- <output2></output2>\r
- </UMinus>\r
- <Factorial brackets="false">\r
- <output1>{</output1>\r
- <output2>}!</output2>\r
- </Factorial>\r
- <NaturalLogarithm>\r
- <output1> \ln </output1>\r
- <output2></output2>\r
- </NaturalLogarithm>\r
- <Logarithm>\r
- <output1> \log </output1>\r
- <output2></output2>\r
- </Logarithm>\r
- <Sine>\r
- <output1> \sin </output1>\r
- <output2></output2>\r
- </Sine>\r
- <Cosine>\r
- <output1> \cos </output1>\r
- <output2></output2>\r
- </Cosine>\r
- <Tangent>\r
- <output1> \tan </output1>\r
- <output2></output2>\r
- </Tangent>\r
- <ArcSine>\r
- <output1> \sin^{-1} </output1>\r
- <output2></output2>\r
- </ArcSine>\r
- <ArcCosine>\r
- <output1> \cos^{-1} </output1>\r
- <output2></output2>\r
- </ArcCosine>\r
- <ArcTangent>\r
- <output1> \tan^{-1} </output1>\r
- <output2></output2>\r
- </ArcTangent>\r
- <SineH>\r
- <output1> \sinh </output1>\r
- <output2></output2>\r
- </SineH>\r
- <CosineH>\r
- <output1> \cosh </output1>\r
- <output2></output2>\r
- </CosineH>\r
- <TanH>\r
- <output1> \tanh </output1>\r
- <output2></output2>\r
- </TanH>\r
- <ArcSineH>\r
- <output1> \sinh^{-1} </output1>\r
- <output2></output2>\r
- </ArcSineH>\r
- <ArcCosineH>\r
- <output1> \cosh^{-1} </output1>\r
- <output2></output2>\r
- </ArcCosineH>\r
- <ArcTanH>\r
- <output1> \tanh^{-1} </output1>\r
- <output2></output2>\r
- </ArcTanH>\r
- <SquareRoot brackets="false">\r
- <output1> \sqrt{</output1>\r
- <output2>} </output2>\r
- </SquareRoot>\r
- <Exp brackets="false">\r
- <output1> e^{</output1>\r
- <output2>} </output2>\r
- </Exp>\r
- <Max>\r
- <output1>\max</output1>\r
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- </Max>\r
- <Min>\r
- <output1>\min</output1>\r
- <output2></output2>\r
- </Min>\r
- <Determinant>\r
- <output1>\det</output1>\r
- <output2></output2>\r
- </Determinant>\r
- <Trace>\r
- <output1>Tr</output1>\r
- <output2></output2>\r
- </Trace>\r
- \r
- \r
- \r
- <!-- Binary Operators -->\r
- <NotEqual>\r
- <output1></output1>\r
- <output2> \neq </output2>\r
- <output3></output3>\r
- </NotEqual>\r
- <PlusMinus>\r
- <output1></output1>\r
- <output2> \pm </output2>\r
- <output3></output3>\r
- </PlusMinus> \r
- <Assignment>\r
- <output1></output1>\r
- <output2>:=</output2>\r
- <output3></output3>\r
- </Assignment>\r
- <Subtract>\r
- <output1></output1>\r
- <output2>-</output2>\r
- <output3></output3>\r
- </Subtract>\r
- <Divide brackets="false">\r
- <output1> \frac{</output1>\r
- <output2>}{</output2>\r
- <output3>} </output3>\r
- </Divide>\r
- <Divide2> \r
- <output1></output1>\r
- <output2> \div </output2>\r
- <output3></output3>\r
- </Divide2>\r
- <LessThan>\r
- <output1></output1>\r
- <output2><![CDATA[<]]></output2>\r
- <output3></output3>\r
- </LessThan> \r
- <GreaterThan>\r
- <output1></output1>\r
- <output2>></output2>\r
- <output3></output3>\r
- </GreaterThan> \r
- <LTEQ>\r
- <output1></output1>\r
- <output2> \le </output2>\r
- <output3></output3>\r
- </LTEQ> \r
- <GTEQ>\r
- <output1></output1>\r
- <output2> \ge </output2>\r
- <output3></output3>\r
- </GTEQ> \r
- <Subset>\r
- <output1></output1>\r
- <output2> \subset </output2>\r
- <output3></output3>\r
- </Subset> \r
- <SubsetEq>\r
- <output1></output1>\r
- <output2> \subseteq </output2>\r
- <output3></output3>\r
- </SubsetEq> \r
- <NSubset>\r
- <output1></output1>\r
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- <output3></output3>\r
- </NSubset> \r
- <NSubsetEq>\r
- <output1></output1>\r
- <output2> \not\subseteq </output2>\r
- <output3></output3>\r
- </NSubsetEq> \r
- <Power>\r
- <output1></output1>\r
- <output2>^{</output2>\r
- <output3>}</output3>\r
- </Power>\r
- <Subscript>\r
- <output1></output1>\r
- <output2>_{</output2>\r
- <output3>}</output3>\r
- </Subscript> \r
- <NthRoot reverse="true" brackets="false">\r
- <output1> \sqrt[</output1>\r
- <output2>]{</output2>\r
- <output3>} </output3>\r
- </NthRoot> \r
- <Function>\r
- <output1></output1>\r
- <output2>\left(</output2>\r
- <output3>\right)</output3>\r
- </Function>\r
- <LeftArrow>\r
- <output1></output1>\r
- <output2> \leftarrow </output2>\r
- <output3></output3>\r
- </LeftArrow> \r
- <RightArrow>\r
- <output1></output1>\r
- <output2> \rightarrow </output2>\r
- <output3></output3>\r
- </RightArrow> \r
- <UpArrow>\r
- <output1></output1>\r
- <output2> \uparrow </output2>\r
- <output3></output3>\r
- </UpArrow> \r
- <DownArrow>\r
- <output1></output1>\r
- <output2> \downarrow </output2>\r
- <output3></output3>\r
- </DownArrow> \r
- <LeftDblArrow>\r
- <output1></output1>\r
- <output2> \Leftarrow </output2>\r
- <output3></output3>\r
- </LeftDblArrow> \r
- <RightDblArrow>\r
- <output1></output1>\r
- <output2> \Rightarrow </output2>\r
- <output3></output3>\r
- </RightDblArrow> \r
- <LeftRightArrow>\r
- <output1></output1>\r
- <output2> \leftrightarrow </output2>\r
- <output3></output3>\r
- </LeftRightArrow> \r
- <LeftRightDblArrow>\r
- <output1></output1>\r
- <output2> \Leftrightarrow </output2>\r
- <output3></output3>\r
- </LeftRightDblArrow> \r
- <NorthEastArrow>\r
- <output1></output1>\r
- <output2> \nearrow </output2>\r
- <output3></output3>\r
- </NorthEastArrow> \r
- <SouthEastArrow>\r
- <output1></output1>\r
- <output2> \searrow </output2>\r
- <output3></output3>\r
- </SouthEastArrow> \r
- <NorthWestArrow> \r
- <output1></output1>\r
- <output2> \nwarrow </output2>\r
- <output3></output3>\r
- </NorthWestArrow> \r
- <SouthWestArrow>\r
- <output1></output1>\r
- <output2> \swarrow </output2>\r
- <output3></output3>\r
- </SouthWestArrow> \r
- \r
- <Exists>\r
- <output1></output1>\r
- <output2> \exists </output2>\r
- <output3></output3>\r
- </Exists>\r
- <ForAll>\r
- <output1></output1>\r
- <output2> \forall </output2>\r
- <output3></output3>\r
- </ForAll>\r
- <IsIn> \r
- <output1></output1>\r
- <output2> \epsilon </output2>\r
- <output3></output3>\r
- </IsIn>\r
- <NotExists>\r
- <output1></output1>\r
- <output2> \not\exists </output2>\r
- <output3></output3>\r
- </NotExists>\r
- <NotIn>\r
- <output1></output1>\r
- <output2> \not\epsilon </output2>\r
- <output3></output3>\r
- </NotIn>\r
- <SimEq>\r
- <output1></output1>\r
- <output2> \simeq </output2>\r
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- </SimEq>\r
- <Or> \r
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- <output3></output3>\r
- </Or>\r
- <And>\r
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- <output2> \wedge </output2>\r
- <output3></output3>\r
- </And>\r
- <Not>\r
- <output1></output1>\r
- <output2> \neg </output2>\r
- <output3></output3>\r
- </Not>\r
- \r
- \r
- <!-- Nary Functions -->\r
- <Integral>\r
- <output1> \int </output1>\r
- <output2>\,d</output2>\r
- <output3></output3>\r
- </Integral>\r
- <Differential order="1,0">\r
- <output1> \frac{d}{d</output1>\r
- <output2>}</output2>\r
- <output3></output3>\r
- </Differential>\r
- <PartialDifferential order="1,0">\r
- <output1> \frac{\partial}{\partial </output1>\r
- <output2>}</output2>\r
- <output3></output3>\r
- </PartialDifferential>\r
- <Sum order="1,2,3,0">\r
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- <output4>}</output4>\r
- <output5></output5>\r
- </Sum>\r
- <Product order="1,2,3,0">\r
- <output1> \prod_{{</output1>\r
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- <output5></output5>\r
- </Product>\r
- <Limit order="1,2,0">\r
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- <output3>}</output3>\r
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- </Limit>\r
- <Evaluate>\r
- <output1></output1>\r
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- </Evaluate>\r
- <DefiniteIntegral order="2,3,0,1">\r
- <output1> \int_{</output1>\r
- <output2>}^{</output2>\r
- <output3>}</output3>\r
- <output4>\,d</output4>\r
- <output5></output5>\r
- </DefiniteIntegral>\r
- \r
- \r
- \r
- <!-- Matrix -->\r
- <Matrix>\r
- <matrixStart> \left( \begin{array}{ccc} </matrixStart>\r
- <rowStart></rowStart>\r
- <elementStart></elementStart>\r
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- <elementSeparator><![CDATA[ & ]]></elementSeparator>\r
- <rowEnd>\\</rowEnd>\r
- <rowSeparator></rowSeparator>\r
- <matrixEnd> \end{array} \right) </matrixEnd>\r
- </Matrix>\r
- \r
- \r
- \r
- <!-- Grouping -->\r
- <BracketsRnd>\r
- <output1>\left(</output1>\r
- <output2>\right)</output2>\r
- </BracketsRnd>\r
- <BracketsCurl>\r
- <output1>\{</output1>\r
- <output2>\}</output2>\r
- </BracketsCurl>\r
- <BracketsSq>\r
- <output1>\left[</output1>\r
- <output2>\right]</output2>\r
- </BracketsSq>\r
- <Abs>\r
- <output1>\left|</output1>\r
- <output2>\right|</output2>\r
- </Abs>\r
- \r
- \r
- \r
- <!-- Symbols -->\r
- <Infinity>\r
- <output>\infty</output>\r
- </Infinity>\r
- \r
- \r
- <Γ>\r
- <output> \Gamma </output>\r
- </Γ>\r
- <Δ>\r
- <output> \Delta </output>\r
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- <Θ>\r
- <output> \Theta </output>\r
- </Θ>\r
- <Λ>\r
- <output> \Lamda </output>\r
- </Λ>\r
- <Ξ>\r
- <output> \Xi </output>\r
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- <Π>\r
- <output> \Pi </output>\r
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- <Σ>\r
- <output> \Sigma </output>\r
- </Σ>\r
- <Υ>\r
- <output> \Upsilon </output>\r
- </Υ>\r
- <Φ>\r
- <output> \Phi </output>\r
- </Φ>\r
- <Ψ>\r
- <output> \Psi </output>\r
- </Ψ>\r
- <Ω>\r
- <output> \Omega </output>\r
- </Ω>\r
- \r
- \r
- <α>\r
- <output> \alpha </output>\r
- </α>\r
- <β>\r
- <output> \beta </output>\r
- </β>\r
- <γ>\r
- <output> \gamma </output>\r
- </γ>\r
- <δ>\r
- <output> \delta </output>\r
- </δ>\r
- <ε>\r
- <output> \epsilon </output>\r
- </ε>\r
- <ζ>\r
- <output> \zeta </output>\r
- </ζ>\r
- <η>\r
- <output> \eta </output>\r
- </η>\r
- <θ>\r
- <output> \theta </output>\r
- </θ>\r
- <ι>\r
- <output> \iota </output>\r
- </ι>\r
- <κ>\r
- <output> \kappa </output>\r
- </κ>\r
- <λ>\r
- <output> \lambda </output>\r
- </λ>\r
- <μ>\r
- <output> \mu </output>\r
- </μ>\r
- <ν>\r
- <output> \nu </output>\r
- </ν>\r
- <ξ>\r
- <output> \xi </output>\r
- </ξ>\r
- <π>\r
- <output> \pi </output>\r
- </π>\r
- <ρ>\r
- <output> \rho </output>\r
- </ρ>\r
- <σ>\r
- <output> \sigma </output>\r
- </σ>\r
- <τ>\r
- <output> \tau </output>\r
- </τ>\r
- <υ>\r
- <output> \upsilon </output>\r
- </υ>\r
- <φ>\r
- <output> \phi </output>\r
- </φ>\r
- <χ>\r
- <output> \chi </output>\r
- </χ>\r
- <ψ>\r
- <output> \psi </output>\r
- </ψ> \r
- <ω>\r
- <output> \omega </output>\r
- </ω>\r
- \r
-</Syntax>\r
+++ /dev/null
-<?xml version="1.0" encoding="UTF-8"?>\r
-\r
-<Syntax>\r
- <name AutoBrackets="true">Maple</name>\r
- \r
- <Initial>\r
- <output1></output1>\r
- <output2></output2>\r
- </Initial>\r
- <Text>\r
- <output1></output1>\r
- <output2></output2>\r
- </Text>\r
- <Variable>\r
- <output1></output1>\r
- <output2></output2>\r
- </Variable>\r
- <RealNumber>\r
- <output1></output1>\r
- <output2></output2>\r
- </RealNumber>\r
- \r
- \r
- <!-- Nary Operators --> \r
- <Add>\r
- <output>+</output>\r
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- <Multiply>\r
- <output>*</output>\r
- </Multiply>\r
- <Multiply2>\r
- <output>*</output>\r
- </Multiply2>\r
- <Equals>\r
- <output>=</output>\r
- </Equals>\r
- <Union>\r
- <output> union </output>\r
- </Union>\r
- <Intersection>\r
- <output> intersect </output>\r
- </Intersection>\r
- <Comma>\r
- <output>,</output>\r
- </Comma>\r
- <Equiv>\r
- <output>≡</output>\r
- </Equiv>\r
- \r
- \r
- \r
- <!-- Functions --> \r
- <UMinus>\r
- <output1>-</output1>\r
- <output2></output2>\r
- </UMinus>\r
- <Factorial>\r
- <output1>factorial</output1>\r
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- </Factorial>\r
- <NaturalLogarithm>\r
- <output1>ln</output1>\r
- <output2></output2>\r
- </NaturalLogarithm>\r
- <Logarithm>\r
- <output1>log</output1>\r
- <output2></output2>\r
- </Logarithm>\r
- <Sine>\r
- <output1>sin</output1>\r
- <output2></output2>\r
- </Sine>\r
- <Cosine>\r
- <output1>cos</output1>\r
- <output2></output2>\r
- </Cosine>\r
- <Tangent>\r
- <output1>tan</output1>\r
- <output2></output2>\r
- </Tangent>\r
- <ArcSine>\r
- <output1>arcsin</output1>\r
- <output2></output2>\r
- </ArcSine>\r
- <ArcCosine>\r
- <output1>arccos</output1>\r
- <output2></output2>\r
- </ArcCosine>\r
- <ArcTangent>\r
- <output1>arctan</output1>\r
- <output2></output2>\r
- </ArcTangent>\r
- <SineH>\r
- <output1>sinh</output1>\r
- <output2></output2>\r
- </SineH>\r
- <CosineH>\r
- <output1>cosh</output1>\r
- <output2></output2>\r
- </CosineH>\r
- <TanH>\r
- <output1>tanh</output1>\r
- <output2></output2>\r
- </TanH>\r
- <ArcSineH>\r
- <output1>arcsinh</output1>\r
- <output2></output2>\r
- </ArcSineH>\r
- <ArcCosineH>\r
- <output1>arccosh</output1>\r
- <output2></output2>\r
- </ArcCosineH>\r
- <ArcTanH>\r
- <output1>arctanh</output1>\r
- <output2></output2>\r
- </ArcTanH>\r
- <SquareRoot>\r
- <output1>sqrt</output1>\r
- <output2></output2>\r
- </SquareRoot>\r
- <Exp>\r
- <output1>exp</output1>\r
- <output2></output2>\r
- </Exp>\r
- <Max>\r
- <output1>max</output1>\r
- <output2></output2>\r
- </Max>\r
- <Min>\r
- <output1>min</output1>\r
- <output2></output2>\r
- </Min>\r
- <Determinant>\r
- <output1>det</output1>\r
- <output2></output2>\r
- </Determinant>\r
- <Trace>\r
- <output1>trace</output1>\r
- <output2></output2>\r
- </Trace>\r
- \r
- \r
- \r
- <!-- Binary Operators --> \r
- <NotEqual>\r
- <output1></output1>\r
- <output2>≠</output2>\r
- <output3></output3>\r
- </NotEqual>\r
- <PlusMinus>\r
- <output1></output1>\r
- <output2>±</output2>\r
- <output3></output3>\r
- </PlusMinus>\r
- <Assignment>\r
- <output1></output1>\r
- <output2>:=</output2>\r
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- <Subtract>\r
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- <output2>-</output2>\r
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- </Subtract>\r
- <Divide>\r
- <output1></output1>\r
- <output2>/</output2>\r
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- </Divide> \r
- <Divide2>\r
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- <output2>/</output2>\r
- <output3></output3>\r
- </Divide2> \r
- <LessThan>\r
- <output1></output1>\r
- <output2><![CDATA[<]]></output2>\r
- <output3></output3>\r
- </LessThan> \r
- <GreaterThan>\r
- <output1></output1>\r
- <output2>></output2>\r
- <output3></output3>\r
- </GreaterThan> \r
- <LTEQ>\r
- <output1></output1>\r
- <output2><![CDATA[<=]]></output2>\r
- <output3></output3>\r
- </LTEQ> \r
- <GTEQ>\r
- <output1></output1>\r
- <output2>>=</output2>\r
- <output3></output3>\r
- </GTEQ> \r
- <Subset>\r
- <output1>`subset`(</output1>\r
- <output2>,</output2>\r
- <output3>)</output3>\r
- </Subset> \r
- <SubsetEq>\r
- <output1>`subset`(</output1>\r
- <output2>,</output2>\r
- <output3>)</output3>\r
- </SubsetEq> \r
- <NSubset>\r
- <output1>not `subset`(</output1>\r
- <output2>,</output2>\r
- <output3>)</output3>\r
- </NSubset> \r
- <NSubsetEq>\r
- <output1>not `subset`(</output1>\r
- <output2>,</output2>\r
- <output3>)</output3>\r
- </NSubsetEq> \r
- <Power>\r
- <output1></output1>\r
- <output2>^</output2>\r
- <output3></output3>\r
- </Power>\r
- <Subscript>\r
- <output1></output1>\r
- <output2>[</output2>\r
- <output3>]</output3>\r
- </Subscript> \r
- <NthRoot>\r
- <output1>surd(</output1>\r
- <output2>,</output2>\r
- <output3>)</output3>\r
- </NthRoot>\r
- <Function>\r
- <output1></output1>\r
- <output2>(</output2>\r
- <output3>)</output3>\r
- </Function>\r
- <LeftArrow>\r
- <output1></output1>\r
- <output2>←</output2>\r
- <output3></output3>\r
- </LeftArrow> \r
- <RightArrow>\r
- <output1></output1>\r
- <output2>→</output2>\r
- <output3></output3>\r
- </RightArrow> \r
- <UpArrow>\r
- <output1></output1>\r
- <output2>↑</output2>\r
- <output3></output3>\r
- </UpArrow> \r
- <DownArrow>\r
- <output1></output1>\r
- <output2>↓</output2>\r
- <output3></output3>\r
- </DownArrow> \r
- <LeftDblArrow>\r
- <output1></output1>\r
- <output2>⇐</output2>\r
- <output3></output3>\r
- </LeftDblArrow> \r
- <RightDblArrow>\r
- <output1></output1>\r
- <output2>⇒</output2>\r
- <output3></output3>\r
- </RightDblArrow> \r
- <LeftRightArrow>\r
- <output1></output1>\r
- <output2>↔</output2>\r
- <output3></output3>\r
- </LeftRightArrow> \r
- <LeftRightDblArrow>\r
- <output1></output1>\r
- <output2>⇔</output2>\r
- <output3></output3>\r
- </LeftRightDblArrow> \r
- <NorthEastArrow>\r
- <output1></output1>\r
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- <output3></output3>\r
- </NorthEastArrow> \r
- <SouthEastArrow>\r
- <output1></output1>\r
- <output2>↘</output2>\r
- <output3></output3>\r
- </SouthEastArrow> \r
- <NorthWestArrow> \r
- <output1></output1>\r
- <output2>↖</output2>\r
- <output3></output3>\r
- </NorthWestArrow> \r
- <SouthWestArrow>\r
- <output1></output1>\r
- <output2>↙</output2>\r
- <output3></output3>\r
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- \r
- <Exists>\r
- <output1></output1>\r
- <output2>∃</output2>\r
- <output3></output3>\r
- </Exists>\r
- <ForAll>\r
- <output1></output1>\r
- <output2>∀</output2>\r
- <output3></output3>\r
- </ForAll>\r
- <IsIn> \r
- <output1></output1>\r
- <output2>∈</output2>\r
- <output3></output3>\r
- </IsIn>\r
- <NotExists>\r
- <output1></output1>\r
- <output2>∄</output2>\r
- <output3></output3>\r
- </NotExists>\r
- <NotIn>\r
- <output1></output1>\r
- <output2>∉</output2>\r
- <output3></output3>\r
- </NotIn>\r
- <SimEq>\r
- <output1></output1>\r
- <output2>≃</output2>\r
- <output3></output3>\r
- </SimEq>\r
- <Or> \r
- <output1></output1>\r
- <output2>∨</output2>\r
- <output3></output3>\r
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- <And>\r
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- <output2>∧</output2>\r
- <output3></output3>\r
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- <Not>\r
- <output1></output1>\r
- <output2>¬</output2>\r
- <output3></output3>\r
- </Not>\r
- \r
- \r
- <!-- Nary Functions --> \r
- <Integral>\r
- <output1>int(</output1>\r
- <output2>,</output2>\r
- <output3>)</output3>\r
- </Integral>\r
- <Differential>\r
- <output1>diff(</output1>\r
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- </Differential>\r
- <PartialDifferential>\r
- <output1>diff(</output1>\r
- <output2>,</output2>\r
- <output3>)</output3>\r
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- <Sum>\r
- <output1>sum(</output1>\r
- <output2>,</output2>\r
- <output3>=</output3>\r
- <output4>..</output4>\r
- <output5>)</output5>\r
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- <Product>\r
- <output1>product(</output1>\r
- <output2>,</output2>\r
- <output3>=</output3>\r
- <output4>..</output4>\r
- <output5>)</output5>\r
- </Product>\r
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- <output3>=</output3>\r
- <output4>)</output4>\r
- </Limit>\r
- <Evaluate order="2,3,1">\r
- <output1>subs(</output1>\r
- <output2>=</output2>\r
- <output3>,</output3>\r
- <output4>)</output4>\r
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- <DefiniteIntegral>\r
- <output1>int(</output1>\r
- <output2>,</output2>\r
- <output3>=</output3>\r
- <output4>..</output4>\r
- <output5>)</output5>\r
- </DefiniteIntegral>\r
- \r
- \r
- \r
- <!-- Matrix --> \r
- <Matrix>\r
- <matrixStart>Matrix([</matrixStart>\r
- <rowStart>[</rowStart>\r
- <elementStart></elementStart>\r
- <elementEnd></elementEnd>\r
- <elementSeparator>,</elementSeparator>\r
- <rowEnd>]</rowEnd>\r
- <rowSeparator>,</rowSeparator>\r
- <matrixEnd>])</matrixEnd>\r
- </Matrix>\r
- \r
- \r
- \r
- <!-- Grouping --> \r
- <BracketsRnd>\r
- <output1>(</output1>\r
- <output2>)</output2>\r
- </BracketsRnd>\r
- <BracketsCurl>\r
- <output1>{</output1>\r
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- </BracketsCurl>\r
- <BracketsSq>\r
- <output1>[</output1>\r
- <output2>]</output2>\r
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- <Abs>\r
- <output1>abs(</output1>\r
- <output2>)</output2>\r
- </Abs>\r
- \r
- \r
- \r
- <!-- Symbols --> \r
- <Infinity>\r
- <output>infinity</output>\r
- </Infinity>\r
- \r
- <Γ>\r
- <output> Gamma </output>\r
- </Γ>\r
- <Δ>\r
- <output> Delta </output>\r
- </Δ>\r
- <Θ>\r
- <output> Theta </output>\r
- </Θ>\r
- <Λ>\r
- <output> Lamda </output>\r
- </Λ>\r
- <Ξ>\r
- <output> Xi </output>\r
- </Ξ>\r
- <Π>\r
- <output> PI </output>\r
- </Π>\r
- <Σ>\r
- <output> Sigma </output>\r
- </Σ>\r
- <Υ>\r
- <output> Upsilon </output>\r
- </Υ>\r
- <Φ>\r
- <output> Phi </output>\r
- </Φ>\r
- <Ψ>\r
- <output> Psi </output>\r
- </Ψ>\r
- <Ω>\r
- <output> Omega </output>\r
- </Ω>\r
- \r
- \r
- <α>\r
- <output> alpha </output>\r
- </α>\r
- <β>\r
- <output> beta </output>\r
- </β>\r
- <γ>\r
- <output> gamma </output>\r
- </γ>\r
- <δ>\r
- <output> delta </output>\r
- </δ>\r
- <ε>\r
- <output> epsilon </output>\r
- </ε>\r
- <ζ>\r
- <output> zeta </output>\r
- </ζ>\r
- <η>\r
- <output> eta </output>\r
- </η>\r
- <θ>\r
- <output> theta </output>\r
- </θ>\r
- <ι>\r
- <output> iota </output>\r
- </ι>\r
- <κ>\r
- <output> kappa </output>\r
- </κ>\r
- <λ>\r
- <output> lambda </output>\r
- </λ>\r
- <μ>\r
- <output> mu </output>\r
- </μ>\r
- <ν>\r
- <output> nu </output>\r
- </ν>\r
- <ξ>\r
- <output> xi </output>\r
- </ξ>\r
- <π>\r
- <output> Pi </output>\r
- </π>\r
- <ρ>\r
- <output> rho </output>\r
- </ρ>\r
- <σ>\r
- <output> sigma </output>\r
- </σ>\r
- <τ>\r
- <output> tau </output>\r
- </τ>\r
- <υ>\r
- <output> upsilon </output>\r
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- <φ>\r
- <output> phi </output>\r
- </φ>\r
- <χ>\r
- <output> chi </output>\r
- </χ>\r
- <ψ>\r
- <output> psi </output>\r
- </ψ> \r
- <ω>\r
- <output> omega </output>\r
- </ω>\r
- \r
-</Syntax>\r
+++ /dev/null
-<?xml version="1.0" encoding="UTF-8"?>\r
-\r
-<Syntax>\r
- <name AutoBrackets="false">MathML</name>\r
- \r
- <Initial> \r
- <output1><![CDATA[ <math xmlns="http://www.w3.org/1998/Math/MathML"> ]]></output1>\r
- <output2><![CDATA[</math>]]></output2>\r
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- <Text>\r
- <output1><![CDATA[<mtext>]]></output1>\r
- <output2><![CDATA[</mtext>]]></output2>\r
- </Text>\r
- <Variable>\r
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- <output2><![CDATA[</mi>]]></output2>\r
- </Variable>\r
- <RealNumber>\r
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- <output2><![CDATA[</mn>]]></output2>\r
- </RealNumber>\r
- \r
- \r
- \r
- <!-- Nary Operators -->\r
- <Add>\r
- <output><![CDATA[<mo> + </mo>]]></output> \r
- </Add>\r
- <Multiply>\r
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- <Equals>\r
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- <Intersection>\r
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- <Comma>\r
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- <Equiv>\r
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- \r
- \r
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- <output2></output2>\r
- </UMinus> \r
- <Factorial brackets="false">\r
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- </ArcSine>\r
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- </ArcCosine>\r
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- <output2></output2>\r
- </ArcSineH>\r
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- <output2></output2>\r
- </ArcCosineH>\r
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- \r
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- <!-- Binary Operators -->\r
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- <Divide brackets="false">\r
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- </SubsetEq> \r
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- </NSubset> \r
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- </NSubsetEq> \r
- <Power>\r
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- <output3><![CDATA[</mrow> </msup>]]></output3>\r
- </Power>\r
- <Subscript>\r
- <output1><![CDATA[<msub> <mrow>]]></output1>\r
- <output2><![CDATA[ </mrow> <mrow> ]]></output2>\r
- <output3><![CDATA[ </mrow> </msub>]]></output3>\r
- </Subscript> \r
- <NthRoot brackets="false">\r
- <output1><![CDATA[<mroot> <mrow>]]></output1>\r
- <output2><![CDATA[</mrow> <mrow>]]></output2>\r
- <output3><![CDATA[</mrow> </mroot>]]></output3>\r
- </NthRoot> \r
- <Function>\r
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- <output3><![CDATA[</mrow> </mfenced>]]></output3>\r
- </Function>\r
- \r
- \r
- <!-- Nary Functions -->\r
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- <output2><![CDATA[</mrow> <mo>ⅆ</mo> <mrow>]]></output2>\r
- <output3><![CDATA[</mrow> </mrow>]]></output3>\r
- </Integral>\r
- <Differential order="1,0">\r
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- <output2><![CDATA[</mrow> </mfrac> <mrow>]]></output2>\r
- <output3><![CDATA[</mrow> </mrow>]]></output3>\r
- </Differential>\r
- <PartialDifferential order="1,0">\r
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- <output2><![CDATA[</mrow> </mfrac> <mrow>]]></output2>\r
- <output3><![CDATA[</mrow> </mrow>]]></output3>\r
- </PartialDifferential>\r
- <Sum order="1,2,3,0">\r
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- <output2><![CDATA[ <mo> = </mo>]]></output2>\r
- <output3><![CDATA[</mrow> <mrow>]]></output3>\r
- <output4><![CDATA[</mrow> </munderover> <mrow>]]></output4>\r
- <output5><![CDATA[</mrow> </mrow>]]></output5>\r
- </Sum>\r
- <Product order="1,2,3,0">\r
- <output1><![CDATA[<mrow> <munderover> <mo>∏</mo> <mrow>]]></output1>\r
- <output2><![CDATA[<mo> = </mo>]]></output2>\r
- <output3><![CDATA[</mrow> <mrow>]]></output3>\r
- <output4><![CDATA[</mrow> </munderover> <mrow>]]></output4>\r
- <output5><![CDATA[</mrow> </mrow>]]></output5>\r
- </Product>\r
- <Limit order="1,2,0">\r
- <output1><![CDATA[<mrow> <munder> <mrow> <mi>lim</mi> </mrow> <mrow>]]></output1>\r
- <output2><![CDATA[ <mo>→</mo> ]]></output2>\r
- <output3><![CDATA[</mrow> </munder> <mrow>]]></output3>\r
- <output4><![CDATA[</mrow> </mrow>]]></output4>\r
- </Limit>\r
- <Evaluate>\r
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- <output2><![CDATA[<msub> <mrow> <mi>|</mi> </mrow> <mrow>]]></output2>\r
- <output3><![CDATA[ <mo> = </mo>]]></output3>\r
- <output4><![CDATA[ </mrow> </msub>]]></output4>\r
- </Evaluate>\r
- <DefiniteIntegral order="2,3,0,1">\r
- <output1><![CDATA[<mrow> <msubsup> <mo>∫</mo> <mrow>]]></output1>\r
- <output2><![CDATA[</mrow> <mrow>]]></output2>\r
- <output3><![CDATA[</mrow> </msubsup> <mrow>]]></output3>\r
- <output4><![CDATA[</mrow> <mo>ⅆ</mo> <mrow>]]></output4>\r
- <output5><![CDATA[</mrow> </mrow>]]></output5>\r
- </DefiniteIntegral>\r
- <LeftArrow>\r
- <output1></output1>\r
- <output2><![CDATA[ <mo> ← </mo>]]></output2>\r
- <output3></output3>\r
- </LeftArrow> \r
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- <output1></output1>\r
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- <ω>\r
- <output> <![CDATA[<mi> ω </mi>]]> </output>\r
- </ω>\r
-</Syntax>\r
+++ /dev/null
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-\r
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- </RealNumber>\r
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- \r
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- <!-- Matrix -->\r
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- <output2>)</output2>\r
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- \r
- \r
- \r
- <!-- Symbols -->\r
- <Infinity>\r
- <output>infinity</output>\r
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- \r
- <Γ>\r
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- <output> Delta </output>\r
- </Δ>\r
- <Θ>\r
- <output> Theta </output>\r
- </Θ>\r
- <Λ>\r
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- <Π>\r
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- <Σ>\r
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- <Υ>\r
- <output> Upsilon </output>\r
- </Υ>\r
- <Φ>\r
- <output> Phi </output>\r
- </Φ>\r
- <Ψ>\r
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- </Ψ>\r
- <Ω>\r
- <output> Omega </output>\r
- </Ω>\r
- \r
- \r
- <α>\r
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- <β>\r
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- <γ>\r
- <output> %gamma </output>\r
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- <δ>\r
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- <ε>\r
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- <ζ>\r
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- <η>\r
- <output> eta </output>\r
- </η>\r
- <θ>\r
- <output> theta </output>\r
- </θ>\r
- <ι>\r
- <output> iota </output>\r
- </ι>\r
- <κ>\r
- <output> kappa </output>\r
- </κ>\r
- <λ>\r
- <output> lambda </output>\r
- </λ>\r
- <μ>\r
- <output> mu </output>\r
- </μ>\r
- <ν>\r
- <output> nu </output>\r
- </ν>\r
- <ξ>\r
- <output> xi </output>\r
- </ξ>\r
- <π>\r
- <output> %pi </output>\r
- </π>\r
- <ρ>\r
- <output> rho </output>\r
- </ρ>\r
- <σ>\r
- <output> sigma </output>\r
- </σ>\r
- <τ>\r
- <output> tau </output>\r
- </τ>\r
- <υ>\r
- <output> upsilon </output>\r
- </υ>\r
- <φ>\r
- <output> phi </output>\r
- </φ>\r
- <χ>\r
- <output> chi </output>\r
- </χ>\r
- <ψ>\r
- <output> psi </output>\r
- </ψ> \r
- <ω>\r
- <output> omega </output>\r
- </ω>\r
- \r
-</Syntax>\r
+++ /dev/null
-<?xml version="1.0" encoding="UTF-8"?>\r
-\r
-<Syntax>\r
- <name AutoBrackets="false">MoodleTex</name>\r
- \r
- <Initial>\r
- <output1>$$</output1>\r
- <output2>$$</output2>\r
- </Initial>\r
- <Text>\r
- <output1></output1>\r
- <output2></output2>\r
- </Text>\r
- <Variable>\r
- <output1></output1>\r
- <output2></output2>\r
- </Variable>\r
- <RealNumber>\r
- <output1></output1>\r
- <output2></output2>\r
- </RealNumber>\r
- \r
- \r
- \r
- <!-- Nary Operators -->\r
- <Add>\r
- <output>+</output>\r
- </Add>\r
- <Multiply>\r
- <output> \cdot </output>\r
- </Multiply>\r
- <Multiply2>\r
- <output> \times </output>\r
- </Multiply2>\r
- <Equals>\r
- <output>=</output>\r
- </Equals>\r
- <Union>\r
- <output> \cup </output>\r
- </Union>\r
- <Intersection>\r
- <output> \cap </output>\r
- </Intersection>\r
- <Comma>\r
- <output>,</output>\r
- </Comma>\r
- <Equiv>\r
- <output> \equiv </output>\r
- </Equiv>\r
- \r
- \r
- \r
- <!-- Functions -->\r
- <UMinus>\r
- <output1>-</output1>\r
- <output2></output2>\r
- </UMinus>\r
- <Factorial brackets="false">\r
- <output1>{</output1>\r
- <output2>}!</output2>\r
- </Factorial>\r
- <NaturalLogarithm>\r
- <output1> \ln </output1>\r
- <output2></output2>\r
- </NaturalLogarithm>\r
- <Logarithm>\r
- <output1> \log </output1>\r
- <output2></output2>\r
- </Logarithm>\r
- <Sine>\r
- <output1> \sin </output1>\r
- <output2></output2>\r
- </Sine>\r
- <Cosine>\r
- <output1> \cos </output1>\r
- <output2></output2>\r
- </Cosine>\r
- <Tangent>\r
- <output1> \tan </output1>\r
- <output2></output2>\r
- </Tangent>\r
- <ArcSine>\r
- <output1> \sin^{-1} </output1>\r
- <output2></output2>\r
- </ArcSine>\r
- <ArcCosine>\r
- <output1> \cos^{-1} </output1>\r
- <output2></output2>\r
- </ArcCosine>\r
- <ArcTangent>\r
- <output1> \tan^{-1} </output1>\r
- <output2></output2>\r
- </ArcTangent>\r
- <SineH>\r
- <output1> \sinh </output1>\r
- <output2></output2>\r
- </SineH>\r
- <CosineH>\r
- <output1> \cosh </output1>\r
- <output2></output2>\r
- </CosineH>\r
- <TanH>\r
- <output1> \tanh </output1>\r
- <output2></output2>\r
- </TanH>\r
- <ArcSineH>\r
- <output1> \sinh^{-1} </output1>\r
- <output2></output2>\r
- </ArcSineH>\r
- <ArcCosineH>\r
- <output1> \cosh^{-1} </output1>\r
- <output2></output2>\r
- </ArcCosineH>\r
- <ArcTanH>\r
- <output1> \tanh^{-1} </output1>\r
- <output2></output2>\r
- </ArcTanH>\r
- <SquareRoot brackets="false">\r
- <output1> \sqrt{</output1>\r
- <output2>} </output2>\r
- </SquareRoot>\r
- <Exp brackets="false">\r
- <output1> e^{</output1>\r
- <output2>} </output2>\r
- </Exp>\r
- <Max>\r
- <output1>\max</output1>\r
- <output2></output2>\r
- </Max>\r
- <Min>\r
- <output1>\min</output1>\r
- <output2></output2>\r
- </Min>\r
- <Determinant>\r
- <output1>\det</output1>\r
- <output2></output2>\r
- </Determinant>\r
- <Trace>\r
- <output1>Tr</output1>\r
- <output2></output2>\r
- </Trace>\r
- \r
- \r
- \r
- <!-- Binary Operators -->\r
- <NotEqual>\r
- <output1></output1>\r
- <output2> \neq </output2>\r
- <output3></output3>\r
- </NotEqual>\r
- <PlusMinus>\r
- <output1></output1>\r
- <output2> \pm </output2>\r
- <output3></output3>\r
- </PlusMinus> \r
- <Assignment>\r
- <output1></output1>\r
- <output2>:=</output2>\r
- <output3></output3>\r
- </Assignment>\r
- <Subtract>\r
- <output1></output1>\r
- <output2>-</output2>\r
- <output3></output3>\r
- </Subtract>\r
- <Divide brackets="false">\r
- <output1> \frac{</output1>\r
- <output2>}{</output2>\r
- <output3>} </output3>\r
- </Divide>\r
- <Divide2> \r
- <output1></output1>\r
- <output2> \div </output2>\r
- <output3></output3>\r
- </Divide2>\r
- <LessThan>\r
- <output1></output1>\r
- <output2><![CDATA[<]]></output2>\r
- <output3></output3>\r
- </LessThan> \r
- <GreaterThan>\r
- <output1></output1>\r
- <output2>></output2>\r
- <output3></output3>\r
- </GreaterThan> \r
- <LTEQ>\r
- <output1></output1>\r
- <output2> \le </output2>\r
- <output3></output3>\r
- </LTEQ> \r
- <GTEQ>\r
- <output1></output1>\r
- <output2> \ge </output2>\r
- <output3></output3>\r
- </GTEQ> \r
- <Subset>\r
- <output1></output1>\r
- <output2> \subset </output2>\r
- <output3></output3>\r
- </Subset> \r
- <SubsetEq>\r
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- <output2> \subseteq </output2>\r
- <output3></output3>\r
- </SubsetEq> \r
- <NSubset>\r
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- <output2> \not\subset </output2>\r
- <output3></output3>\r
- </NSubset> \r
- <NSubsetEq>\r
- <output1></output1>\r
- <output2> \not\subseteq </output2>\r
- <output3></output3>\r
- </NSubsetEq> \r
- <Power>\r
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- <output2>^{</output2>\r
- <output3>}</output3>\r
- </Power>\r
- <Subscript>\r
- <output1></output1>\r
- <output2>_{</output2>\r
- <output3>}</output3>\r
- </Subscript> \r
- <NthRoot reverse="true" brackets="false">\r
- <output1> \sqrt[</output1>\r
- <output2>]{</output2>\r
- <output3>} </output3>\r
- </NthRoot> \r
- <Function>\r
- <output1></output1>\r
- <output2>\left(</output2>\r
- <output3>\right)</output3>\r
- </Function>\r
- <LeftArrow>\r
- <output1></output1>\r
- <output2> \leftarrow </output2>\r
- <output3></output3>\r
- </LeftArrow> \r
- <RightArrow>\r
- <output1></output1>\r
- <output2> \rightarrow </output2>\r
- <output3></output3>\r
- </RightArrow> \r
- <UpArrow>\r
- <output1></output1>\r
- <output2> \uparrow </output2>\r
- <output3></output3>\r
- </UpArrow> \r
- <DownArrow>\r
- <output1></output1>\r
- <output2> \downarrow </output2>\r
- <output3></output3>\r
- </DownArrow> \r
- <LeftDblArrow>\r
- <output1></output1>\r
- <output2> \Leftarrow </output2>\r
- <output3></output3>\r
- </LeftDblArrow> \r
- <RightDblArrow>\r
- <output1></output1>\r
- <output2> \Rightarrow </output2>\r
- <output3></output3>\r
- </RightDblArrow> \r
- <LeftRightArrow>\r
- <output1></output1>\r
- <output2> \leftrightarrow </output2>\r
- <output3></output3>\r
- </LeftRightArrow> \r
- <LeftRightDblArrow>\r
- <output1></output1>\r
- <output2> \Leftrightarrow </output2>\r
- <output3></output3>\r
- </LeftRightDblArrow> \r
- <NorthEastArrow>\r
- <output1></output1>\r
- <output2> \nearrow </output2>\r
- <output3></output3>\r
- </NorthEastArrow> \r
- <SouthEastArrow>\r
- <output1></output1>\r
- <output2> \searrow </output2>\r
- <output3></output3>\r
- </SouthEastArrow> \r
- <NorthWestArrow> \r
- <output1></output1>\r
- <output2> \nwarrow </output2>\r
- <output3></output3>\r
- </NorthWestArrow> \r
- <SouthWestArrow>\r
- <output1></output1>\r
- <output2> \swarrow </output2>\r
- <output3></output3>\r
- </SouthWestArrow> \r
- \r
- <Exists>\r
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- <output2> \exists </output2>\r
- <output3></output3>\r
- </Exists>\r
- <ForAll>\r
- <output1></output1>\r
- <output2> \forall </output2>\r
- <output3></output3>\r
- </ForAll>\r
- <IsIn> \r
- <output1></output1>\r
- <output2> \epsilon </output2>\r
- <output3></output3>\r
- </IsIn>\r
- <NotExists>\r
- <output1></output1>\r
- <output2> \not\exists </output2>\r
- <output3></output3>\r
- </NotExists>\r
- <NotIn>\r
- <output1></output1>\r
- <output2> \not\epsilon </output2>\r
- <output3></output3>\r
- </NotIn>\r
- <SimEq>\r
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- <output3></output3>\r
- </SimEq>\r
- <Or> \r
- <output1></output1>\r
- <output2> \vee </output2>\r
- <output3></output3>\r
- </Or>\r
- <And>\r
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- <output2> \wedge </output2>\r
- <output3></output3>\r
- </And>\r
- <Not>\r
- <output1></output1>\r
- <output2> \neg </output2>\r
- <output3></output3>\r
- </Not>\r
- \r
- \r
- <!-- Nary Functions -->\r
- <Integral>\r
- <output1> \int </output1>\r
- <output2>\,d</output2>\r
- <output3></output3>\r
