--- /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
+<html>\r
+<head>\r
+<title>DragMath - Version History</title>\r
+</head>\r
+<body>\r
+<span style=" color: #000099; font-size: x-large; font-family: Arial;"><strong>\r
+<p>\r
+DragMath - Version History\r
+</p>\r
+</strong></span>\r
+<span style=" font-size: small; font-family: Arial;"> \r
+<font size=3>\r
+<br>\r
+\r
+\r
+<b>DragMath 0.7.7 released 19/02/2009</b>\r
+<p>\r
+New Features:\r
+</p>\r
+<ol>\r
+<li>Turn implicit multiplication on/off</li>\r
+<li>Turn decimal numbers on/off</li>\r
+</ol>\r
+<br>\r
+\r
+<b>DragMath 0.7.6 released 03/11/2008</b>\r
+<p>\r
+Bugs fixed:\r
+</p>\r
+<ol>\r
+<li>Problem parsing equations containing decimal places</li>\r
+</ol>\r
+<br>\r
+\r
+\r
+<b>DragMath 0.7.5 released 26/10/2008</b>\r
+<p>\r
+Bugs fixed:\r
+</p>\r
+<ol>\r
+<li>Problem parsing 2(a-b) and similar equations</li>\r
+</ol>\r
+<br>\r
+\r
+<b>DragMath 0.7.4 released 20/10/2008</b>\r
+<p>\r
+New Features:\r
+</p>\r
+<ol>\r
+<li>Show/Hide Menu</li>\r
+<li>Show/Hide Toolbar</li>\r
+<li>Customise Toolbar</li>\r
+</ol>\r
+<br>\r
+\r
+<b>DragMath 0.7.3 released 31/07/2008</b>\r
+<p>\r
+Bugs fixed:\r
+</p>\r
+<ol>\r
+<li>Infinity not working</li>\r
+<li>Lambda not correct in output files</li>\r
+<li>Improvements to French language file</li>\r
+</ol>\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
+<b>DragMath 0.7.1 released 28/02/2008</b>\r
+<p>\r
+New Features:\r
+</p>\r
+<ol>\r
+<li>Export to image</li>\r
+</ol>\r
+New languages:\r
+</p>\r
+<ol>\r
+<li>Portuguese (Brazilian)</li>\r
+</ol>\r
+<br\r
+\r
+<b>DragMath 0.7.0 released 07/02/2008</b>\r
+<p>\r
+New Features:\r
+</p>\r
+<ol>\r
+<li>Arrows tab</li>\r
+<li>Additonal operators in operator tab</li>\r
+<li>Partial differential</li>\r
+</ol>\r
+New languages:\r
+</p>\r
+<ol>\r
+<li>Catalan</li>\r
+</ol>\r
+<br>\r
+\r
+<b>DragMath 0.6.3 released 10/01/2008</b>\r
+<p>\r
+New languages:\r
+</p>\r
+<ol>\r
+<li>German</li>\r
+<li>Dutch</li>\r
+</ol>\r
+<br>\r
+\r
+<b>DragMath 0.6.2 released 23/12/2007</b>\r
+<p>\r
+New languages:\r
+</p>\r
+<ol>\r
+<li>Russian</li>\r
+<li>French</li>\r
+</ol>\r
+Bugs fixed:\r
+<ol>\r
+<li>± sign not working</li>\r
+</ol>\r
+<br>\r
+\r
+<b>DragMath 0.6.1 released 18/12/2007</b>\r
+<p>\r
+New Features:\r
+</p>\r
+<ol>\r
+<li>Not Equal operator</li>\r
+</ol>\r
+New languages:\r
+<ol>\r
+<li>Polish</li>\r
+<li>Czech (completed)</li>\r
+</ol>\r
+<br>\r
+\r
+<b>DragMath 0.6.0 released 12/12/2007</b>\r
+<p>\r
+New Features:\r
+</p>\r
+<ol>\r
+<li>Multi-level Undo and Redo</li>\r
+<li>Plus-Minus operator</li>\r
+<li>Ability to select operator in workspace and replace with any other operator</li>\r
+<li>New menu bar - consisting of new features, Clear Workspace, Set language, Set export format, Load Documentation</li>\r
+<li>Additions to parser</li>\r
+</ol>\r
+\r
+New languages:\r
+<ol>\r
+<li>Spanish</li>\r
+<li>Swedish (In progress)</li>\r
+<li>Czech (In progress)</li>\r
+</ol>\r
+\r
+\r
+Bugs fixed:\r
+<ol>\r
+<li>Greek letters not parsed correctly</li>\r
+<li>Brackets being added causing applet to crash</li>\r
+<li>Multi-language support not working</li>\r
+</ol>\r
+<br>\r
+\r
+\r
+<b>DragMath 0.5.0 released 20/09/2007</b>\r
+<p>\r
+New Features:\r
+</p>\r
+<ol>\r
+<li>Support for Java Runtime Environment (JRE) 1.4 or higher</li>\r
+<li>Save/Load expressions to .drgm files</li>\r
+<li>Parameter to open applet with an expression</li>\r
+</ol>\r
+<br>\r
+\r
+\r
+</font>\r
+</span>\r
+</body>\r
+</html>
\ No newline at end of file
--- /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="italiano" fileName="it"></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> Lambda </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
+ <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
+ <output1></output1>\r
+ <output2> \subseteq </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> \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
+ <output3></output3>\r
+ </SimEq>\r
+ <Or> \r
+ <output1></output1>\r
+ <output2> \vee </output2>\r
+ <output3></output3>\r
+ </Or>\r
+ <And>\r
+ <output1></output1>\r
+ <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
+ <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>\to</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> \left( \begin{array}{ccc} </matrixStart>\r
+ <rowStart></rowStart>\r
+ <elementStart></elementStart>\r
+ <elementEnd></elementEnd>\r
+ <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
+ </Δ>\r
+ <Θ>\r
+ <output> \Theta </output>\r
+ </Θ>\r
+ <Λ>\r
+ <output> \Lambda </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="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
+ </Add>\r
+ <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
+ <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>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
+ <output3></output3>\r
+ </Assignment>\r
+ <Subtract>\r
+ <output1></output1>\r
+ <output2>-</output2>\r
+ <output3></output3>\r
+ </Subtract>\r
+ <Divide>\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>>=</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
+ <output2>↗</output2>\r
+ <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
+ </SouthWestArrow> \r
+ \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
+ </Or>\r
+ <And>\r
+ <output1></output1>\r
+ <output2>∧</output2>\r
+ <output3></output3>\r
+ </And>\r
+ <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
+ <output2>,</output2>\r
+ <output3>)</output3>\r
+ </Differential>\r
+ <PartialDifferential>\r
+ <output1>diff(</output1>\r
+ <output2>,</output2>\r
+ <output3>)</output3>\r
+ </PartialDifferential>\r
+ <Sum>\r
+ <output1>sum(</output1>\r
+ <output2>,</output2>\r
+ <output3>=</output3>\r
+ <output4>..</output4>\r
+ <output5>)</output5>\r
+ </Sum>\r
+ <Product>\r
+ <output1>product(</output1>\r
+ <output2>,</output2>\r
+ <output3>=</output3>\r
+ <output4>..</output4>\r
+ <output5>)</output5>\r
+ </Product>\r
+ <Limit>\r
+ <output1>limit(</output1>\r
+ <output2>,</output2>\r
+ <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
+ </Evaluate>\r
+ <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
+ <output2>}</output2>\r
+ </BracketsCurl>\r
+ <BracketsSq>\r
+ <output1>[</output1>\r
+ <output2>]</output2>\r
+ </BracketsSq>\r
+ <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
+ \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> Lambda </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">MathML</name>\r
+ \r
+ <Initial> \r
+ <output1><![CDATA[ <math xmlns="http://www.w3.org/1998/Math/MathML"> ]]></output1>\r
+ <output2><![CDATA[</math>]]></output2>\r
+ </Initial>\r
+ <Text>\r
+ <output1><![CDATA[<mtext>]]></output1>\r
+ <output2><![CDATA[</mtext>]]></output2>\r
+ </Text>\r
+ <Variable>\r
+ <output1><![CDATA[<mi>]]></output1>\r
+ <output2><![CDATA[</mi>]]></output2>\r
+ </Variable>\r
+ <RealNumber>\r
+ <output1><![CDATA[<mn>]]></output1>\r
+ <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
+ <output><![CDATA[<mo> ⋅ </mo>]]></output>\r
+ </Multiply> \r
+ <Multiply2>\r
+ <output><![CDATA[<mo> × </mo>]]></output>\r
+ </Multiply2>\r
+ <Equals>\r
+ <output><![CDATA[<mo> = </mo>]]></output>\r
+ </Equals>\r
+ <Union>\r
+ <output><![CDATA[<mo> ⋃ </mo>]]></output>\r
+ </Union>\r
+ <Intersection>\r
+ <output><![CDATA[<mo> ⋂ </mo>]]></output>\r
+ </Intersection>\r
+ <Comma>\r
+ <output><![CDATA[<mo> , </mo>]]></output>\r
+ </Comma>\r
+ <Equiv>\r
+ <output><![CDATA[ <mo> ≡ </mo>]]></output>\r
+ </Equiv>\r
+ \r
+ \r
+ \r
+ <!-- Functions -->\r
+ <UMinus>\r
+ <output1><![CDATA[<mo> − </mo]]></output1>\r
+ <output2></output2>\r
+ </UMinus> \r
+ <Factorial brackets="false">\r
+ <output1><![CDATA[<mrow>]]></output1>\r
+ <output2><![CDATA[<mo>!</mo></mrow>]]></output2>\r
+ </Factorial>\r
+ <NaturalLogarithm>\r
+ <output1><![CDATA[<mi> ln </mi>]]></output1>\r
+ <output2></output2>\r
+ </NaturalLogarithm>\r
+ <Logarithm>\r
+ <output1><![CDATA[<mi> log </mi>]]></output1>\r
+ <output2></output2>\r
+ </Logarithm>\r
+ <Sine>\r
+ <output1><![CDATA[<mi> sin </mi>]]></output1>\r
+ <output2></output2>\r
+ </Sine>\r
+ <Cosine>\r
+ <output1><![CDATA[<mi> cos </mi>]]></output1>\r
+ <output2></output2>\r
+ </Cosine>\r
+ <Tangent>\r
+ <output1><![CDATA[<mi> tan </mi>]]></output1>\r
+ <output2></output2>\r
+ </Tangent>\r
+ <ArcSine>\r
+ <output1><![CDATA[ <msup> <mrow><mi>sin</mi></mrow><mrow><mn>-1</mn></mrow></msup> ]]></output1>\r
+ <output2></output2>\r
+ </ArcSine>\r
+ <ArcCosine>\r
+ <output1><![CDATA[ <msup> <mrow><mi>cos</mi></mrow><mrow><mn>-1</mn></mrow></msup> ]]></output1>\r
+ <output2></output2>\r
+ </ArcCosine>\r
+ <ArcTangent>\r
+ <output1><![CDATA[ <msup> <mrow><mi>tan</mi></mrow><mrow><mn>-1</mn></mrow></msup> ]]></output1>\r
+ <output2></output2>\r
+ </ArcTangent>\r
+ <SineH>\r
+ <output1><![CDATA[<mi> sinh </mi>]]></output1>\r
+ <output2></output2>\r
+ </SineH>\r
+ <CosineH>\r
+ <output1><![CDATA[<mi> cosh </mi>]]></output1>\r
+ <output2></output2>\r
+ </CosineH>\r
+ <TanH>\r
+ <output1><![CDATA[<mi> tanh </mi>]]></output1>\r
+ <output2></output2>\r
+ </TanH>\r
+ <ArcSineH>\r
+ <output1><![CDATA[ <msup> <mrow><mi>sinh</mi></mrow><mrow><mn>-1</mn></mrow></msup> ]]></output1>\r
+ <output2></output2>\r
+ </ArcSineH>\r
+ <ArcCosineH>\r
+ <output1><![CDATA[ <msup> <mrow><mi>cosh</mi></mrow><mrow><mn>-1</mn></mrow></msup> ]]></output1>\r
+ <output2></output2>\r
+ </ArcCosineH>\r
+ <ArcTanH>\r
+ <output1><![CDATA[ <msup> <mrow><mi>tanh</mi></mrow><mrow><mn>-1</mn></mrow></msup> ]]></output1>\r
+ <output2></output2>\r
+ </ArcTanH>\r
+ <SquareRoot brackets="false">\r
+ <output1><![CDATA[<msqrt> <mrow>]]></output1>\r
+ <output2><![CDATA[</mrow> </msqrt>]]></output2>\r
+ </SquareRoot>\r
+ <Exp brackets="false">\r
+ <output1><![CDATA[ <msup> <mrow><mtext>e</mtext></mrow> <mrow>]]></output1>\r
+ <output2><![CDATA[</mrow> </msup>]]></output2>\r
+ </Exp>\r
+ <Max>\r
+ <output1><![CDATA[<mi> max </mi>]]></output1>\r
+ <output2></output2>\r
+ </Max>\r
+ <Min>\r
+ <output1><![CDATA[<mi> min </mi>]]></output1>\r
+ <output2></output2>\r
+ </Min>\r
+ <Determinant>\r
+ <output1><![CDATA[<mi> det </mi>]]></output1>\r
+ <output2></output2>\r
+ </Determinant>\r
+ <Trace>\r
+ <output1><![CDATA[<mi> trace </mi>]]></output1>\r
+ <output2></output2>\r
+ </Trace>\r
+ \r
+ \r
+ \r
+ <!-- Binary Operators -->\r
+ <NotEqual>\r
+ <output1></output1>\r
+ <output2><![CDATA[<mo> ≠ </mo>]]></output2>\r
+ <output3></output3>\r
+ </NotEqual>\r
+ <PlusMinus>\r
+ <output1></output1>\r
+ <output2><![CDATA[<mo> ± </mo>]]></output2>\r
+ <output3></output3>\r
+ </PlusMinus>\r
+ <Assignment>\r
+ <output1></output1>\r
+ <output2><![CDATA[<mo> ≔ </mo>]]></output2>\r
+ <output3></output3>\r
+ </Assignment>\r
+ <Subtract>\r
+ <output1></output1>\r
+ <output2><![CDATA[<mo> − </mo>]]></output2>\r
+ <output3></output3>\r
+ </Subtract>\r
+ <Divide brackets="false">\r
+ <output1><![CDATA[<mfrac> <mrow>]]></output1>\r
+ <output2><![CDATA[</mrow> <mrow>]]></output2>\r
+ <output3><![CDATA[</mrow> </mfrac>]]></output3>\r
+ </Divide>\r
+ <Divide2> \r
+ <output1></output1>\r
+ <output2><![CDATA[<mo> ÷ </mo>]]></output2>\r
+ <output3></output3>\r
+ </Divide2>\r
+ <LessThan>\r
+ <output1></output1>\r
+ <output2><![CDATA[<mo> < </mo>]]></output2>\r
+ <output3></output3>\r
+ </LessThan> \r
+ <GreaterThan>\r
+ <output1></output1>\r
+ <output2><![CDATA[<mo> > </mo>]]></output2>\r
+ <output3></output3>\r
+ </GreaterThan> \r
+ <LTEQ>\r
+ <output1></output1>\r
+ <output2><![CDATA[<mo> ≤ </mo>]]></output2>\r
+ <output3></output3>\r
+ </LTEQ> \r
+ <GTEQ>\r
+ <output1></output1>\r
+ <output2><![CDATA[<mo> ≥ </mo>]]></output2>\r
+ <output3></output3>\r
+ </GTEQ> \r
+ <Subset>\r
+ <output1></output1>\r
+ <output2><![CDATA[<mo> ⊂ </mo>]]></output2>\r
+ <output3></output3>\r
+ </Subset> \r
+ <SubsetEq>\r
+ <output1></output1>\r
+ <output2><![CDATA[<mo> ⊆ </mo>]]></output2>\r
+ <output3></output3>\r
+ </SubsetEq> \r
+ <NSubset>\r
+ <output1></output1>\r
+ <output2><![CDATA[<mo> ⊄ </mo> ]]></output2>\r
+ <output3></output3>\r
+ </NSubset> \r
+ <NSubsetEq>\r
+ <output1></output1>\r
+ <output2><![CDATA[<mo> ⊈ </mo>]]></output2>\r
+ <output3></output3>\r
+ </NSubsetEq> \r
+ <Power>\r
+ <output1><![CDATA[<msup> <mrow>]]></output1>\r
+ <output2><![CDATA[</mrow> <mrow>]]></output2>\r
+ <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
+ <output1><![CDATA[<mrow>]]></output1>\r
+ <output2><![CDATA[</mrow> <mfenced> <mrow>]]></output2>\r
+ <output3><![CDATA[</mrow> </mfenced>]]></output3>\r
+ </Function>\r
+ \r
+ \r
+ <!-- Nary Functions -->\r
+ <Integral>\r
+ <output1><![CDATA[<mrow><mo>∫</mo> <mrow>]]></output1>\r
+ <output2><![CDATA[</mrow> <mo>ⅆ</mo> <mrow>]]></output2>\r
+ <output3><![CDATA[</mrow> </mrow>]]></output3>\r
+ </Integral>\r
+ <Differential order="1,0">\r
+ <output1><![CDATA[<mrow> <mfrac> <mrow><mo>ⅆ</mo></mrow> <mrow><mo>ⅆ</mo>]]></output1>\r
+ <output2><![CDATA[</mrow> </mfrac> <mrow>]]></output2>\r
+ <output3><![CDATA[</mrow> </mrow>]]></output3>\r
+ </Differential>\r
+ <PartialDifferential order="1,0">\r
+ <output1><![CDATA[<mrow> <mfrac> <mrow><mo>∂</mo></mrow> <mrow><mo>∂</mo>]]></output1>\r
+ <output2><![CDATA[</mrow> </mfrac> <mrow>]]></output2>\r
+ <output3><![CDATA[</mrow> </mrow>]]></output3>\r
+ </PartialDifferential>\r
+ <Sum 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
+ </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
+ <output1></output1>\r
+ <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
+ <RightArrow>\r
+ <output1></output1>\r
+ <output2><![CDATA[ <mo> → </mo>]]></output2>\r
+ <output3></output3>\r
+ </RightArrow> \r
+ <UpArrow>\r
+ <output1></output1>\r
+ <output2><![CDATA[ <mo> ↑ </mo>]]></output2>\r
+ <output3></output3>\r
+ </UpArrow> \r
+ <DownArrow>\r
+ <output1></output1>\r
+ <output2><![CDATA[ <mo> ↓ </mo>]]></output2>\r
+ <output3></output3>\r
+ </DownArrow> \r
+ <LeftDblArrow>\r
+ <output1></output1>\r
+ <output2><![CDATA[ <mo> ⇐ </mo>]]></output2>\r
+ <output3></output3>\r
+ </LeftDblArrow> \r
+ <RightDblArrow>\r
+ <output1></output1>\r
+ <output2><![CDATA[ <mo> ⇒ </mo>]]></output2>\r
+ <output3></output3>\r
+ </RightDblArrow> \r
+ <LeftRightArrow>\r
+ <output1></output1>\r
+ <output2><![CDATA[ <mo> ↔ </mo>]]></output2>\r
+ <output3></output3>\r
+ </LeftRightArrow> \r
+ <LeftRightDblArrow>\r
+ <output1></output1>\r
+ <output2><![CDATA[ <mo> ⇔ </mo>]]></output2>\r
+ <output3></output3>\r
+ </LeftRightDblArrow> \r
+ <NorthEastArrow>\r
+ <output1></output1>\r
+ <output2><![CDATA[ <mo> ↗ </mo>]]></output2>\r
+ <output3></output3>\r
+ </NorthEastArrow> \r
+ <SouthEastArrow>\r
+ <output1></output1>\r
+ <output2><![CDATA[ <mo> ↘ </mo>]]></output2>\r
+ <output3></output3>\r
+ </SouthEastArrow> \r
+ <NorthWestArrow> \r
+ <output1></output1>\r
+ <output2><![CDATA[ <mo> ↖ </mo>]]></output2>\r
+ <output3></output3>\r
+ </NorthWestArrow> \r
+ <SouthWestArrow>\r
+ <output1></output1>\r
+ <output2><![CDATA[ <mo> ↙ </mo>]]></output2>\r
+ <output3></output3>\r
+ </SouthWestArrow> \r
+ \r
+ <Exists>\r
+ <output1></output1>\r
+ <output2><![CDATA[ <mo> ∃ </mo>]]></output2>\r
+ <output3></output3>\r
+ </Exists>\r
+ <ForAll>\r
+ <output1></output1>\r
+ <output2><![CDATA[ <mo> ∀ </mo>]]></output2>\r
+ <output3></output3>\r
+ </ForAll>\r
+ <IsIn> \r
+ <output1></output1>\r
+ <output2><![CDATA[ <mo> ∈ </mo>]]></output2>\r
+ <output3></output3>\r
+ </IsIn>\r
+ <NotExists>\r
+ <output1></output1>\r
+ <output2><![CDATA[ <mo> ∄ </mo>]]></output2>\r
+ <output3></output3>\r
+ </NotExists>\r
+ <NotIn>\r
+ <output1></output1>\r
+ <output2><![CDATA[ <mo> ∉ </mo>]]></output2>\r
+ <output3></output3>\r
+ </NotIn>\r
+ <SimEq>\r
+ <output1></output1>\r
+ <output2><![CDATA[ <mo> ≃ </mo>]]></output2>\r
+ <output3></output3>\r
+ </SimEq>\r
+ <Or> \r
+ <output1></output1>\r
+ <output2><![CDATA[ <mo> ∨ </mo>]]></output2>\r
+ <output3></output3>\r
+ </Or>\r
+ <And>\r
+ <output1></output1>\r
+ <output2><![CDATA[ <mo> ∧ </mo>]]></output2>\r
+ <output3></output3>\r
+ </And>\r
+ <Not>\r
+ <output1></output1>\r
+ <output2><![CDATA[ <mo> ¬ </mo>]]></output2>\r
+ <output3></output3>\r
+ </Not>\r
+ \r
+ \r
+ \r
+ <!-- Grouping -->\r
+ <BracketsRnd>\r
+ <output1><![CDATA[<mfenced> <mrow>]]></output1>\r
+ <output2><![CDATA[</mrow> </mfenced>]]></output2>\r
+ </BracketsRnd>\r
+ <BracketsCurl>\r
+ <output1><![CDATA[<mfenced open="{" close="}"><mrow>]]></output1>\r
+ <output2><![CDATA[</mrow></mfenced>]]></output2>\r
+ </BracketsCurl>\r
+ <BracketsSq>\r
+ <output1><![CDATA[<mfenced open="[" close="]"><mrow>]]></output1>\r
+ <output2><![CDATA[</mrow></mfenced>]]></output2>\r
+ </BracketsSq>\r
+ <Abs>\r
+ <output1><![CDATA[<mfenced open="|" close="|"><mrow>]]></output1>\r
+ <output2><![CDATA[</mrow></mfenced>]]></output2>\r
+ </Abs>\r
+ \r
+ \r
+ \r
+ <!-- Matrix -->\r
+ <Matrix>\r
+ <matrixStart><![CDATA[<mfenced open="[" close="]"><mtable>]]></matrixStart>\r
+ <rowStart><![CDATA[<mtr>]]></rowStart>\r
+ <elementStart><![CDATA[<mtd>]]></elementStart>\r
+ <elementEnd><![CDATA[</mtd>]]></elementEnd>\r
+ <elementSeparator></elementSeparator>\r
+ <rowEnd><![CDATA[</mtr>]]></rowEnd>\r
+ <rowSeparator></rowSeparator>\r
+ <matrixEnd><![CDATA[</mtable></mfenced>]]></matrixEnd>\r
+ </Matrix>\r
+ \r
+ \r
+ \r
+ <!-- Symbols -->\r
+ <Infinity>\r
+ <output><![CDATA[<mi> ∞ </mi>]]></output>\r
+ </Infinity>\r
+\r
+ \r
+ <Γ>\r
+ <output> <![CDATA[<mi> Γ </mi>]]> </output>\r
+ </Γ>\r
+ <Δ>\r
+ <output> <![CDATA[<mi> Δ </mi>]]> </output>\r
+ </Δ>\r
+ <Θ>\r
+ <output> <![CDATA[<mi> Θ </mi>]]> </output>\r
+ </Θ>\r
+ <Λ>\r
+ <output> <![CDATA[<mi> Λ </mi>]]> </output>\r
+ </Λ>\r
+ <Ξ>\r
+ <output> <![CDATA[<mi> Ξ </mi>]]> </output>\r
+ </Ξ>\r
+ <Π>\r
+ <output> <![CDATA[<mi> Π </mi>]]> </output>\r
+ </Π>\r
+ <Σ>\r
+ <output> <![CDATA[<mi> Σ </mi>]]> </output>\r
+ </Σ>\r
+ <Υ>\r
+ <output> <![CDATA[<mi> Υ </mi>]]> </output>\r
+ </Υ>\r
+ <Φ>\r
+ <output> <![CDATA[<mi> Φ </mi>]]> </output>\r
+ </Φ>\r
+ <Ψ>\r
+ <output> <![CDATA[<mi> Ψ </mi>]]> </output>\r
+ </Ψ>\r
+ <Ω>\r
+ <output> <![CDATA[<mi> Ω </mi>]]> </output>\r
+ </Ω>\r
+ \r
+ \r
+ <α>\r
+ <output> <![CDATA[<mi> α </mi>]]> </output>\r
+ </α>\r
+ <β>\r
+ <output> <![CDATA[<mi> β </mi>]]> </output>\r
+ </β>\r
+ <γ>\r
+ <output> <![CDATA[<mi> γ </mi>]]> </output>\r
+ </γ>\r
+ <δ>\r
+ <output> <![CDATA[<mi> δ </mi>]]> </output>\r
+ </δ>\r
+ <ε>\r
+ <output> <![CDATA[<mi> ε </mi>]]> </output>\r
+ </ε>\r
+ <ζ>\r
+ <output> <![CDATA[<mi> ζ </mi>]]> </output>\r
+ </ζ>\r
+ <η>\r
+ <output> <![CDATA[<mi> η </mi>]]> </output>\r
+ </η>\r
+ <θ>\r
+ <output> <![CDATA[<mi> θ </mi>]]> </output>\r
+ </θ>\r
+ <ι>\r
+ <output> <![CDATA[<mi> ι </mi>]]> </output>\r
+ </ι>\r
+ <κ>\r
+ <output> <![CDATA[<mi> κ </mi>]]> </output>\r
+ </κ>\r
+ <λ>\r
+ <output> <![CDATA[<mi> λ </mi>]]> </output>\r
+ </λ>\r
+ <μ>\r
+ <output> <![CDATA[<mi> μ </mi>]]> </output>\r
+ </μ>\r
+ <ν>\r
+ <output> <![CDATA[<mi> ν </mi>]]> </output>\r
+ </ν>\r
+ <ξ>\r
+ <output> <![CDATA[<mi> ξ </mi>]]> </output>\r
+ </ξ>\r
+ <π>\r
+ <output> <![CDATA[<mi> π </mi>]]> </output>\r
+ </π>\r
+ <ρ>\r
+ <output> <![CDATA[<mi> ρ </mi>]]> </output>\r
+ </ρ>\r
+ <σ>\r
+ <output> <![CDATA[<mi> σ </mi>]]> </output>\r
+ </σ>\r
+ <τ>\r
+ <output> <![CDATA[<mi> τ </mi>]]> </output>\r
+ </τ>\r
+ <υ>\r
+ <output> <![CDATA[<mi> υ </mi>]]> </output>\r
+ </υ>\r
+ <φ>\r
+ <output> <![CDATA[<mi> φ </mi>]]> </output>\r
+ </φ>\r
+ <χ>\r
+ <output> <![CDATA[<mi> χ </mi>]]> </output>\r
+ </χ>\r
+ <ψ>\r
+ <output> <![CDATA[<mi> ψ </mi>]]> </output>\r
+ </ψ> \r
+ <ω>\r
+ <output> <![CDATA[<mi> ω </mi>]]> </output>\r
+ </ω>\r
+</Syntax>\r
--- /dev/null
+<?xml version="1.0" encoding="UTF-8"?>\r
+\r
+<Syntax>\r
+ <name AutoBrackets="true">Maxima</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>*</output>\r
+ </Multiply>\r
+ <Multiply2>\r
+ <output>*</output>\r
+ </Multiply2>\r
+ <Equals>\r
+ <output>=</output>\r
+ </Equals>\r
+ <Union>\r
+ <initial>union(</initial>\r
+ <output>,</output>\r
+ <final>)</final>\r
+ </Union>\r
+ <Intersection>\r
+ <initial>intersection(</initial>\r
+ <output>,</output>\r
+ <final>)</final>\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>log</output1>\r
+ <output2></output2>\r
+ </NaturalLogarithm>\r
+ <Logarithm>\r
+ <output1>log10</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>asin</output1>\r
+ <output2></output2>\r
+ </ArcSine>\r
+ <ArcCosine>\r
+ <output1>acos</output1>\r
+ <output2></output2>\r
+ </ArcCosine>\r
+ <ArcTangent>\r
+ <output1>atan</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>asinh</output1>\r
+ <output2></output2>\r
+ </ArcSineH>\r
+ <ArcCosineH>\r
+ <output1>acosh</output1>\r
+ <output2></output2>\r
+ </ArcCosineH>\r
+ <ArcTanH>\r
+ <output1>atanh</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
+ <output3></output3>\r
+ </Assignment>\r
+ <Subtract>\r
+ <output1></output1>\r
+ <output2>-</output2>\r
+ <output3></output3>\r
+ </Subtract>\r
+ <Divide>\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>>=</output2>\r
+ <output3></output3>\r
+ </GTEQ> \r
+ <Subset>\r
+ <output1>subsetp(</output1>\r
+ <output2>,</output2>\r
+ <output3>)</output3>\r
+ </Subset> \r
+ <SubsetEq>\r
+ <output1>subsetp(</output1>\r
+ <output2>,</output2>\r
+ <output3>)</output3>\r
+ </SubsetEq> \r
+ <NSubset>\r
+ <output1>not(subsetp(</output1>\r
+ <output2>,</output2>\r
+ <output3>))</output3>\r
+ </NSubset> \r
+ <NSubsetEq>\r
+ <output1>not(subsetp(</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>(</output1>\r
+ <output2>)^(1/(</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
+ <output2>↗</output2>\r
+ <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
+ </SouthWestArrow> \r
+ \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
+ </Or>\r
+ <And>\r
+ <output1></output1>\r
+ <output2>∧</output2>\r
+ <output3></output3>\r
+ </And>\r
+ <Not>\r
+ <output1></output1>\r
+ <output2>¬</output2>\r
+ <output3></output3>\r
+ </Not>\r
+ \r
+ \r
+ <!-- Nary Functions -->\r
+ <Integral>\r
+ <output1> integrate(</output1>\r
+ <output2>,</output2>\r
+ <output3>)</output3>\r
+ </Integral>\r
+ <Differential>\r
+ <output1>diff(</output1>\r
+ <output2>,</output2>\r
+ <output3>)</output3>\r
+ </Differential>\r
+ <PartialDifferential>\r
+ <output1>diff(</output1>\r
+ <output2>,</output2>\r
+ <output3>)</output3>\r
+ </PartialDifferential>\r
+ <Sum>\r
+ <output1>sum(</output1>\r
+ <output2>,</output2>\r
+ <output3>,</output3>\r
+ <output4>,</output4>\r
+ <output5>);</output5>\r
+ </Sum>\r
+ <Product>\r
+ <output1>product(</output1>\r
+ <output2>,</output2>\r
+ <output3>,</output3>\r
+ <output4>,</output4>\r
+ <output5>);</output5>\r
+ </Product>\r
+ <Limit>\r
+ <output1>limit(</output1>\r
+ <output2>,</output2>\r
+ <output3>=</output3>\r
+ <output4>);</output4>\r
+ </Limit>\r
+ <Evaluate order="1,2,0">\r
+ <output1>subst(</output1>\r
+ <output2>=</output2>\r
+ <output3>,</output3>\r
+ <output4>)</output4>\r
+ </Evaluate>\r
+ <DefiniteIntegral>\r
+ <output1>integrate(</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
+ <output2>}</output2>\r
+ </BracketsCurl>\r
+ <BracketsSq>\r
+ <output1>[</output1>\r
+ <output2>]</output2>\r
+ </BracketsSq>\r
+ <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> Lambda </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">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
+ <output1></output1>\r
+ <output2> \subseteq </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> \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
+ <output3></output3>\r
+ </SimEq>\r
+ <Or> \r
+ <output1></output1>\r
+ <output2> \vee </output2>\r
+ <output3></output3>\r
+ </Or>\r
+ <And>\r
+ <output1></output1>\r
+ <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
+ <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>\to</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> \left( \begin{array}{ccc} </matrixStart>\r
+ <rowStart></rowStart>\r
+ <elementStart></elementStart>\r
+ <elementEnd></elementEnd>\r
+ <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
+ </Δ>\r
+ <Θ>\r
+ <output> \Theta </output>\r
+ </Θ>\r
+ <Λ>\r
+ <output> \Lambda </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">Tex</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
+ <output1></output1>\r
+ <output2> \subseteq </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> \of {</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
+ <output3></output3>\r
+ </SimEq>\r
+ <Or> \r
+ <output1></output1>\r
+ <output2> \vee </output2>\r
+ <output3></output3>\r
+ </Or>\r
+ <And>\r
+ <output1></output1>\r
+ <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
+ <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>\to</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> \pmatrix{</matrixStart>\r
+ <rowStart></rowStart>\r
+ <elementStart></elementStart>\r
+ <elementEnd></elementEnd>\r
+ <elementSeparator><![CDATA[ & ]]></elementSeparator>\r
+ <rowEnd></rowEnd>\r
+ <rowSeparator>\cr</rowSeparator>\r
+ <matrixEnd>} </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
+ </Δ>\r
+ <Θ>\r
+ <output> \Theta </output>\r
+ </Θ>\r
+ <Λ>\r
+ <output> \Lambda </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"?>
+
+<!--
+ Document : ca.xml
+ Created on : 17 December 2007, 15:13
+ Author : Joan Queralt i Gil i Daniel Ureña Zafra
+ Description:
+ Versió catalana de la interfície de DragMath. Es pot, per tant millorar.
+-->
+
+<Language>
+
+ <!-- Error Messages -->
+ <ReadingFile>Error llegint el fitxer: Comproveu-ne la validesa</ReadingFile>
+ <ReadingFile2>Error carregant el fitxer amb format: </ReadingFile2>
+ <LoadingExp>Error carregant l'expressió desada</LoadingExp>
+ <SavingExp>Error desant l'expressió</SavingExp>
+ <Cut>No es pot retallar la selecció: </Cut>
+ <Copy>No es pot copiar la selecció: </Copy>
+ <Tree>No es pot mostrar l'arbre: </Tree>
+ <Action>No s'ha pogut completar l'acció: </Action>
+ <AddMatrix>No es pot afegir la Matriu a aquesta posició</AddMatrix>
+ <Operator>Manca un operador en aquesta posició</Operator>
+ <Argument>Manca un argument o operador en aquesta posició</Argument>
+ <Image>Error: Cannot export to image. Check internet connection and access to http://www.mathtran.org</Image>
+
+ <!-- Status Bar Messages -->
+ <ParseExp>L'expressió no pot ser analitzada</ParseExp>
+ <LoadExpression>DragMath - Escull una expressió per ser carregada</LoadExpression>
+ <SaveExpression>DragMath - Escull un lloc on desar l'expressió</SaveExpression>
+ <EnterRows>Introduïu el nombre de files de la matriu</EnterRows>
+ <EnterColumns>Introduïu el nombre de columnes de la matriu</EnterColumns>
+ <MatrixDim>Dimensions de la matriu</MatrixDim>
+ <NoCut>No hi ha res seleccionat per retallar</NoCut>
+ <NoPaste>No hi ha res per enganxar</NoPaste>
+ <NoBox>No hi ha cap quadre seleccionat per enganxar-hi</NoBox>
+ <NoCopy>No hi ha res seleccionat per copiar</NoCopy>
+ <Copied>Copiat</Copied>
+ <ReadingData>S'ha produït un error al llegir les dades de sortida</ReadingData>
+ <Clipboard>S'ha copiat l'expressió al porta-retalls</Clipboard>
+ <NoExpression>No hi ha cap expressió per convertir</NoExpression>
+ <NoFormat>Encara no s'ha carregat un fitxer amb format</NoFormat>
+ <ImageSize>Choose the image size 1-10 (Smallest-Largest)</ImageSize>
+
+ <!-- Tooltips for buttons -->
+ <Multiply>Multiplica</Multiply>
+ <Divide>Divideix</Divide>
+ <Add>Suma</Add>
+ <Subtract>Resta</Subtract>
+ <Comma>Coma</Comma>
+ <PlusMinus>Més-menys</PlusMinus>
+ <NotEqual>No es igual</NotEqual>
+ <SquareRoot>Arrel Quadrada</SquareRoot>
+ <NthRoot>Arrel n-éssima</NthRoot>
+ <Power>Superíndex</Power>
+ <Subscript>Subíndex</Subscript>
+ <Matrix>Matriu</Matrix>
+ <Integral>Integral</Integral>
+ <Differential>Diferencial</Differential>
+ <LessThan>Menor que</LessThan>
+ <GreaterThan>Major que</GreaterThan>
+ <LTEQ>Menor o igual que</LTEQ>
+ <GTEQ>Major o igual que</GTEQ>
+ <Equals>Igual</Equals>
+ <Union>Unió</Union>
+ <Intersection>Intersecció</Intersection>
+ <Subset>Subconjunt</Subset>
+ <SubsetEq>Subconjunt o igual que</SubsetEq>
+ <NSubset>No inclòs</NSubset>
+ <NSubsetEq>No inclòs o igual que</NSubsetEq>
+ <Sine>Sinus</Sine>
+ <Cosine>Cosinus</Cosine>
+ <Tangent>Tangent</Tangent>
+ <ArcSine>Arcsinus</ArcSine>
+ <ArcCosine>Arccosinus</ArcCosine>
+ <ArcTangent>Arctangent</ArcTangent>
+ <SineH>Sinus hiperbòlic</SineH>
+ <CosineH>Cosinus hiperbòlic</CosineH>
+ <TanH>Tangent hiperbòlica</TanH>
+ <ArcSineH>Invers del sinus hiperbòlic</ArcSineH>
+ <ArcCosineH>Invers del cosinus hiperbòlic</ArcCosineH>
+ <ArcTanH>Invers de la tangent hiperbòlica</ArcTanH>
+ <Logarithm>Logaritme</Logarithm>
+ <NaturalLogarithm>Logaritme neperià</NaturalLogarithm>
+ <Exp>Exponencial</Exp>
+ <UMinus>Menys</UMinus>
+ <BracketsRnd>Parèntesis</BracketsRnd>
+ <BracketsCurl>Claus</BracketsCurl>
+ <BracketsSq>Claudàtors</BracketsSq>
+ <Abs>Valor absolut</Abs>
+ <Infinity>Infinit</Infinity>
+ <GreekLetter>Lletra grega</GreekLetter>
+ <Factorial>Factorial</Factorial>
+ <Max>Màxim del conjunt</Max>
+ <Min>Mínim del conjunt</Min>
+ <Assignment>Assignació</Assignment>
+ <Function>Funció general</Function>
+ <Determinant>Determinant</Determinant>
+ <Trace>Traça</Trace>
+ <DefiniteIntegral>Integral definida</DefiniteIntegral>
+ <Product>Producte</Product>
+ <Sum>Suma</Sum>
+ <Limit>Límit</Limit>
+ <Evaluate>Avalua una expressió en un punt</Evaluate>
+ <LeftArrow>Fletxa esquerra</LeftArrow>
+ <RightArrow>Fletxa dreta</RightArrow>
+ <UpArrow>Fletxa amunt</UpArrow>
+ <DownArrow>Fletxa avall</DownArrow>
+ <LeftRightArrow>Fletxa esquerra-dreta</LeftRightArrow>
+ <LeftDblArrow>Fletxa doble esquerra</LeftDblArrow>
+ <RightDblArrow>Fletxa doble dreta</RightDblArrow>
+ <LeftRightDblArrow>Fletxa doble esquerra-dreta</LeftRightDblArrow>
+ <NorthEastArrow>Fletxa dreta-amunt</NorthEastArrow>
+ <SouthEastArrow>Fletxa dreta-avall</SouthEastArrow>
+ <NorthWestArrow>Fletxa esquerra-amun</NorthWestArrow>
+ <SouthWestArrow>Fletxa esquerra-avall</SouthWestArrow>
+ <Multiply2>Multiplica</Multiply2>
+ <Divide2>Divideix</Divide2>
+ <Equiv>Equivalència</Equiv>
+ <Exists>Existeix</Exists>
+ <ForAll>Per a tot</ForAll>
+ <IsIn>Pertany</IsIn>
+ <NotExists>No existeix</NotExists>
+ <NotIn>No pertany</NotIn>
+ <SimEq>Semblant</SimEq>
+ <Or>Unió Lògica</Or>
+ <And>Intersecció lògica</And>
+ <Not>Negació lògica</Not>
+ <PartialDifferential>Partial Differential</PartialDifferential>
+
+ <!-- Tooltips for command buttons -->
+ <OpenButton>Carrega un format personalitzat de sortida</OpenButton>
+ <SaveButton>Desar fórmula a un fitxer</SaveButton>
+ <ExportButton>Exportar l'expressió al porta-retalls</ExportButton>
+ <UndoButton>Desfés</UndoButton>
+ <RedoButton>Refés</RedoButton>
+ <CutButton>Retalla</CutButton>
+ <CopyButton>Còpia</CopyButton>
+ <PasteButton>Enganxa</PasteButton>
+ <ClearButton>Neteja tot l'àrea de treball</ClearButton>
+ <SelectButton>Selecciona tot l'àrea de treball</SelectButton>
+ <LoadFormatButton>Carrega un fitxer amb format exportat</LoadFormatButton>
+ <LoadLangButton>Carrega un fitxer d'idioma</LoadLangButton>
+ <ShowTreeButton>Mostra l'arbre de l'expressió</ShowTreeButton>
+ <OutlineButton>Mostra el contorn</OutlineButton>
+ <OnlineHelpButton>Carrega documents d'ajuda al navegador</OnlineHelpButton>
+ <AboutButton>Quant a DragMath</AboutButton>
+
+ <!-- Menu -->
+ <FileMenu>Fitxer</FileMenu>
+ <OpenMenu>Obrir...</OpenMenu>
+ <SaveAsMenu>Anomenar i desar...</SaveAsMenu>
+ <ExportMenu>Exportar al porta-retalls</ExportMenu>
+ <ImageMenu>Export to image</ImageMenu>
+
+ <EditMenu>Edició</EditMenu>
+ <UndoMenu>Desfer</UndoMenu>
+ <RedoMenu>Refer</RedoMenu>
+ <CutMenu>Retallar</CutMenu>
+ <CopyMenu>Còpia</CopyMenu>
+ <PasteMenu>Enganxa</PasteMenu>
+ <ClearMenu>Neteja tot</ClearMenu>
+ <SelectMenu>Seleccionar tot</SelectMenu>
+
+ <OptionsMenu>Opcions</OptionsMenu>
+ <SetExportMenu>Format d'Exportació</SetExportMenu>
+ <SetLanguageMenu>Idioma</SetLanguageMenu>
+ <MultMenu>Implicit Multiplication</MultMenu>
+
+ <HelpMenu>Ajuda</HelpMenu>
+ <DebugMenu>Depuració</DebugMenu>
+ <TreeMenu>Mostrar arbre de l'expressió</TreeMenu>
+ <OutlineMenu>Mostrar contorn</OutlineMenu>
+ <OnlineHelpMenu>Ajuda en línia</OnlineHelpMenu>
+ <AboutMenu>Quant a DragMath</AboutMenu>
+
+</Language>
--- /dev/null
+<?xml version="1.0" encoding="UTF-8"?>\r
+\r
+<!--\r
+ Document : cz.xml\r
+ Created on : 30 July 2007, 15:43\r
+ Author : Alex Billingsley \r
+ Translator : Miroslava Tihlaříková\r
+ Description:\r
+ Purpose of the document follows.\r
+-->\r
+\r
+<Language>\r
+ \r
+ <!-- Error Messages --> \r
+ <ReadingFile>Chyba při načítání souboru s formátem</ReadingFile> \r
+ <ReadingFile2>Chyba při načítání souboru s formátem</ReadingFile2> \r
+ <LoadingExp>Chyba při načítání uložených výrazů</LoadingExp>\r
+ <SavingExp>Chyba při ukládání výrazů</SavingExp>\r
+ <Cut>Nelze vyjmout výběr:</Cut>\r
+ <Copy>Nelze zkopírovat výrěr:</Copy>\r
+ <Tree>Nelze zobrazit strom:</Tree>\r
+ <Action>Akce nemůže být dokončena:</Action>\r
+ <AddMatrix>Sem nelze přidat matici</AddMatrix>\r
+ <Operator>Chybí operátor</Operator>\r
+ <Argument>Chybí proměnná či operátor (na vhodné pozici)</Argument>\r
+ <Image>Error: Cannot export to image. Check internet connection and access to http://www.mathtran.org</Image>\r
+ \r
+ <!-- Status Bar Messages --> \r
+ <ParseExp>Výraz nelze rozpoznat</ParseExp>\r
+ <LoadExpression>DragMath - Vyberte soubor s výrazem k načtení</LoadExpression>\r
+ <SaveExpression>DragMath - Vyberte umístění kam uložit výraz</SaveExpression>\r
+ <EnterRows>Zadejte počet řádků matice</EnterRows>\r
+ <EnterColumns>Zadejte počet sloupců matice</EnterColumns>\r
+ <MatrixDim>Rozměr matice</MatrixDim>\r
+ <NoCut>Nebylo vybráno nic na vyjmutí</NoCut>\r
+ <NoPaste>Nic na vložení</NoPaste>\r
+ <NoBox>Není vybráno políčko kam vkládat</NoBox>\r
+ <NoCopy>Není nic vybráno ke kopírování</NoCopy>\r
+ <Copied>Zkopírováno</Copied>\r
+ <ReadingData>Cyba při čtení výstupních dat</ReadingData>\r
+ <Clipboard>: výrazy uloženy do schránky</Clipboard>\r
+ <NoExpression>Žádné výrazy na konvertování</NoExpression>\r
+ <NoFormat>Ještě nebyl načten soubor s definicí formátu</NoFormat>\r
+ <ImageSize>Choose the image size 1-10 (Smallest-Largest)</ImageSize>\r
+ \r
+ <!-- Tooltips for buttons -->\r
+ <Multiply>Součin</Multiply>\r
+ <Divide>Podíl</Divide> \r
+ <Add>Součet</Add> \r
+ <Subtract>Rozdíl</Subtract> \r
+ <Comma>Desetinná čárka</Comma> \r
+ <PlusMinus>Plus-Minus</PlusMinus>\r
+ <SquareRoot>Druhá odmocnina</SquareRoot> \r
+ <NthRoot>N-tá odmocnina</NthRoot> \r
+ <Power>Horní index nebo mocnina</Power> \r
+ <Subscript>Dolní index</Subscript> \r
+ <Matrix>Matice</Matrix> \r
+ <Integral>Integrál</Integral>\r
+ <Differential>Derivace</Differential>\r
+ <LessThan>Menší než</LessThan> \r
+ <GreaterThan>Větší než</GreaterThan> \r
+ <LTEQ>Menší nebo rovno</LTEQ> \r
+ <GTEQ>Větší nebo rovno</GTEQ>\r
+ <Equals>Rovno</Equals>\r
+ <NotEqual>Není rovno</NotEqual> \r
+ <Union>Sjednocení</Union> \r
+ <Intersection>Průnik</Intersection> \r
+ <Subset>Vlastní podmnožina</Subset> \r
+ <SubsetEq>Podmnožina</SubsetEq> \r
+ <NSubset>Není vlastní podmnožinou</NSubset> \r
+ <NSubsetEq>Není podmnožinou</NSubsetEq> \r
+ <Sine>Sinus</Sine> \r
+ <Cosine>Kosinus</Cosine> \r
+ <Tangent>Tangens</Tangent> \r
+ <ArcSine>Arkus sinus</ArcSine> \r
+ <ArcCosine>Arkus kosinus</ArcCosine> \r
+ <ArcTangent>Arkus tangens</ArcTangent> \r
+ <SineH>Hyperbolický sinus</SineH> \r
+ <CosineH>Hyperbolický kosinus</CosineH> \r
+ <TanH>Hyperbolický tangens</TanH> \r
+ <ArcSineH>Hyperbolický arkus sinus</ArcSineH> \r
+ <ArcCosineH>Hyperbolický arkus kosinus</ArcCosineH> \r
+ <ArcTanH>Hyperbolický arkus tangens</ArcTanH> \r
+ <Logarithm>Logaritmus</Logarithm>\r
+ <NaturalLogarithm>Přirozený logaritmus</NaturalLogarithm> \r
+ <Exp>Exponenciální funkce</Exp> \r
+ <UMinus>Mínus</UMinus> \r
+ <BracketsRnd>Kulaté závorky</BracketsRnd> \r
+ <BracketsCurl>Složené závorky</BracketsCurl> \r
+ <BracketsSq>Hranaté závorky</BracketsSq> \r
+ <Abs>Absolutní hodnota</Abs> \r
+ <Infinity>Nekonečno</Infinity>\r
+ <GreekLetter>Řecká písmena</GreekLetter> \r
+ <Factorial>Faktoriál</Factorial> \r
+ <Max>Maximum množiny </Max>\r
+ <Min>Minimum množiny</Min> \r
+ <Assignment>Přiřazení</Assignment>\r
+ <Function>Uživatelem definovaná funkce</Function> \r
+ <Determinant>Determinant</Determinant>\r
+ <Trace>Stopa</Trace>\r
+ <DefiniteIntegral>Určitý integrál</DefiniteIntegral>\r
+ <Product>Součin</Product>\r
+ <Sum>Suma</Sum>\r
+ <Limit>Limita</Limit>\r
+ <Evaluate>Hodnota výrazu v bodě</Evaluate>\r
+ <LeftArrow>Left arrow</LeftArrow> \r
+ <RightArrow>Right arrow</RightArrow> \r
+ <UpArrow>Up arrow</UpArrow> \r
+ <DownArrow>Down arrow</DownArrow> \r
+ <LeftDblArrow>Left double arrow</LeftDblArrow> \r
+ <RightDblArrow>Right double arrow</RightDblArrow> \r
+ <LeftRightArrow>Left-Right arrow</LeftRightArrow> \r
+ <LeftRightDblArrow>Left-Right double arrow</LeftRightDblArrow> \r
+ <NorthEastArrow>North-East arrow</NorthEastArrow> \r
+ <SouthEastArrow>South-East arrow</SouthEastArrow> \r
+ <NorthWestArrow>North-West arrow</NorthWestArrow> \r
+ <SouthWestArrow>South-West arrow</SouthWestArrow>\r
+ <Multiply2>Multiplication</Multiply2>\r
+ <Divide2>Division</Divide2>\r
+ <Equiv>Equivalence</Equiv>\r
+ <Exists>There Exists</Exists>\r
+ <ForAll>For All</ForAll>\r
+ <IsIn>Element Of</IsIn>\r
+ <NotExists>There Does Not Exist</NotExists>\r
+ <NotIn>Not An Element Of</NotIn>\r
+ <SimEq>Asymptotically Equivalent To</SimEq>\r
+ <Or>Or</Or>\r
+ <And>And</And>\r
+ <Not>Not</Not>\r
+ <PartialDifferential>Partial Differential</PartialDifferential>\r
+ \r
+ \r
+ <!-- Tooltips for command buttons -->\r
+ <OpenButton>Načíst výraz ze souboru</OpenButton>\r
+ <SaveButton>Uložit výraz do souboru</SaveButton>\r
+ <ExportButton>Exportovat výraz do schránky</ExportButton>\r
+ <UndoButton>Zpět</UndoButton>\r
+ <RedoButton>Opakovat</RedoButton>\r
+ <CutButton>Vyjmout</CutButton>\r
+ <CopyButton>Zkopírovat</CopyButton>\r
+ <PasteButton>Vložit</PasteButton>\r
+ <ClearButton>Vyčistit pracovní plochu</ClearButton>\r
+ <SelectButton>Vybrat celou pracovní plochu</SelectButton>\r
+ <LoadFormatButton>Nahrát formát pro export</LoadFormatButton>\r
+ <LoadLangButton>Nahrát soubor s jazykovym nastavením</LoadLangButton>\r
+ <ShowTreeButton>Zobrazit stromovou strukturu výrazů</ShowTreeButton>\r
+ <OutlineButton>Zobrazit obrysy výrazů na pracovní ploše</OutlineButton>\r
+ <OnlineHelpButton>Nahrát nápovědu ve webovém prohlížeči</OnlineHelpButton>\r
+ <AboutButton>O programu</AboutButton>\r
+ \r
+ <!-- Menu -->\r
+ <FileMenu>Soubor</FileMenu>\r
+ <OpenMenu>Otevřít...</OpenMenu>\r
+ <SaveAsMenu>Uložit jako...</SaveAsMenu>\r
+ <ExportMenu>Exportovat do schránky</ExportMenu>\r
+ <ImageMenu>Export to image</ImageMenu>\r
+ \r
+ <EditMenu>Změnit</EditMenu>\r
+ <UndoMenu>Zpět</UndoMenu>\r
+ <RedoMenu>Opakovat</RedoMenu>\r
+ <CutMenu>Vyjmout</CutMenu>\r
+ <CopyMenu>Zkopírovat</CopyMenu>\r
+ <PasteMenu>Vložit</PasteMenu>\r
+ <ClearMenu>Vyčistit pracovní plochu</ClearMenu>\r
+ <SelectMenu>Vybrat vše</SelectMenu>\r
+ \r
+ <OptionsMenu>Možnosti</OptionsMenu>\r
+ <SetExportMenu>Nastavit formát pro export</SetExportMenu>\r
+ <SetLanguageMenu>Nastavit jazyk</SetLanguageMenu>\r
+ <MultMenu>Implicit Multiplication</MultMenu>\r
+ \r
+ <HelpMenu>Nápověda</HelpMenu>\r
+ <DebugMenu>Ladění</DebugMenu>\r
+ <TreeMenu>Zobrazit strukturu vzorce</TreeMenu>\r
+ <OutlineMenu>Zobrazit výstup</OutlineMenu>\r
+ <OnlineHelpMenu>Online nápověda</OnlineHelpMenu>\r
+ <AboutMenu>O programu</AboutMenu>\r
+ \r
+</Language>\r
+\r
+\r
--- /dev/null
+<?xml version="1.0" encoding="UTF-8"?>\r
+\r
+<!--\r
+ Document : de.xml\r
+ Created on : 02 January 2008, 22:00\r
+ Author : Andy Tagliani e-instructor.de\r
+ Description: Purpose of the document follows.\r
+-->\r
+\r
+<Language>\r
+ \r
+ <!-- Error Messages --> \r
+ <ReadingFile>Fehler beim Lesen des Dateiformats: Bitte auf Gültigkeit überprüfen</ReadingFile> \r
+ <ReadingFile2>Fehler beim Laden der Datei: </ReadingFile2> \r
+ <LoadingExp>Fehler beim Laden der Erweiterung</LoadingExp>\r
+ <SavingExp>Fehler beim Speichern der Erweiterung</SavingExp>\r
+ <Cut>Ausschneiden der Auswahl nicht möglich: </Cut>\r
+ <Copy>Kopieren der Auswahl nicht möglich: </Copy>\r
+ <Tree>Verzeichnisbaum kann nicht angezeigt werden: </Tree>\r
+ <Action>Aktion konnte nicht fertiggestellt werden: </Action>\r
+ <AddMatrix>Matrix konnte an der Stelle nicht hinzugefügt werden</AddMatrix>\r
+ <Operator>Operator fehlt an Position </Operator>\r
+ <Argument>Argument des Operators fehlt an Position </Argument>\r
+ <Image>Error: Cannot export to image. Check internet connection and access to http://www.mathtran.org</Image>\r
+ \r
+ <!-- Status Bar Messages --> \r
+ <ParseExp>Ausdruck kann mathematisch nicht bestimmt werden</ParseExp>\r
+ <LoadExpression>DragMath - Wählen Sie eine Datei im DragMath-Format zum Laden</LoadExpression>\r
+ <SaveExpression>DragMath - Wählen Sie einen Speicherort zum Speichern der Datei im DragMath-Format</SaveExpression>\r
+ <EnterRows>Geben Sie die Anzahl der Reihen der Matrix ein</EnterRows>\r
+ <EnterColumns>Geben Sie die Anzahl der Spalten der Matrix ein</EnterColumns>\r
+ <MatrixDim>Dimension der Matrix</MatrixDim>\r
+ <NoCut>Nichts zum Ausschneiden gewählt</NoCut>\r
+ <NoPaste>Nichts zum Kopieren gewählt</NoPaste>\r
+ <NoBox>Keine Box zum Hineinkopieren gewählt</NoBox>\r
+ <NoCopy>Nichts zum Kopieren ausgewählt</NoCopy>\r
+ <Copied>Kopiert</Copied>\r
+ <ReadingData>Fehler beim Lesen des Ausgabeformats</ReadingData>\r
+ <Clipboard>Format wurde in die Zwischenablage kopiert</Clipboard>\r
+ <NoExpression>Kein Format zum Konvertieren</NoExpression>\r
+ <NoFormat>Es wurde kein Dateiformat geladen</NoFormat>\r
+ <ImageSize>Choose the image size 1-10 (Smallest-Largest)</ImageSize>\r
+ \r
+ <!-- Tooltips for math buttons -->\r
+ <Multiply>Multiplikation</Multiply>\r
+ <Divide>Division</Divide> \r
+ <Add>Addition</Add> \r
+ <Subtract>Subtraktion</Subtract> \r
+ <Comma>Komma</Comma>\r
+ <PlusMinus>Plus-Minus</PlusMinus>\r
+ <SquareRoot>Quadratwurzel</SquareRoot> \r
+ <NthRoot>n-te Wurzel</NthRoot> \r
+ <Power>Hochgestellt</Power> \r
+ <Subscript>Tiefgestellt</Subscript> \r
+ <Matrix>Matrix</Matrix> \r
+ <Integral>Integration</Integral>\r
+ <Differential>Differentation</Differential>\r
+ <LessThan>kleiner als</LessThan> \r
+ <GreaterThan>größer als</GreaterThan> \r
+ <LTEQ>kleiner als oder gleich</LTEQ> \r
+ <GTEQ>größer als oder gleich</GTEQ>\r
+ <Equals>gleich</Equals>\r
+ <NotEqual>ungleich</NotEqual> \r
+ <Union>Vereinigung</Union> \r
+ <Intersection>Durchschnitt</Intersection> \r
+ <Subset>Teilmenge</Subset> \r
+ <SubsetEq>Echte Teilmenge</SubsetEq> \r
+ <NSubset>Keine Teilmenge</NSubset> \r
+ <NSubsetEq>Keine echte Teilmenge</NSubsetEq> \r
+ <Sine>Sinus</Sine> \r
+ <Cosine>Kosinus</Cosine> \r
+ <Tangent>Tangens</Tangent> \r
+ <ArcSine>Arkusinus</ArcSine> \r
+ <ArcCosine>Arkuskosinus</ArcCosine> \r
+ <ArcTangent>Arkustangens</ArcTangent> \r
+ <SineH>Sinus Hyperbolicus</SineH> \r
+ <CosineH>Kosinus Hyperbolicus</CosineH> \r
+ <TanH>Tangens Hyperbolicus</TanH> \r
+ <ArcSineH>Areasinus Hyperbolicus</ArcSineH> \r
+ <ArcCosineH>Areakosinus Hyperbolicus</ArcCosineH> \r
+ <ArcTanH>Areatangens Hyperbolicus</ArcTanH> \r
+ <Logarithm>Logarithmus</Logarithm>\r
+ <NaturalLogarithm>Natürlicher Logarithmus</NaturalLogarithm> \r
+ <Exp>Exponentialfunktion</Exp> \r
+ <UMinus>Minus</UMinus> \r
+ <BracketsRnd>Runde Klammern</BracketsRnd> \r
+ <BracketsCurl>Geschwungene Klammern</BracketsCurl> \r
+ <BracketsSq>Eckige Klammern</BracketsSq> \r
+ <Abs>Betrag</Abs> \r
+ <Infinity>Unendlich</Infinity>\r
+ <GreekLetter>Griechische Buchstaben</GreekLetter> \r
+ <Factorial>Faktorisieren</Factorial> \r
+ <Max>Maximum</Max> \r
+ <Min>Minimum</Min> \r
+ <Assignment>Aufgabe</Assignment>\r
+ <Function>Unbekannte Funktion</Function> \r
+ <Determinant>Determinante</Determinant>\r
+ <Trace>Spur</Trace>\r
+ <DefiniteIntegral>Bestimmtes Integral</DefiniteIntegral>\r
+ <Product>Produkt</Product>\r
+ <Sum>Summe</Sum>\r
+ <Limit>Grenzwert</Limit>\r
+ <Evaluate>Ausdruck auswerten</Evaluate>\r
+ <LeftArrow>Links arrow</LeftArrow> \r
+ <RightArrow>Recht arrow</RightArrow> \r
+ <UpArrow>Bis arrow</UpArrow> \r
+ <DownArrow>Down arrow</DownArrow> \r
+ <LeftDblArrow>Links doppel arrow</LeftDblArrow> \r
+ <RightDblArrow>Recht doppel arrow</RightDblArrow> \r
+ <LeftRightArrow>Links-Recht arrow</LeftRightArrow> \r
+ <LeftRightDblArrow>Links-Recht doppel arrow</LeftRightDblArrow> \r
+ <NorthEastArrow>Nord-Ost Pfeil</NorthEastArrow> \r
+ <SouthEastArrow>Süd-Ost Pfeil</SouthEastArrow> \r
+ <NorthWestArrow>Nord-West Pfeil</NorthWestArrow> \r
+ <SouthWestArrow>Süd-West Pfeil</SouthWestArrow>\r
+ <Multiply2>Multiplikation</Multiply2>\r
+ <Divide2>Division</Divide2>\r
+ <Equiv>Gleichwertigkeit</Equiv>\r
+ <Exists>Vorhanden</Exists>\r
+ <ForAll>Für alle</ForAll>\r
+ <IsIn>Ist in</IsIn>\r
+ <NotExists>Nicht vorhanden</NotExists>\r
+ <NotIn>Nicht in</NotIn>\r
+ <SimEq>Asymptotisch äquivalent zu</SimEq>\r
+ <Or>Oder</Or>\r
+ <And>Und</And>\r
+ <Not>Nicht</Not>\r
+ <PartialDifferential>Partial Differential</PartialDifferential>\r
+ \r
+ <!-- Tooltips for command buttons -->\r
+ <OpenButton>Lade Format von Datei</OpenButton>\r
+ <SaveButton>Speichere Format als Datei</SaveButton>\r
+ <ExportButton>Exportiere Format in die Zwischenablage</ExportButton>\r
+ <UndoButton>Rückgägig</UndoButton>\r
+ <RedoButton>Wiederholen</RedoButton>\r
+ <CutButton>Ausschneiden</CutButton>\r
+ <CopyButton>Kopieren</CopyButton>\r
+ <PasteButton>Einfügen</PasteButton>\r
+ <ClearButton>Leere das gesamte Arbeitsfeld</ClearButton>\r
+ <SelectButton>Wähle das gesamte Arbeitsfeld</SelectButton>\r
+ <LoadFormatButton>Lade eine Formatdatei</LoadFormatButton>\r
+ <LoadLangButton>Lade eine Sprachdatei</LoadLangButton>\r
+ <ShowTreeButton>Zeige Baumstruktur eines Ausdrucks</ShowTreeButton>\r
+ <OutlineButton>Zeige außerhalb des Objektes im Arbeitsfeld</OutlineButton>\r
+ <OnlineHelpButton>Lade Hilfedateien im Browser</OnlineHelpButton>\r
+ <AboutButton>Über DragMath</AboutButton>\r
+ \r
+ <!-- Menu -->\r
+ <FileMenu>Datei</FileMenu>\r
+ <OpenMenu>Öffnen...</OpenMenu>\r
+ <SaveAsMenu>Speichern als...</SaveAsMenu>\r
+ <ExportMenu>Exportiere in die Zwischenablage</ExportMenu>\r
+ <ImageMenu>Export to image</ImageMenu>\r
+ \r
+ <EditMenu>Bearbeiten</EditMenu>\r
+ <UndoMenu>Rückgängig</UndoMenu>\r
+ <RedoMenu>Wiederholen</RedoMenu>\r
+ <CutMenu>Ausschneiden</CutMenu>\r
+ <CopyMenu>Kopieren</CopyMenu>\r
+ <PasteMenu>Einfügen</PasteMenu>\r
+ <ClearMenu>Arbeitsfeld leeren</ClearMenu>\r
+ <SelectMenu>Alle auswählen</SelectMenu>\r
+ \r
+ <OptionsMenu>Optionen</OptionsMenu>\r
+ <SetExportMenu>Export-Format einstellen</SetExportMenu>\r
+ <SetLanguageMenu>Sprache einstellen</SetLanguageMenu>\r
+ <MultMenu>Implicit Multiplication</MultMenu>\r
+ \r
+ <HelpMenu>Hilfe</HelpMenu>\r
+ <DebugMenu>Debug</DebugMenu>\r
+ <TreeMenu>Zeige Ausdruck in Baumstruktur</TreeMenu>\r
+ <OutlineMenu>Zeige außerhalb</OutlineMenu>\r
+ <OnlineHelpMenu>Online-Hilfe</OnlineHelpMenu>\r
+ <AboutMenu>Über DragMath</AboutMenu>\r
+ \r
+</Language>\r
--- /dev/null
+<?xml version="1.0" encoding="UTF-8"?>\r
+\r
+<!--\r
+ Document : es.xml \r
+ Created on : 12 December 2007, 9:36 \r
+ Author : Francisco Rivas <taken2k4@gmail.com> \r
+ Description: \r
+ Purpose of the document follows.\r
+-->\r
+\r
+<Language>\r
+ \r
+ <!-- Error Messages --> \r
+ <ReadingFile>Error leyendo el archivo: Verifique archivo</ReadingFile> \r
+ <ReadingFile2>Error cargando el archivo con formato: </ReadingFile2> \r
+ <LoadingExp>Error cargando expresión guardada</LoadingExp>\r
+ <SavingExp>Error guardando expresión</SavingExp>\r
+ <Cut>No se puede cortar selección: </Cut>\r
+ <Copy>No se puede copiar selección: </Copy>\r
+ <Tree>No se puede mostrar el árbol: </Tree>\r
+ <Action>Acción no puede ser completada: </Action>\r
+ <AddMatrix>No se puede agregar una matriz en este lugar</AddMatrix>\r
+ <Operator>Operador no encontrado en esta posición </Operator>\r
+ <Argument>Argumento del operador no encontrado </Argument>\r
+ <Image>Error: Cannot export to image. Check internet connection and access to http://www.mathtran.org</Image>\r
+ \r
+ <!-- Status Bar Messages --> \r
+ <ParseExp>Expresión no puede ser enviada</ParseExp>\r
+ <LoadExpression>DragMath - Seleccione un archivo de expresiones</LoadExpression>\r
+ <SaveExpression>DragMath - ¿Dónde desea guardar el archivo?</SaveExpression>\r
+ <EnterRows>Inserte el número de filas de la matriz</EnterRows>\r
+ <EnterColumns>Inserte el número de columnas de la matriz</EnterColumns>\r
+ <MatrixDim>Dimensiones de la matriz</MatrixDim>\r
+ <NoCut>No ha seleccionado nada para cortar</NoCut>\r
+ <NoPaste>Nada para pegar</NoPaste>\r
+ <NoBox>No ha seleccionado sitio para pegar</NoBox>\r
+ <NoCopy>No ha seleccionado nada para copiar</NoCopy>\r
+ <Copied>Copiado</Copied>\r
+ <ReadingData>Error leyendo datos de salida</ReadingData>\r
+ <Clipboard>Expresión exportada al portapapeles</Clipboard>\r
+ <NoExpression>No ha seleccionado expresión para convertir</NoExpression>\r
+ <NoFormat>No ha cargado un archivo con formato aún</NoFormat>\r
+ <ImageSize>Choose the image size 1-10 (Smallest-Largest)</ImageSize>\r
+ \r
+ <!-- Tooltips for math buttons -->\r
+ <Multiply>Multiplicación</Multiply>\r
+ <Divide>Fracción</Divide> \r
+ <Add>Adición</Add> \r
+ <Subtract>Sustracción</Subtract> \r
+ <Comma>Coma</Comma>\r
+ <PlusMinus>Mas-Menos</PlusMinus>\r
+ <SquareRoot>Raíz Cuadrada</SquareRoot> \r
+ <NthRoot>N-ésima Raíz</NthRoot> \r
+ <Power>SuperIndice</Power> \r
+ <Subscript>SubIndice</Subscript> \r
+ <Matrix>Matriz</Matrix> \r
+ <Integral>Integración</Integral>\r
+ <Differential>Diferenciación</Differential>\r
+ <LessThan>Menor que</LessThan> \r
+ <GreaterThan>Mayor que</GreaterThan> \r
+ <LTEQ>Menor o Igual que</LTEQ> \r
+ <GTEQ>Mayor o Igual que</GTEQ>\r
+ <Equals>Igual</Equals>\r
+ <NotEqual>No Igual</NotEqual> \r
+ <Union>Unión</Union> \r
+ <Intersection>Intersección</Intersection> \r
+ <Subset>SubConjunto</Subset> \r
+ <SubsetEq>SubConjunto o Igual que</SubsetEq> \r
+ <NSubset>No SubConjunto</NSubset> \r
+ <NSubsetEq>No es SubConjunto o Igual que</NSubsetEq> \r
+ <Sine>Seno</Sine> \r
+ <Cosine>Coseno</Cosine> \r
+ <Tangent>Tangente</Tangent> \r
+ <ArcSine>Inversa Seno</ArcSine> \r
+ <ArcCosine>Inversa Coseno</ArcCosine> \r
+ <ArcTangent>Inversa Tangente</ArcTangent> \r
+ <SineH>Seno Hiperbólico</SineH> \r
+ <CosineH>Coseno Hiperbólico</CosineH> \r
+ <TanH>Tangente Hiperbólico</TanH> \r
+ <ArcSineH>Seno Hiperbólico Inverso</ArcSineH> \r
+ <ArcCosineH>Coseno Hiperbólico Inverso</ArcCosineH> \r
+ <ArcTanH>Tangente Hiperbólica Inversa</ArcTanH> \r
+ <Logarithm>Logaritmo</Logarithm>\r
+ <NaturalLogarithm>Logaritmo Natural</NaturalLogarithm> \r
+ <Exp>Función Exponencial</Exp> \r
+ <UMinus>Menos</UMinus> \r
+ <BracketsRnd>Parentesis</BracketsRnd> \r
+ <BracketsCurl>Llaves</BracketsCurl> \r
+ <BracketsSq>Corchetes</BracketsSq> \r
+ <Abs>Valor Absoluto</Abs> \r
+ <Infinity>Infinito</Infinity>\r
+ <GreekLetter>Letras Griegas</GreekLetter> \r
+ <Factorial>Factorial</Factorial> \r
+ <Max>Máximo del Conjunto</Max> \r
+ <Min>Minimo del Conjutno</Min> \r
+ <Assignment>Asignación</Assignment>\r
+ <Function>Función Desconocida</Function> \r
+ <Determinant>Determinante</Determinant>\r
+ <Trace>Ruta</Trace>\r
+ <DefiniteIntegral>Integral Definida</DefiniteIntegral>\r
+ <Product>Productoria</Product>\r
+ <Sum>Sumatoria</Sum>\r
+ <Limit>Limite</Limit>\r
+ <Evaluate>Evaluar una expresión en un punto</Evaluate>\r
+ <LeftArrow>Flecha izquierda</LeftArrow> \r
+ <RightArrow>Flecha derecha</RightArrow> \r
+ <UpArrow>Flecha arriba</UpArrow> \r
+ <DownArrow>Flecha abajo</DownArrow> \r
+ <LeftRightArrow>Flecha izquierda-dreta</LeftRightArrow> \r
+ <LeftDblArrow>Flecha doble izquierda</LeftDblArrow> \r
+ <RightDblArrow>Flecha doble derecha</RightDblArrow> \r
+ <LeftRightDblArrow>Flecha doble izquierda-derecha</LeftRightDblArrow> \r
+ <NorthEastArrow>Flecha derecha-arriba</NorthEastArrow> \r
+ <SouthEastArrow>Flecha derecha-abajo</SouthEastArrow> \r
+ <NorthWestArrow>Flecha izquierda-arriba</NorthWestArrow> \r
+ <SouthWestArrow>Flecha izquierda-abajo</SouthWestArrow> \r
+ <Multiply2>Multiplicación</Multiply2>\r
+ <Divide2>División</Divide2>\r
+ <Equiv>Equivalencia</Equiv>\r
+ <Exists>Existe</Exists>\r
+ <ForAll>Para todo</ForAll>\r
+ <IsIn>Pertenece</IsIn>\r
+ <NotExists>No existe</NotExists>\r
+ <NotIn>No pertenece</NotIn>\r
+ <SimEq>Parecido</SimEq>\r
+ <Or>Unión Lógica</Or>\r
+ <And>Intersección lógica</And>\r
+ <Not>Negación lógica</Not>\r
+ <PartialDifferential>Diferenciales Parciales</PartialDifferential>\r
+ \r
+ <!-- Tooltips for command buttons -->\r
+ <OpenButton>Cargar una expresión de un archivo</OpenButton>\r
+ <SaveButton>Salvar una expresión a un archivo</SaveButton>\r
+ <ExportButton>Exportar la expresión al portapapeles</ExportButton>\r
+ <UndoButton>Deshacer</UndoButton>\r
+ <RedoButton>Rehacer</RedoButton>\r
+ <CutButton>Cortar</CutButton>\r
+ <CopyButton>Copiar</CopyButton>\r
+ <PasteButton>Pegar</PasteButton>\r
+ <ClearButton>Limpiar toda el área de trabajo</ClearButton>\r
+ <SelectButton>Seleccionar toda el área de trabajo</SelectButton>\r
+ <LoadFormatButton>Cargar archivo con formato exportado</LoadFormatButton>\r
+ <LoadLangButton>Cargar un archivo de lenguaje</LoadLangButton>\r
+ <ShowTreeButton>Mostrar la expresión como un árbol</ShowTreeButton>\r
+ <OutlineButton>Mostrar bordes de expresiones</OutlineButton>\r
+ <OnlineHelpButton>Cargar documentos de ayuda en el navegador</OnlineHelpButton>\r
+ <AboutButton>Acerca de DragMath</AboutButton>\r
+ \r
+ <!-- Menu -->\r
+ <FileMenu>Archivo</FileMenu>\r
+ <OpenMenu>Abrir...</OpenMenu>\r
+ <SaveAsMenu>Salvar como...</SaveAsMenu>\r
+ <ExportMenu>Exportar al portapapeles</ExportMenu>\r
+ <ImageMenu>Export to image</ImageMenu>\r
+ \r
+ <EditMenu>Editar</EditMenu>\r
+ <UndoMenu>Deshacer</UndoMenu>\r
+ <RedoMenu>Rehacer</RedoMenu>\r
+ <CutMenu>Cortar</CutMenu>\r
+ <CopyMenu>Copiar</CopyMenu>\r
+ <PasteMenu>Pegar</PasteMenu>\r
+ <ClearMenu>Limpiar todo</ClearMenu>\r
+ <SelectMenu>Seleccionar todo</SelectMenu>\r
+ \r
+ <OptionsMenu>Opciones</OptionsMenu>\r
+ <SetExportMenu>Formato de Exportación</SetExportMenu>\r
+ <SetLanguageMenu>Lenguaje</SetLanguageMenu>\r
+ <MultMenu>Implicit Multiplication</MultMenu>\r
+ \r
+ <HelpMenu>Ayuda</HelpMenu>\r
+ <DebugMenu>Depurar</DebugMenu>\r
+ <TreeMenu>Mostrar árbol de expresión</TreeMenu>\r
+ <OutlineMenu>Mostrar bordes</OutlineMenu>\r
+ <OnlineHelpMenu>Ayuda en linea</OnlineHelpMenu>\r
+ <AboutMenu>Acerca de DragMath</AboutMenu>\r
+ \r
+</Language>\r
--- /dev/null
+<?xml version="1.0" encoding="ISO-8859-1"?>\r
+\r
+<!--\r
+ Document : fr.xml\r
+ Created on : 19 Decembre 2007, 10:54\r
+ Author : Philippe Quattrociocchi\r
+ Description:\r
+ Purpose of the document follows.\r
+-->\r
+\r
+<Language>\r
+ \r
+ <!-- Error Messages --> \r
+ <ReadingFile>Erreur de lecture du format de fichier: Vérifiez si le fichier est valide</ReadingFile>\r
+ <ReadingFile2>Erreur de lecture du fichier: </ReadingFile2>\r
+ <LoadingExp>Erreur lors du chargement des expressions</LoadingExp>\r
+ <SavingExp>Erreur lors de l'enregistrement des expressions</SavingExp>\r
+ <Cut>Découpe de la sélection impossible: </Cut>\r
+ <Copy>Copie de la sélection impossible: </Copy>\r
+ <Tree>Affichage de l'arbre impossible</Tree>\r
+ <Action>L'action n'a pas pu être terminée: </Action>\r
+ <AddMatrix>La matrice n'a pas pu être ajoutée à cette position</AddMatrix>\r
+ <Operator>L'opérateur est manquant à cette position</Operator>\r
+ <Argument>L'argument de l'opérateur est manquant à cette position</Argument>\r
+ <Image>Erreur: Impossible d'exporter l'image. Vérifiez votre connection internet et l'accès à http://www.mathtran.org</Image>\r
+ \r
+ <!-- Status Bar Messages --> \r
+ <ParseExp>L'expression n'a pas pu être analysée</ParseExp>\r
+ <LoadExpression>DragMath - Choisissez un fichier d'expression à lire</LoadExpression>\r
+ <SaveExpression>DragMath - Choisissez un endroit pour sauver l'expression</SaveExpression>\r
+ <EnterRows>Entrez le nombre de lignes de la matrice</EnterRows>\r
+ <EnterColumns>Entrez le nombre de colonnes de la matrice</EnterColumns>\r
+ <MatrixDim>Dimensions de la matrice</MatrixDim>\r
+ <NoCut>Pas de sélection à couper</NoCut>\r
+ <NoPaste>Rien à coller</NoPaste>\r
+ <NoBox>Pas de boîte sélectionné pour collage</NoBox>\r
+ <NoCopy>Pas de sélection à copier</NoCopy>\r
+ <Copied>Copié</Copied>\r
+ <ReadingData>Erreur lors de la lecture des données de sortie</ReadingData>\r
+ <Clipboard>Expression exportée dans le Presse-papiers</Clipboard>\r
+ <NoExpression>Aucune expression à convertir</NoExpression>\r
+ <NoFormat>Aucun format de fichier n'a encore été chargé</NoFormat>\r
+ <ImageSize>Choisissez la taille de l'image 1-10 (Min-Max)</ImageSize>\r
+ \r
+ <!-- Tooltips for math buttons -->\r
+ <Multiply>Multiplication</Multiply>\r
+ <Divide>Division</Divide>\r
+ <Add>Addition</Add>\r
+ <Subtract>Soustraction</Subtract>\r
+ <Comma>Virgule</Comma>\r
+ <PlusMinus>Plus ou Moins</PlusMinus>\r
+ <SquareRoot>Racine Carrée</SquareRoot>\r
+ <NthRoot>Racine N</NthRoot>\r
+ <Power>Puissance</Power>\r
+ <Subscript>Indice</Subscript>\r
+ <Matrix>Matrice</Matrix>\r
+ <Integral>Integrale</Integral>\r
+ <Differential>Différenciation</Differential>\r
+ <LessThan>Inférieur à</LessThan> \r
+ <GreaterThan>Supérieur à</GreaterThan> \r
+ <LTEQ>Inférieur ou égal à</LTEQ> \r
+ <GTEQ>Supérieur ou égal à</GTEQ>\r
+ <Equals>Egal</Equals>\r
+ <NotEqual>Différent</NotEqual> \r
+ <Union>Union</Union> \r
+ <Intersection>Intersection</Intersection>\r
+ <Subset>Inclus à</Subset>\r
+ <SubsetEq>Inclus ou égal à</SubsetEq>\r
+ <NSubset>N'est pas inclus à</NSubset>\r
+ <NSubsetEq>N'est pas inclus ou égal à</NSubsetEq>\r
+ <Sine>Sinus</Sine>\r
+ <Cosine>Cosinus</Cosine>\r
+ <Tangent>Tangente</Tangent>\r
+ <ArcSine>Sinus Inverse</ArcSine>\r
+ <ArcCosine>Cosinus Inverse</ArcCosine>\r
+ <ArcTangent>Tangente inverse</ArcTangent>\r
+ <SineH>Sinus hyperbolique</SineH>\r
+ <CosineH>Cosinus hyperbolique</CosineH>\r
+ <TanH>Tangente hyperbolique</TanH>\r
+ <ArcSineH>Sinus hyperbolique inverse</ArcSineH> \r
+ <ArcCosineH>Cosinus hyperbolique inverse</ArcCosineH> \r
+ <ArcTanH>Tangente hyperbolique inverse</ArcTanH> \r
+ <Logarithm>Logarithme</Logarithm>\r
+ <NaturalLogarithm>Logarithme naturel</NaturalLogarithm> \r
+ <Exp>Exposant</Exp>\r
+ <UMinus>Moins</UMinus>\r
+ <BracketsRnd>Parenthèses</BracketsRnd>\r
+ <BracketsCurl>Accolades</BracketsCurl>\r
+ <BracketsSq>Crochets</BracketsSq>\r
+ <Abs>Valeur absolue</Abs>\r
+ <Infinity>Infini</Infinity>\r
+ <GreekLetter>Lettres grecques</GreekLetter> \r
+ <Factorial>Factorielle</Factorial> \r
+ <Max>Maximum d'un ensemble</Max> \r
+ <Min>Minimum d'un ensemble</Min> \r
+ <Assignment>Définition</Assignment>\r
+ <Function>Fonction inconnue</Function> \r
+ <Determinant>Déterminant</Determinant>\r
+ <Trace>Trace</Trace>\r
+ <DefiniteIntegral>Intégrale définie</DefiniteIntegral>\r
+ <Product>Produit</Product>\r
+ <Sum>Somme</Sum>\r
+ <Limit>Limite</Limit>\r
+ <Evaluate>Évaluer l'expression en un point</Evaluate>\r
+ <LeftArrow>Flèche Gauche</LeftArrow>\r
+ <RightArrow>Flèche Droite</RightArrow>\r
+ <UpArrow>Flèche Haut</UpArrow>\r
+ <DownArrow>Flèche Bas</DownArrow>\r
+ <LeftDblArrow>Flèche Gauche double</LeftDblArrow>\r
+ <RightDblArrow>Flèche Droite double</RightDblArrow>\r
+ <LeftRightArrow>Flèche Gauche-Droite</LeftRightArrow>\r
+ <LeftRightDblArrow>Flèche Gauche-Droite double</LeftRightDblArrow>\r
+ <NorthEastArrow>Flèche Nord-Est</NorthEastArrow>\r
+ <SouthEastArrow>Flèche Sud-Est</SouthEastArrow>\r
+ <NorthWestArrow>Flèche Nord-Ouest</NorthWestArrow>\r
+ <SouthWestArrow>Flèche Sud-Ouest</SouthWestArrow>\r
+ <LeftUpArrow>Flèche Gauche-Haut</LeftUpArrow>\r
+ <LeftDownArrow>Flèche Gauche-Droite</LeftDownArrow>\r
+ <RightUpArrow>Flèche Droite-Haut</RightUpArrow>\r
+ <RightDownArrow>Flèche Droite-Bas</RightDownArrow>\r
+ \r
+ <Multiply2>Multiplication</Multiply2>\r
+ <Divide2>Division</Divide2>\r
+ <Equiv>Equivalence</Equiv>\r
+ <Exists>Il existe</Exists>\r
+ <ForAll>Pour tous</ForAll>\r
+ <IsIn>Appartient à</IsIn>\r
+ <NotExists>Il n'existe pas</NotExists>\r
+ <NotIn>N'appartient pas à</NotIn>\r
+ <SimEq>Asymptotiquement équivalente à</SimEq>\r
+ <Or>Ou</Or>\r
+ <And>Et</And>\r
+ <Not>Non</Not>\r
+ <PartialDifferential>Dérivée partielle</PartialDifferential>\r
+ \r
+ \r
+ <!-- Tooltips for command buttons -->\r
+ <OpenButton>Charger une expression à partir d'un fichier</OpenButton>\r
+ <SaveButton>Sauvegarde de l'expression dans un fichier</SaveButton>\r
+ <ExportButton>Exporter l'expression dans le presse-papier</ExportButton>\r
+ <UndoButton>Défaire</UndoButton>\r
+ <RedoButton>Refaire</RedoButton>\r
+ <CutButton>Couper</CutButton>\r
+ <CopyButton>Copier</CopyButton>\r
+ <PasteButton>Coller</PasteButton>\r
+ <ClearButton>Effacer Tout</ClearButton>\r
+ <SelectButton>Sélectionner Tout</SelectButton>\r
+ <LoadFormatButton>Charger un fichier de format d'expression</LoadFormatButton>\r
+ <LoadLangButton>Charger un fichier de langage</LoadLangButton>\r
+ <ShowTreeButton>Afficher l'arborescence de l'expression</ShowTreeButton>\r
+ <OutlineButton>Afficher la structure de l'expression</OutlineButton>\r
+ <OnlineHelpButton>Charger l'aide en ligne</OnlineHelpButton>\r
+ <AboutButton>A propos de DragMath</AboutButton>\r
+ \r
+ <!-- Menu -->\r
+ <FileMenu>Fichier</FileMenu>\r
+ <OpenMenu>Ouvrir...</OpenMenu>\r
+ <SaveAsMenu>Enregistrer sous...</SaveAsMenu>\r
+ <ExportMenu>Exporter dans le presse-papier</ExportMenu>\r
+ <ImageMenu>Exporter l'image</ImageMenu>\r
+ \r
+ <EditMenu>Editer</EditMenu>\r
+ <UndoMenu>Défaire</UndoMenu>\r
+ <RedoMenu>Refaire</RedoMenu>\r
+ <CutMenu>Couper</CutMenu>\r
+ <CopyMenu>Copier</CopyMenu>\r
+ <PasteMenu>Coller</PasteMenu>\r
+ <ClearMenu>Effacer Tout</ClearMenu>\r
+ <SelectMenu>Sélectionner Tout</SelectMenu>\r
+ \r
+ <OptionsMenu>Options</OptionsMenu>\r
+ <SetExportMenu>Changer de format de sortie</SetExportMenu>\r
+ <SetLanguageMenu>Changer de langue</SetLanguageMenu>\r
+ <MultMenu>Implicit Multiplication</MultMenu>\r
+ \r
+ <HelpMenu>Aide</HelpMenu>\r
+ <DebugMenu>Debug</DebugMenu>\r
+ <TreeMenu>Afficher l'arborescence de l'expression</TreeMenu>\r
+ <OutlineMenu>Afficher la structure de l'expression</OutlineMenu>\r
+ <OnlineHelpMenu>Aide Online</OnlineHelpMenu>\r
+ <AboutMenu>A propos de DragMath</AboutMenu>\r
+ \r
+</Language>\r
+\r
+ \r
--- /dev/null
+<?xml version="1.0" encoding="UTF-8"?>\r
+\r
+<!--\r
+ Document : nl.xml\r
+ Created on : 26 december 2007\r
+ Author : Patrick Tydtgat\r
+ Description:\r
+ Purpose of the document follows.\r
+-->\r
+\r
+<Language>\r
+ \r
+ <!-- Error Messages --> \r
+ <ReadingFile>Fout bij lezen bestand: Controleer geldigheid bestandstype</ReadingFile> \r
+ <ReadingFile2>Fout bij laden bestand: </ReadingFile2> \r
+ <LoadingExp>Fout bij laden uitdrukking</LoadingExp>\r
+ <SavingExp>Fout bij bewaren uitdrukking</SavingExp>\r
+ <Cut>Kan selectie niet knippen: </Cut>\r
+ <Copy>Kan selectie niet kopiëren: </Copy>\r
+ <Tree>Kan boomstructuur niet weergeven: </Tree>\r
+ <Action>Kon bewerking niet uitvoeren: </Action>\r
+ <AddMatrix>Kan matrix hier niet invoegen</AddMatrix>\r
+ <Operator>Operator ontbreekt </Operator>\r
+ <Argument>Argument ontbreekt </Argument>\r
+ <Image>Error: Cannot export to image. Check internet connection and access to http://www.mathtran.org</Image>\r
+ \r
+ <!-- Status Bar Messages --> \r
+ <ParseExp>Uitdrukking kon niet behandeld worden</ParseExp>\r
+ <LoadExpression>DragMath - Kies een te laden bestand</LoadExpression>\r
+ <SaveExpression>DragMath - Kies een map om de uitdrukking te bewaren</SaveExpression>\r
+ <EnterRows>Aantal in te voegen</EnterRows>\r
+ <EnterColumns>Aantal in te voegen kolommen</EnterColumns>\r
+ <MatrixDim>Matrix Dimensies</MatrixDim>\r
+ <NoCut>Niets geselecteerd om te knippen</NoCut>\r
+ <NoPaste>Niets te plakken</NoPaste>\r
+ <NoBox>Geen box geselecteerd waarin geplakt moet worden</NoBox>\r
+ <NoCopy>Niets geselecteerd om te kopiëren</NoCopy>\r
+ <Copied>Gekopieerd</Copied>\r
+ <ReadingData>Fout bij lezen output gegevens</ReadingData>\r
+ <Clipboard>Gekopieerd naar klembord</Clipboard>\r
+ <NoExpression>Niets te converteren</NoExpression>\r
+ <NoFormat>ER werd geen format-bestand geladen</NoFormat>\r
+ <ImageSize>Choose the image size 1-10 (Smallest-Largest)</ImageSize>\r
+ \r
+ <!-- Tooltips for math buttons -->\r
+ <Multiply>Vermenigvuldigen</Multiply>\r
+ <Divide>Delen</Divide> \r
+ <Add>Optellen</Add> \r
+ <Subtract>Aftrekken</Subtract> \r
+ <Comma>Komma</Comma>\r
+ <PlusMinus>Plus-Minus</PlusMinus>\r
+ <SquareRoot>Vierkantswortel</SquareRoot> \r
+ <NthRoot>N-de Machtswortel</NthRoot> \r
+ <Power>Superscript</Power> \r
+ <Subscript>Subscript</Subscript> \r
+ <Matrix>Matrix</Matrix> \r
+ <Integral>Integreren</Integral>\r
+ <Differential>Differentiëren</Differential>\r
+ <LessThan>Kleiner Dan</LessThan> \r
+ <GreaterThan>Groter Dan</GreaterThan> \r
+ <LTEQ>Kleiner dan of Gelijk Aan</LTEQ> \r
+ <GTEQ>Groter Dan of Gelijk Aan</GTEQ>\r
+ <Equals>Gelijk</Equals>\r
+ <NotEqual>Niet Gelijk</NotEqual> \r
+ <Union>Vereniging</Union> \r
+ <Intersection>Doorsnede</Intersection> \r
+ <Subset>Deelverzameling</Subset> \r
+ <SubsetEq>Deelverzameling of Gelijk Aan</SubsetEq> \r
+ <NSubset>Geen Deelverzameling</NSubset> \r
+ <NSubsetEq>Geen Deelverzameling of Gelijk Aan</NSubsetEq> \r
+ <Sine>Sinus</Sine> \r
+ <Cosine>Cosinus</Cosine> \r
+ <Tangent>Tangens</Tangent> \r
+ <ArcSine>Boog Sinus</ArcSine> \r
+ <ArcCosine>Boog Cosinus</ArcCosine> \r
+ <ArcTangent>Boog Tangens</ArcTangent> \r
+ <SineH>Sinus Hyperbolicus</SineH> \r
+ <CosineH>Cosinus Hyperbolicus</CosineH> \r
+ <TanH>Tangens Hyperbolicus</TanH> \r
+ <ArcSineH>Boog Sinus Hyperbolicus</ArcSineH> \r
+ <ArcCosineH>Boog Cosinus Hyperbolicus</ArcCosineH> \r
+ <ArcTanH>Boog Tangens Hyperbolicus</ArcTanH> \r
+ <Logarithm>Logaritme</Logarithm>\r
+ <NaturalLogarithm>Natuurlijke Logaritmen</NaturalLogarithm> \r
+ <Exp>Exponentiële Functie</Exp> \r
+ <UMinus>Min</UMinus> \r
+ <BracketsRnd>Rondde Haakjes</BracketsRnd> \r
+ <BracketsCurl>Accolades</BracketsCurl> \r
+ <BracketsSq>Vierkante Haakjes</BracketsSq> \r
+ <Abs>Absolute Waarde</Abs> \r
+ <Infinity>Oneindig</Infinity>\r
+ <GreekLetter>Griekse letter</GreekLetter> \r
+ <Factorial>Factor</Factorial> \r
+ <Max>Maximum</Max> \r
+ <Min>Minimum</Min> \r
+ <Assignment>Toekenning</Assignment>\r
+ <Function>Onbekende functie</Function> \r
+ <Determinant>Determinant</Determinant>\r
+ <Trace>Spoor</Trace>\r
+ <DefiniteIntegral>Bepaalde Integraal</DefiniteIntegral>\r
+ <Product>Product</Product>\r
+ <Sum>Som</Sum>\r
+ <Limit>Limiet</Limit>\r
+ <Evaluate>Evalueer een uitdrukking in een punt</Evaluate>\r
+ <LeftArrow>Links arrow</LeftArrow> \r
+ <RightArrow>Recht arrow</RightArrow> \r
+ <UpArrow>Up arrow</UpArrow> \r
+ <DownArrow>Omlaag arrow</DownArrow> \r
+ <LeftDblArrow>Links dubbel arrow</LeftDblArrow> \r
+ <RightDblArrow>Right dubbel arrow</RightDblArrow> \r
+ <LeftRightArrow>Links-Recht arrow</LeftRightArrow> \r
+ <LeftRightDblArrow>Links-Recht dubbel arrow</LeftRightDblArrow> \r
+ <NorthEastArrow>Noord-Oost-arrow</NorthEastArrow> \r
+ <SouthEastArrow>Zuid-Oost-arrow</SouthEastArrow> \r
+ <NorthWestArrow>Noord-West-arrow</NorthWestArrow> \r
+ <SouthWestArrow>Zuid-West arrow</SouthWestArrow> \r
+ <Multiply2>Vermenigvuldigen</Multiply2>\r
+ <Divide2>Divisie</Divide2>\r
+ <Equiv>Gelijkwaardigheid</Equiv>\r
+ <Exists>Er Bestaat</Exists>\r
+ <ForAll>Voor alle</ForAll>\r
+ <IsIn>Element van</IsIn>\r
+ <NotExists>Er bestaat niet</NotExists>\r
+ <NotIn>Niet een element van</NotIn>\r
+ <SimEq>Asymptotically gelijk aan</SimEq>\r
+ <Or>Of</Or>\r
+ <And>En</And>\r
+ <Not>Niet</Not>\r
+ <PartialDifferential>Partiële differentiaalvergelijking</PartialDifferential>\r
+ \r
+ \r
+ <!-- Tooltips for command buttons -->\r
+ <OpenButton>Laad uitdrukking uit bestand</OpenButton>\r
+ <SaveButton>Bewaar uitdrukking in bestand</SaveButton>\r
+ <ExportButton>Exporteer uitdrukking naar het klembord</ExportButton>\r
+ <UndoButton>Ongedaan maken</UndoButton>\r
+ <RedoButton>Herstellen</RedoButton>\r
+ <CutButton>Knippen</CutButton>\r
+ <CopyButton>Kopiëren</CopyButton>\r
+ <PasteButton>Plakken</PasteButton>\r
+ <ClearButton>Alles Wissen</ClearButton>\r
+ <SelectButton>Alles Selecteren</SelectButton>\r
+ <LoadFormatButton>Laad een export format bestand</LoadFormatButton>\r
+ <LoadLangButton>Laad een Taalbestand</LoadLangButton>\r
+ <ShowTreeButton>Toon Boomstructuur</ShowTreeButton>\r
+ <OutlineButton>Toon outline of objecten</OutlineButton>\r
+ <OnlineHelpButton>Laad help in webbrowser</OnlineHelpButton>\r
+ <AboutButton>About DragMath</AboutButton>\r
+ \r
+ <!-- Menu -->\r
+ <FileMenu>Bestand</FileMenu>\r
+ <OpenMenu>Openen...</OpenMenu>\r
+ <SaveAsMenu>Bewaar Als...</SaveAsMenu>\r
+ <ExportMenu>Kopieer naar klembord</ExportMenu>\r
+ <ImageMenu>Export to image</ImageMenu>\r
+ \r
+ <EditMenu>Bewerk</EditMenu>\r
+ <UndoMenu>Ongedaan maken</UndoMenu>\r
+ <RedoMenu>Herstellen</RedoMenu>\r
+ <CutMenu>Knippen</CutMenu>\r
+ <CopyMenu>Kopiëren</CopyMenu>\r
+ <PasteMenu>Plakken</PasteMenu>\r
+ <ClearMenu>Alles Wissen</ClearMenu>\r
+ <SelectMenu>Alles Selecteren</SelectMenu>\r
+ \r
+ <OptionsMenu>Opties</OptionsMenu>\r
+ <SetExportMenu>Kies Export Format</SetExportMenu>\r
+ <SetLanguageMenu>Kies Taal</SetLanguageMenu>\r
+ <MultMenu>Implicit Multiplication</MultMenu>\r
+ \r
+ <HelpMenu>Help</HelpMenu>\r
+ <DebugMenu>Debug</DebugMenu>\r
+ <TreeMenu>Toon boomstructuur</TreeMenu>\r
+ <OutlineMenu>Toon outline</OutlineMenu>\r
+ <OnlineHelpMenu>Online Help</OnlineHelpMenu>\r
+ <AboutMenu>About DragMath</AboutMenu>\r
+ \r
+</Language>\r
--- /dev/null
+<?xml version="1.0" encoding="UTF-8"?>\r
+\r
+<!--\r
+ Document : no.xml\r
+ Created on : February 2008\r
+ Author : Anders Sanne\r
+ Description:\r
+ Purpose of the document follows.\r
+-->\r
+\r
+<Language>\r
+ \r
+ <!-- Error Messages --> \r
+ <ReadingFile>Feil ved lesing av formatfil: Sjekk om fila er gyldig</ReadingFile> \r
+ <ReadingFile2>Feil ved lasting av formatfil: </ReadingFile2>\r
+ <LoadingExp>Feil ved lasting av lagret uttrykk</LoadingExp>\r
+ <SavingExp>Feil ved lagring av uttrykk</SavingExp>\r
+ <Cut>Kan ikke klippe ut markeringen: </Cut>\r
+ <Copy>Kan ikke kopiere markeringen: </Copy>\r
+ <Tree>Kan ikke vise treet: </Tree>\r
+ <Action>Oppgaven kunne ikke fullføres: </Action>\r
+ <AddMatrix>Kan ikke legge til en matrise her</AddMatrix>\r
+ <Operator>Operator mangler ved posisjon </Operator>\r
+ <Argument>Operatorens variabel (Argument) mangler ved posisjon </Argument>\r
+ <Image>Feil: Kan ikke eksportere til bilde. Sjekk internettforbindelsen og tilgangen til http://www.mathtran.org</Image>\r
+ \r
+ <!-- Status Bar Messages --> \r
+ <ParseExp>Uttrykket kan ikke tolkes</ParseExp>\r
+ <ChooseFile>DragMath - Velg formatfil som skal lastes</ChooseFile>\r
+ <LoadExpression>DragMath - Velg uttykksfil som skal lastes</LoadExpression>\r
+ <SaveExpression>DragMath - Velg hvor du vil lagre uttrykket</SaveExpression>\r
+ <EnterRows>Angi antall rader i matrisen</EnterRows>\r
+ <EnterColumns>Ange antall kolonner i matrisen</EnterColumns>\r
+ <MatrixDim>Matrisedimmensjoner</MatrixDim>\r
+ <NoCut>Ingenting er valgt for utklipp</NoCut>\r
+ <NoPaste>Ingenting å lime inn</NoPaste>\r
+ <NoBox>Ingen boks valgt for å lime inn i</NoBox>\r
+ <NoCopy>Ingenting valgt for kopiering</NoCopy>\r
+ <Copied>Kopiert</Copied>\r
+ <ReadingData>Feil ved lesning av output data</ReadingData>\r
+ <Clipboard>Uttrykket er eksportert til utklippstavlen</Clipboard>\r
+ <NoExpression>Inget uttrykk å omforme</NoExpression>\r
+ <NoCustom>Ingen formatfil har blitt lastet ennå</NoCustom>\r
+ <ImageSize>Velg bildestørrelse 1-10 (Minst-Størst)</ImageSize>\r
+ \r
+ <!-- Tooltips for buttons -->\r
+ <Multiply>Multiplikasjon</Multiply>\r
+ <Divide>Divisjon</Divide> \r
+ <Add>Addisjon</Add> \r
+ <Subtract>Subtraksjon</Subtract> \r
+ <Comma>Komma</Comma> \r
+ <PlusMinus>Plusss-Minus</PlusMinus>\r
+ <SquareRoot>Kvadratrot</SquareRoot> \r
+ <NthRoot>N-te rot</NthRoot> \r
+ <Power>Eksponent</Power> \r
+ <Subscript>Indeks</Subscript> \r
+ <Matrix>Matrise</Matrix> \r
+ <Integral>Integrasjon</Integral>\r
+ <Differential>Derivasjon</Differential>\r
+ <LessThan>mindre enn</LessThan> \r
+ <GreaterThan>større enn</GreaterThan> \r
+ <LTEQ>mindre enn eller lik</LTEQ> \r
+ <GTEQ>større enn eller lik</GTEQ>\r
+ <Equals>lik</Equals>\r
+ <NotEqual>Ulik</NotEqual>\r
+ <Union>Union</Union> \r
+ <Intersection>Snitt</Intersection> \r
+ <Subset>Inneholdt i</Subset> \r
+ <SubsetEq>Inneholdt i eller lik</SubsetEq> \r
+ <NSubset>Ikke inneholdt i</NSubset> \r
+ <NSubsetEq>Ikke inneholdt i eller lik</NSubsetEq> \r
+ <Sine>Sinus</Sine> \r
+ <Cosine>Cosinus</Cosine> \r
+ <Tangent>Tangens</Tangent> \r
+ <ArcSine>Invers Sinus</ArcSine> \r
+ <ArcCosine>Invers Cosinus</ArcCosine> \r
+ <ArcTangent>Invers Tangens</ArcTangent> \r
+ <SineH>Hyperbolsk Sinus</SineH> \r
+ <CosineH>Hyperbolsk Cosinus</CosineH> \r
+ <TanH>Hyperbolsk Tangens</TanH> \r
+ <ArcSineH>Invers Hyperbolsk Sinus</ArcSineH> \r
+ <ArcCosineH>Invers Hyperbolsk Cosinus</ArcCosineH> \r
+ <ArcTanH>Invers Hyperbolsk Tangens</ArcTanH> \r
+ <Logarithm>Logaritme</Logarithm>\r
+ <NaturalLogarithm>Naturlig Logaritme</NaturalLogarithm> \r
+ <Exp>Eksponetialfunksjon</Exp> \r
+ <UMinus>Minus</UMinus> \r
+ <BracketsRnd>rund parentes</BracketsRnd> \r
+ <BracketsCurl>klammeparentes</BracketsCurl> \r
+ <BracketsSq>hakeparentes</BracketsSq> \r
+ <Abs>Absoluttverdi</Abs> \r
+ <Infinity>Uendelig</Infinity>\r
+ <GreekLetter>Gresk bokstav</GreekLetter> \r
+ <Factorial>Faktorial</Factorial> \r
+ <Max>Maksimum av en mengde</Max> \r
+ <Min>Minimum av en mengde</Min> \r
+ <Assignment>Tilordning</Assignment>\r
+ <Function>Ukjent funksjon</Function> \r
+ <Determinant>Determinant</Determinant>\r
+ <Trace>Spor</Trace>\r
+ <DefiniteIntegral>Bestemt integral</DefiniteIntegral>\r
+ <Product>Produkt</Product>\r
+ <Sum>Sum</Sum>\r
+ <Limit>Grenseverdi</Limit>\r
+ <Evaluate>Beregn et uttrykk i et punkt</Evaluate>\r
+ <LeftArrow>Venstrepil</LeftArrow> \r
+ <RightArrow>Høyrepil</RightArrow> \r
+ <UpArrow>Oppoverpil</UpArrow> \r
+ <DownArrow>Nedoverpil</DownArrow> \r
+ <LeftDblArrow>Dobbel venstrepil</LeftDblArrow> \r
+ <RightDblArrow>Dobbel høyrepil</RightDblArrow> \r
+ <LeftRightArrow>Venstre-høyre-pil</LeftRightArrow> \r
+ <LeftRightDblArrow>Dobbel venstre-høyre-pil</LeftRightDblArrow> \r
+ <NorthEastArrow>Nordøst-pil</NorthEastArrow> \r
+ <SouthEastArrow>Sørøst-pil</SouthEastArrow> \r
+ <NorthWestArrow>Nordøst-pil</NorthWestArrow> \r
+ <SouthWestArrow>Sørvest-pil</SouthWestArrow>\r
+ <Multiply2>Multiplikasjon</Multiply2>\r
+ <Divide2>Divisjon</Divide2>\r
+ <Equiv>Ekvivalens</Equiv>\r
+ <Exists>Eksisterer</Exists>\r
+ <ForAll>For alle</ForAll>\r
+ <IsIn>Element i</IsIn>\r
+ <NotExists>Eksisterer ikke</NotExists>\r
+ <NotIn>Ikke element i</NotIn>\r
+ <SimEq>Asymptotisk ekvivalent med</SimEq>\r
+ <Or>Eller</Or>\r
+ <And>Og</And>\r
+ <Not>Ikke</Not>\r
+ <PartialDifferential>Partiell derivert</PartialDifferential>\r
+ \r
+ <!-- Tooltips for command buttons -->\r
+ <OpenButton>Last uttrykk fra en fil</OpenButton>\r
+ <SaveButton>Lagre uttrykk til fil</SaveButton>\r
+ <ExportButton>Eksporter uttrykk til utklippstavlen</ExportButton>\r
+ <UndoButton>Angre</UndoButton>\r
+ <RedoButton>Gjør om</RedoButton>\r
+ <CutButton>Klipp ut</CutButton>\r
+ <CopyButton>Kopier</CopyButton>\r
+ <PasteButton>Lim inn</PasteButton>\r
+ <ClearButton>Rens hele arbeidsområdet</ClearButton>\r
+ <SelectButton>Velg hele arbeidsområdet</SelectButton>\r
+ <LoadFormatButton>Last en eksportformatfil</LoadFormatButton>\r
+ <LoadLangButton>Last en språkfil</LoadLangButton>\r
+ <ShowTreeButton>Vis uttykkstre</ShowTreeButton>\r
+ <OutlineButton>Vis innholdsblokk for uttykkene i arbeidsområdet</OutlineButton>\r
+ <OnlineHelpButton>Åpne hjelpefiler i nettleseren</OnlineHelpButton>\r
+ <AboutButton>Om DragMath</AboutButton>\r
+ \r
+ <!-- Menu -->\r
+ <FileMenu>Fil</FileMenu>\r
+ <OpenMenu>Åpne...</OpenMenu>\r
+ <SaveAsMenu>Lagre som...</SaveAsMenu>\r
+ <ExportMenu>Eksporter til utklippstavlen</ExportMenu>\r
+ <ImageMenu>Eksporter til bilde</ImageMenu>\r
+ \r
+ <EditMenu>Rediger</EditMenu>\r
+ <UndoMenu>Angre</UndoMenu>\r
+ <RedoMenu>Gjør om</RedoMenu>\r
+ <CutMenu>Klipp ut</CutMenu>\r
+ <CopyMenu>Kopier</CopyMenu>\r
+ <PasteMenu>Lim inn</PasteMenu>\r
+ <ClearMenu>Rens arbeidsområdet</ClearMenu>\r
+ <SelectMenu>Velg alle</SelectMenu>\r
+ \r
+ <OptionsMenu>Alternativer</OptionsMenu>\r
+ <SetExportMenu>Velg eksportformat</SetExportMenu>\r
+ <SetLanguageMenu>Velg språk</SetLanguageMenu>\r
+ <MultMenu>Implicit Multiplication</MultMenu>\r
+ \r
+ <HelpMenu>Hjelp</HelpMenu>\r
+ <DebugMenu>Debug</DebugMenu>\r
+ <TreeMenu>Vis uttykkstre</TreeMenu>\r
+ <OutlineMenu>Vis innholdsblokk</OutlineMenu>\r
+ <OnlineHelpMenu>Online Hjelp</OnlineHelpMenu>\r
+ <AboutMenu>Om DragMath</AboutMenu>\r
+ \r
+ \r
+</Language>\r
--- /dev/null
+<?xml version="1.0" encoding="UTF-8"?>\r
+\r
+<!--\r
+ Document : pl.xml\r
+ Created on : 30 July 2007, 15:43\r
+ Author : Alex Billingsley \r
+ Translator : Agnieszka Herczak-Ciara\r
+ Description:\r
+ Purpose of the document follows.\r
+-->\r
+\r
+<Language>\r
+ \r
+ <!-- Error Messages --> \r
+ <ReadingFile>Błąd wczytania pliku: Sprawdź format pliku</ReadingFile> \r
+ <ReadingFile2>Błąd wczytania pliku</ReadingFile2> \r
+ <LoadingExp>Błąd wczytania wyrażenia</LoadingExp>\r
+ <SavingExp>Błąd zapisu wyrażenia</SavingExp>\r
+ <Cut>Nie można wyciąć</Cut>\r
+ <Copy>Nie można skopiować</Copy>\r
+ <Tree>Nie można wyświetlić drzewa</Tree>\r
+ <Action>Działanie nie może zostać zakończone</Action>\r
+ <AddMatrix>Nie można dodać macierzy w tym miejscu</AddMatrix>\r
+ <Operator>Brakujący operator na pozycji</Operator>\r
+ <Argument>Brakujący argument na pozycji</Argument>\r
+ <Image>Error: Cannot export to image. Check internet connection and access to http://www.mathtran.org</Image>\r
+ \r
+ <!-- Status Bar Messages --> \r
+ <ParseExp>Błąd parsowania wyrażenia</ParseExp>\r
+ <LoadExpression>DragMath -Wybierz plik do wczytania</LoadExpression>\r
+ <SaveExpression>DragMath - Wybierz lokalizację zapisu</SaveExpression>\r
+ <EnterRows>Wprowadź liczbę wierszy macierzy</EnterRows>\r
+ <EnterColumns>Wprowadź liczbę kolumn macierzy</EnterColumns>\r
+ <MatrixDim>Wymiar macierzy</MatrixDim>\r
+ <NoCut>Nie zaznaczono nic do wycięcia</NoCut>\r
+ <NoPaste>Brak elementów do wklejenia</NoPaste>\r
+ <NoBox>Nie wybrano nic do wklejenia</NoBox>\r
+ <NoCopy>Nie wybrano nic do skopiowania</NoCopy>\r
+ <Copied>Skopiowane</Copied>\r
+ <ReadingData>Błąd wczytania danych</ReadingData>\r
+ <Clipboard>Eksport wyrażenia do schowka</Clipboard>\r
+ <NoExpression>Brak wyrażenia do konwersji</NoExpression>\r
+ <NoFormat>Nie wybrano żadnego formatu </NoFormat>\r
+ <ImageSize>Choose the image size 1-10 (Smallest-Largest)</ImageSize>\r
+ \r
+ <!-- Tooltips for math buttons -->\r
+ <Multiply>Mnożenie</Multiply>\r
+ <Divide>Ułamek</Divide> \r
+ <Add>Dodawanie</Add> \r
+ <Subtract>Odejmowanie</Subtract> \r
+ <Comma>Przecinek dziesiętny</Comma>\r
+ <PlusMinus>Plus-Minus</PlusMinus>\r
+ <SquareRoot>Pierwiastek kwadratowy</SquareRoot> \r
+ <NthRoot>Pierwiastek n-tego stopnia</NthRoot> \r
+ <Power>Indeks górny</Power> \r
+ <Subscript>Indeks dolny</Subscript> \r
+ <Matrix>Macierz</Matrix> \r
+ <Integral>Całka nieoznaczona</Integral>\r
+ <Differential>Różniczkowanie</Differential>\r
+ <LessThan>Mniejsze niż</LessThan> \r
+ <GreaterThan>Większe niż</GreaterThan> \r
+ <LTEQ>Mniejsze lub równe</LTEQ> \r
+ <GTEQ>Większe lub równe</GTEQ>\r
+ <Equals>Równe</Equals>\r
+ <NotEqual>Nie równe</NotEqual> \r
+ <Union>Suma</Union> \r
+ <Intersection>Iloczyn </Intersection> \r
+ <Subset>Zawiera się</Subset> \r
+ <SubsetEq>Zawiera się lub jest równy</SubsetEq> \r
+ <NSubset>Nie zawiera się</NSubset> \r
+ <NSubsetEq>Nie zawiera się i nie jest równy</NSubsetEq> \r
+ <Sine>sin (sinus)</Sine> \r
+ <Cosine>cos (cosinus)</Cosine> \r
+ <Tangent>tg (tangens)</Tangent> \r
+ <ArcSine>arcsin (arcus sinus)</ArcSine> \r
+ <ArcCosine>arccos (arcus cosinus)</ArcCosine> \r
+ <ArcTangent>arctg (arcus tangens)</ArcTangent> \r
+ <SineH>sinh (sinus hiperboliczny)</SineH> \r
+ <CosineH>cosh (cosinus hiperboliczny)</CosineH> \r
+ <TanH>tgh (tangens hiperboliczny)</TanH> \r
+ <ArcSineH>arcsinh (arcus sinus hiperboliczny)</ArcSineH> \r
+ <ArcCosineH>arccosh (arcus cosinus hiperboliczny)</ArcCosineH> \r
+ <ArcTanH>arctgh (arcus tangens hiperboliczny)</ArcTanH> \r
+ <Logarithm>Logarytm</Logarithm>\r
+ <NaturalLogarithm>Logarytm naturalny</NaturalLogarithm> \r
+ <Exp>Exp (Funkcja eksponencjalna)</Exp> \r
+ <UMinus>Minus</UMinus> \r
+ <BracketsRnd>Nawiasy okrągłe</BracketsRnd> \r
+ <BracketsCurl>Nawiasy klamrowe</BracketsCurl> \r
+ <BracketsSq>Nawiasy kwadratowe</BracketsSq> \r
+ <Abs>Wartość bezwzględna</Abs> \r
+ <Infinity>Nieskończoność</Infinity>\r
+ <GreekLetter>Greckie litery</GreekLetter> \r
+ <Factorial>Silnia</Factorial> \r
+ <Max>Maksimum</Max> \r
+ <Min>Minimum</Min> \r
+ <Assignment>Przypisanie</Assignment>\r
+ <Function>Funkcja</Function> \r
+ <Determinant>Wyznacznik macierzy</Determinant>\r
+ <Trace>Ślad macierzy</Trace>\r
+ <DefiniteIntegral>Całka oznaczona</DefiniteIntegral>\r
+ <Product>Iloczyn </Product>\r
+ <Sum>Suma</Sum>\r
+ <Limit>Granica</Limit>\r
+ <Evaluate>Wartość wyrażenia w punkcie</Evaluate>\r
+ <LeftArrow>Left arrow</LeftArrow> \r
+ <RightArrow>Right arrow</RightArrow> \r
+ <UpArrow>Up arrow</UpArrow> \r
+ <DownArrow>Down arrow</DownArrow> \r
+ <LeftDblArrow>Left double arrow</LeftDblArrow> \r
+ <RightDblArrow>Right double arrow</RightDblArrow> \r
+ <LeftRightArrow>Left-Right arrow</LeftRightArrow> \r
+ <LeftRightDblArrow>Left-Right double arrow</LeftRightDblArrow> \r
+ <NorthEastArrow>North-East arrow</NorthEastArrow> \r
+ <SouthEastArrow>South-East arrow</SouthEastArrow> \r
+ <NorthWestArrow>North-West arrow</NorthWestArrow> \r
+ <SouthWestArrow>South-West arrow</SouthWestArrow>\r
+ <Multiply2>Multiplication</Multiply2>\r
+ <Divide2>Division</Divide2>\r
+ <Equiv>Equivalence</Equiv>\r
+ <Exists>There Exists</Exists>\r
+ <ForAll>For All</ForAll>\r
+ <IsIn>Element Of</IsIn>\r
+ <NotExists>There Does Not Exist</NotExists>\r
+ <NotIn>Not An Element Of</NotIn>\r
+ <SimEq>Asymptotically Equivalent To</SimEq>\r
+ <Or>Or</Or>\r
+ <And>And</And>\r
+ <Not>Not</Not>\r
+ <PartialDifferential>Partial Differential</PartialDifferential>\r
+ \r
+ <!-- Tooltips for command buttons -->\r
+ <OpenButton>Wczytaj wyrażenie z pliku</OpenButton>\r
+ <SaveButton>Zapisz wyrażenie do pliku</SaveButton>\r
+ <ExportButton>Eksportuj wyrażenie do schowka</ExportButton>\r
+ <UndoButton>Cofnij</UndoButton>\r
+ <RedoButton>Ponów</RedoButton>\r
+ <CutButton>Wytnij</CutButton>\r
+ <CopyButton>Kopiuj</CopyButton>\r
+ <PasteButton>Wklej</PasteButton>\r
+ <ClearButton>Wyczyść wszystko</ClearButton>\r
+ <SelectButton>Zaznacz wszystko</SelectButton>\r
+ <LoadFormatButton>Wczytaj format pliku do eksportu</LoadFormatButton>\r
+ <LoadLangButton>Wczytaj plik językowy</LoadLangButton>\r
+ <ShowTreeButton>Pokaż strukturę drzewiastą wyrażenia</ShowTreeButton>\r
+ <OutlineButton>Display outline of objects on workspace</OutlineButton>\r
+ <OnlineHelpButton>Pomoc online</OnlineHelpButton>\r
+ <AboutButton>O DragMath</AboutButton>\r
+ \r
+ <!-- Menu -->\r
+ <FileMenu>Plik</FileMenu>\r
+ <OpenMenu>Otwórz ...</OpenMenu>\r
+ <SaveAsMenu>Zapisz jako ...</SaveAsMenu>\r
+ <ExportMenu>Eksportuj do schowka</ExportMenu>\r
+ <ImageMenu>Export to image</ImageMenu>\r
+ \r
+ <EditMenu>Edycja</EditMenu>\r
+ <UndoMenu>Cofnij</UndoMenu>\r
+ <RedoMenu>Ponów</RedoMenu>\r
+ <CutMenu>Wytnij</CutMenu>\r
+ <CopyMenu>Kopiuj</CopyMenu>\r
+ <PasteMenu>Wklej</PasteMenu>\r
+ <ClearMenu>Wyczyść wszystko</ClearMenu>\r
+ <SelectMenu>Zaznacz wszystko</SelectMenu>\r
+ \r
+ <OptionsMenu>Opcje</OptionsMenu>\r
+ <SetExportMenu>Wybierz format (Latex,MathML,...)</SetExportMenu>\r
+ <SetLanguageMenu>Wybierz język (pl,eng...)</SetLanguageMenu>\r
+ <MultMenu>Implicit Multiplication</MultMenu>\r
+ \r
+ <HelpMenu>Pomoc</HelpMenu>\r
+ <DebugMenu>Debug</DebugMenu>\r
+ <TreeMenu>Pokaż drzewo wyrażenia</TreeMenu>\r
+ <OutlineMenu>Outline</OutlineMenu>\r
+ <OnlineHelpMenu>Pomoc Online</OnlineHelpMenu>\r
+ <AboutMenu>O programie DragMath</AboutMenu>\r
+ \r
+</Language>\r
--- /dev/null
+<?xml version="1.0" encoding="UTF-8"?>\r
+\r
+<!--\r
+ Document : pt-br.xml\r
+ Created on : 27th February 2008, 15:56\r
+ Author : Mauricio Chamati\r
+ Description:\r
+ Purpose of the document follows.\r
+-->\r
+\r
+<Language>\r
+ \r
+ <!-- Error Messages --> \r
+ <ReadingFile>Erro lendo arquivo: Verifique se o arquivo é válido</ReadingFile> \r
+ <ReadingFile2>Erro lendo arquivo: </ReadingFile2> \r
+ <LoadingExp>Erro carregando expressão salva</LoadingExp>\r
+ <SavingExp>Erro salvando expressão</SavingExp>\r
+ <Cut>Seleção não pode ser recortada: </Cut>\r
+ <Copy>Seleção não pode ser copiada: </Copy>\r
+ <Tree>Árvore não pode ser mostrada: </Tree>\r
+ <Action>Ação não pode ser completada: </Action>\r
+ <AddMatrix>Matriz não pode ser adicionada neste local</AddMatrix>\r
+ <Operator>Operador faltando na posição </Operator>\r
+ <Argument>Argumento do operador faltando na posição </Argument>\r
+ <Image>Erro: Não é possível exportar para imagem. Verifique sua conexão com a internet e acesse http://www.mathtran.org</Image>\r
+ \r
+ <!-- Status Bar Messages --> \r
+ <ParseExp>Expressão não pode ser analisada</ParseExp>\r
+ <LoadExpression>DragMath - Escolha uma expressão em arquivo para ser carregada</LoadExpression>\r
+ <SaveExpression>DragMath - Escolha o local para salvar a expressão</SaveExpression>\r
+ <EnterRows>Informe o número de linhas da matriz</EnterRows>\r
+ <EnterColumns>Informe o número de colunas da matriz</EnterColumns>\r
+ <MatrixDim>Dimensões da Matriz</MatrixDim>\r
+ <NoCut>Nada selecionado para recortar</NoCut>\r
+ <NoPaste>Nada para colar</NoPaste>\r
+ <NoBox>Nenhuma caixa selecionada para colar dentro</NoBox>\r
+ <NoCopy>Nada selecionado para copiar</NoCopy>\r
+ <Copied>Copiado</Copied>\r
+ <ReadingData>Erro lendo dados externos</ReadingData>\r
+ <Clipboard>Expressão exportada para a área de transferência</Clipboard>\r
+ <NoExpression>Nenhuma expressão para converter</NoExpression>\r
+ <NoFormat>Nenhum formato de arquivo foi carregado ainda</NoFormat>\r
+ <ImageSize>Escolha o tamanho da imagem de 1-10 (Menor-Maior)</ImageSize>\r
+ \r
+ <!-- Tooltips for math buttons -->\r
+ <Multiply>Multiplicação</Multiply>\r
+ <Divide>Divisão</Divide> \r
+ <Add>Adição</Add> \r
+ <Subtract>Subtração</Subtract> \r
+ <Comma>Vírgula</Comma>\r
+ <PlusMinus>Mais-Menos</PlusMinus>\r
+ <SquareRoot>Raiz Quadrada</SquareRoot> \r
+ <NthRoot>Raiz de N</NthRoot> \r
+ <Power>Sobrescrito</Power> \r
+ <Subscript>Subscrito</Subscript> \r
+ <Matrix>Matriz</Matrix> \r
+ <Integral>Integral</Integral>\r
+ <Differential>Diferencial</Differential>\r
+ <LessThan>Menor Que</LessThan> \r
+ <GreaterThan>Maior Que</GreaterThan> \r
+ <LTEQ>Menor Que ou Igual A</LTEQ> \r
+ <GTEQ>Maior Que ou Igual A</GTEQ>\r
+ <Equals>Igual</Equals>\r
+ <NotEqual>Diferente</NotEqual> \r
+ <Union>União</Union> \r
+ <Intersection>Intersecção</Intersection> \r
+ <Subset>Subconjunto</Subset> \r
+ <SubsetEq>Subconjunto ou Igual A</SubsetEq> \r
+ <NSubset>Não é Subconjunto</NSubset> \r
+ <NSubsetEq>Não é Subconjunto ou Igual A</NSubsetEq> \r
+ <Sine>Seno</Sine> \r
+ <Cosine>Cosseno</Cosine> \r
+ <Tangent>Tangente</Tangent> \r
+ <ArcSine>Arco-Seno</ArcSine> \r
+ <ArcCosine>Arco-Cosseno</ArcCosine> \r
+ <ArcTangent>Arco-Tangente</ArcTangent> \r
+ <SineH>Seno Hiperbólico</SineH> \r
+ <CosineH>Cosseno Hiperbólico</CosineH> \r
+ <TanH>Tangente Hiperbólica</TanH> \r
+ <ArcSineH>Arco-Seno Hiperbólico</ArcSineH> \r
+ <ArcCosineH>Arco-Cosseno Hiperbólico</ArcCosineH> \r
+ <ArcTanH>Arco-Tangente Hiperbólico</ArcTanH> \r
+ <Logarithm>Logaritmo</Logarithm>\r
+ <NaturalLogarithm>Logaritmo Neperiano</NaturalLogarithm> \r
+ <Exp>Função Exponencial</Exp> \r
+ <UMinus>Menos</UMinus> \r
+ <BracketsRnd>Parênteses</BracketsRnd> \r
+ <BracketsCurl>Chaves</BracketsCurl> \r
+ <BracketsSq>Colchetes</BracketsSq> \r
+ <Abs>Valor Absoluto</Abs> \r
+ <Infinity>Infinito</Infinity>\r
+ <GreekLetter>Letra Grega</GreekLetter> \r
+ <Factorial>Fatorial</Factorial> \r
+ <Max>Máximo de um conjunto</Max> \r
+ <Min>Mínimo de um conjunto</Min> \r
+ <Assignment>Atribuição</Assignment>\r
+ <Function>Função desconhecida</Function> \r
+ <Determinant>Determinante</Determinant>\r
+ <Trace>Traço</Trace>\r
+ <DefiniteIntegral>Integral Definida</DefiniteIntegral>\r
+ <Product>Produto</Product>\r
+ <Sum>Soma</Sum>\r
+ <Limit>Limite</Limit>\r
+ <Evaluate>Determina uma expressão num ponto</Evaluate>\r
+ <LeftArrow>Seta para esquerda</LeftArrow> \r
+ <RightArrow>Seta para direita</RightArrow> \r
+ <UpArrow>Seta para cima</UpArrow> \r
+ <DownArrow>Seta para baixo</DownArrow> \r
+ <LeftDblArrow>Seta dupla para esquerda</LeftDblArrow> \r
+ <RightDblArrow>Seta dupla para direita</RightDblArrow> \r
+ <LeftRightArrow>Seta para Esquerda-Direita</LeftRightArrow> \r
+ <LeftRightDblArrow>Seta dupla para Esquerda-Direita</LeftRightDblArrow> \r
+ <NorthEastArrow>Seta para Nordeste</NorthEastArrow> \r
+ <SouthEastArrow>Seta para Sudeste</SouthEastArrow> \r
+ <NorthWestArrow>Seta para Noroeste</NorthWestArrow> \r
+ <SouthWestArrow>Seta para Sudoeste</SouthWestArrow>\r
+ <Multiply2>Multiplicação</Multiply2>\r
+ <Divide2>Divisão</Divide2>\r
+ <Equiv>Equivalência</Equiv>\r
+ <Exists>Existe</Exists>\r
+ <ForAll>Para Todos</ForAll>\r
+ <IsIn>Elemento De</IsIn>\r
+ <NotExists>Não Existe</NotExists>\r
+ <NotIn>Não É Um Elemento De</NotIn>\r
+ <SimEq>Assintoticamente Equivalente A</SimEq>\r
+ <Or>Ou</Or>\r
+ <And>E</And>\r
+ <Not>Não</Not>\r
+ <PartialDifferential>Diferencial Parcial</PartialDifferential>\r
+ \r
+ <!-- Tooltips for command buttons -->\r
+ <OpenButton>Carregar expressão de um arquivo</OpenButton>\r
+ <SaveButton>Salvar expressão em arquivo</SaveButton>\r
+ <ExportButton>Exportar expressão para área de transferência</ExportButton>\r
+ <UndoButton>Desfazer</UndoButton>\r
+ <RedoButton>Refazer</RedoButton>\r
+ <CutButton>Recortar</CutButton>\r
+ <CopyButton>Copiar</CopyButton>\r
+ <PasteButton>Colar</PasteButton>\r
+ <ClearButton>Limpar toda a área de trabalho</ClearButton>\r
+ <SelectButton>Selecionar toda a área de trabalho</SelectButton>\r
+ <LoadFormatButton>Carregar um formato de exportação</LoadFormatButton>\r
+ <LoadLangButton>Carregar um arquivo de idioma</LoadLangButton>\r
+ <ShowTreeButton>Mostrar estrutura em árvore da expressão</ShowTreeButton>\r
+ <OutlineButton>Mostrar contorno dos objetos da área de trabalho</OutlineButton>\r
+ <OnlineHelpButton>Carregar documentos de ajuda no navegador</OnlineHelpButton>\r
+ <AboutButton>Sobre DragMath</AboutButton>\r
+ \r
+ <!-- Menu -->\r
+ <FileMenu>Arquivo</FileMenu>\r
+ <OpenMenu>Abrir...</OpenMenu>\r
+ <SaveAsMenu>Salvar Como...</SaveAsMenu>\r
+ <ExportMenu>Exportar para área de transferência</ExportMenu>\r
+ <ImageMenu>Exportar para imagem</ImageMenu>\r
+ \r
+ <EditMenu>Editar</EditMenu>\r
+ <UndoMenu>Desfazer</UndoMenu>\r
+ <RedoMenu>Refazer</RedoMenu>\r
+ <CutMenu>Recortar</CutMenu>\r
+ <CopyMenu>Copiar</CopyMenu>\r
+ <PasteMenu>Colar</PasteMenu>\r
+ <ClearMenu>Limpar a área de trabalho</ClearMenu>\r
+ <SelectMenu>Selecionar Tudo</SelectMenu>\r
+ \r
+ <OptionsMenu>Opções</OptionsMenu>\r
+ <SetExportMenu>Escolher formato de exportação</SetExportMenu>\r
+ <SetLanguageMenu>Escolher idioma</SetLanguageMenu>\r
+ <MultMenu>Implicit Multiplication</MultMenu>\r
+ \r
+ <HelpMenu>Ajuda</HelpMenu>\r
+ <DebugMenu>Debugar</DebugMenu>\r
+ <TreeMenu>Mostrar árvore de expressão</TreeMenu>\r
+ <OutlineMenu>Mostrar contorno</OutlineMenu>\r
+ <OnlineHelpMenu>Ajuda Online</OnlineHelpMenu>\r
+ <AboutMenu>Sobre DragMath</AboutMenu>\r
+ \r
+</Language>\r
--- /dev/null
+<?xml version="1.0" encoding="Windows-1251"?>\r
+\r
+<!--\r
+ Document : ru.xml\r
+ Created on : 19 December 2007, 15:43\r
+ Author : Sedletskiy Nikolay\r
+ Description:\r
+ Purpose of the document follows.\r
+-->\r
+\r
+<Language>\r
+ \r
+ <!-- Error Messages --> \r
+ <ReadingFile>Îøèáêà ôîðìàòà ôàéëà: Ïðîâåðüòå ïðàâèëüíîñòü óêàçàííîãî ôàéëà</ReadingFile> \r
+ <ReadingFile2>Îøèáêà çàãðóçêè ôîðìàòà ôàéëà: </ReadingFile2> \r
+ <LoadingExp>Îøèáêà çàãðóçêè ñîõðàíåííîãî âûðàæåíèÿ</LoadingExp>\r
+ <SavingExp>Îøèáêà ñîõðàíåíèÿ âûðàæåíèÿ</SavingExp>\r
+ <Cut>Íåâîçìîæíî âûðåçàòü âûáðàííîå: </Cut>\r
+ <Copy>Íåâîçìîæíî êîïèðîâàòü âûáðàííîå: </Copy>\r
+ <Tree>Íåâîçìîæíî îòîáðàçèòü äåðåâî: </Tree>\r
+ <Action>Äåéñòâèå íå ìîæåò áûòü âûïîëíåííî: </Action>\r
+ <AddMatrix>Íåâîçìîæíî äàáàâèòü Ìàòðèöó â óêàçàííîå ìåñòî</AddMatrix>\r
+ <Operator>Îòñóòâòâóåò Îïåðàòîð íà ïîçèöèè </Operator>\r
+ <Argument>Îòñóòñòâóåò àðãóìåíò îïåðàòîðà íà ïîçèöèè </Argument>\r
+ <Image>Error: Cannot export to image. Check internet connection and access to http://www.mathtran.org</Image>\r
+ \r
+ <!-- Status Bar Messages --> \r
+ <ParseExp>Íåâîçìîæåí ðàçáîð âûðàæåíèÿ</ParseExp>\r
+ <LoadExpression>DragMath - Âûáåðèòå ôàéë âûðàæåíèÿ äëÿ çàãðóçêè</LoadExpression>\r
+ <SaveExpression>DragMath - Âûáåðèòå ìåñòîïîëîæåíèå äëÿ ñîõðàíåíèÿ âûðàæåíèÿ</SaveExpression>\r
+ <EnterRows>Ââåäèòå êîëè÷åñòâî ñòðîê â ìàòðèöå</EnterRows>\r
+ <EnterColumns>Ââåäèòå êîëè÷åñòâî ñòîëáöåâ â ìàòðèöå</EnterColumns>\r
+ <MatrixDim>Ðàçìåð Ìàòðèöû</MatrixDim>\r
+ <NoCut>Íè÷åãî íå âûáðàííî ÷òîáû âûðåçàòü</NoCut>\r
+ <NoPaste>Íå÷åãî âñòàâëÿòü</NoPaste>\r
+ <NoBox>Íå âûáðàí áëîê äëÿ âñòàâêè</NoBox>\r
+ <NoCopy>Íè÷åãî íå âûáðàíî äëÿ êîïèðîâàíèÿ</NoCopy>\r
+ <Copied>Ñêîïèðîâàíî</Copied>\r
+ <ReadingData>Îøèáêà ÷òåíèÿ âûõîäíûõ äàííûõ</ReadingData>\r
+ <Clipboard>Âûðàæåíèå ýêñïîðòèðîâàííî â áóôåð îáìåíà</Clipboard>\r
+ <NoExpression>Íåò âûðàæåíèÿ äëÿ êîíâåðòàöèè</NoExpression>\r
+ <NoFormat>Íå çàãðóæåí ôàéë ôîðìàòà </NoFormat>\r
+ <ImageSize>Choose the image size 1-10 (Smallest-Largest)</ImageSize>\r
+ \r
+ <!-- Tooltips for math buttons -->\r
+ <Multiply>Óìíàæåíèå</Multiply>\r
+ <Divide>Äåëåíèå</Divide> \r
+ <Add>Ñëîæåíèå</Add> \r
+ <Subtract>Âû÷èòàíèå</Subtract> \r
+ <Comma>Çàïÿòàÿ</Comma>\r
+ <PlusMinus>Ïëþñ-Ìèíóñ</PlusMinus>\r
+ <SquareRoot>Êâàäðàòíûé Êîðåíü</SquareRoot> \r
+ <NthRoot>N-é Êîðåíü</NthRoot> \r
+ <Power>Âåðõíèé Èíäåêñ</Power> \r
+ <Subscript>Íèæíèé Èíäåêñ</Subscript> \r
+ <Matrix>Ìàòðèöà</Matrix> \r
+ <Integral>Èíòåãðèðîâàíèå</Integral>\r
+ <Differential>Äèôôåðåíöèðîâàíèå</Differential>\r
+ <LessThan>Ìåíüøå</LessThan> \r
+ <GreaterThan>Áîëüøå</GreaterThan> \r
+ <LTEQ>Ìåíüøå èëè Ðàâíî</LTEQ> \r
+ <GTEQ>Áîëüøè èëè Ðàâíî</GTEQ>\r
+ <Equals>Ðàâåíñòâî</Equals>\r
+ <NotEqual>Íåðàâåíñòâî</NotEqual> \r
+ <Union>Îáúåäèíåíèå</Union> \r
+ <Intersection>Ïåðåñå÷åíèå</Intersection> \r
+ <Subset>Ïîäìíîæåñòâî</Subset> \r
+ <SubsetEq>Ïîäìíîæåñòâî èëè Ðàâåíñòâî</SubsetEq> \r
+ <NSubset>Íå Ïîäìíîæåñòâî</NSubset> \r
+ <NSubsetEq>Íå Ïîäìíîæåñòâî èëè Ðàâåíñòâî</NSubsetEq> \r
+ <Sine>Ñèíóñ</Sine> \r
+ <Cosine>Êîñèíóñ</Cosine> \r
+ <Tangent>Tangent</Tangent> \r
+ <ArcSine>Èíâåðñíûé Ñèíóñ</ArcSine> \r
+ <ArcCosine>Èíâåðñíûé Êîñèíóñ</ArcCosine> \r
+ <ArcTangent>Èíâåðñíûé Òàíãåíñ</ArcTangent> \r
+ <SineH>Ãèïåðáîëè÷åñêèé Ñèíóñ</SineH> \r
+ <CosineH>Ãèïåðáîëè÷åñêèé Êîñèíóñ</CosineH> \r
+ <TanH>Ãèïåðáîëè÷åñêèé Òàíãåíñ</TanH> \r
+ <ArcSineH>Èíâåðñíûé Ãèïåðáîëè÷åñêèé Ñèíóñ</ArcSineH> \r
+ <ArcCosineH>Èíâåðñíûé Ãèïåðáîëè÷åñêèé Êîñèíóñ</ArcCosineH> \r
+ <ArcTanH>Èíâåðñíûé Ãèïåðáîëè÷åñêèé Òàíãåíñ</ArcTanH> \r
+ <Logarithm>Ëîãàðèôì</Logarithm>\r
+ <NaturalLogarithm>Íàòóðàëüíûé Ëîãàðèôì</NaturalLogarithm> \r
+ <Exp>Ýêñïîíåíöèàëüíàÿ Ôóíêöèÿ</Exp> \r
+ <UMinus>Ìèíóñ</UMinus> \r
+ <BracketsRnd>Êðóãëûå Ñêîáêè</BracketsRnd> \r
+ <BracketsCurl>Ôèãóðíûå Ñêîáêè</BracketsCurl> \r
+ <BracketsSq>Êâàäðàòíûå Ñêîáêè</BracketsSq> \r
+ <Abs>Ìîäóëü</Abs> \r
+ <Infinity>Áåñêîíåñíîñòü</Infinity>\r
+ <GreekLetter>Ãðå÷åñêàÿ Áóêâà</GreekLetter> \r
+ <Factorial>Ôàêòîðèàë</Factorial> \r
+ <Max>Ìàêñèìóì</Max> \r
+ <Min>Ìèíèìóì</Min> \r
+ <Assignment>Ïðèñâàèâàíèå</Assignment>\r
+ <Function>Íåèçâåñòíàÿ ôóíêöèÿ</Function> \r
+ <Determinant>Äåòåðìèíàíò</Determinant>\r
+ <Trace>Òðàññèðîâêà</Trace>\r
+ <DefiniteIntegral>Îïðåäåë¸ííûé Èíòåãðàë</DefiniteIntegral>\r
+ <Product>Ïðîèçâåäåíèå</Product>\r
+ <Sum>Ñóììèðîâàíèå</Sum>\r
+ <Limit>Ïðåäåë</Limit>\r
+ <Evaluate>Âû÷èñëèòü âûðàæåíèå â òî÷êå</Evaluate>\r
+ <LeftArrow>Left arrow</LeftArrow> \r
+ <RightArrow>Right arrow</RightArrow> \r
+ <UpArrow>Up arrow</UpArrow> \r
+ <DownArrow>Down arrow</DownArrow> \r
+ <LeftDblArrow>Left double arrow</LeftDblArrow> \r
+ <RightDblArrow>Right double arrow</RightDblArrow> \r
+ <LeftRightArrow>Left-Right arrow</LeftRightArrow> \r
+ <LeftRightDblArrow>Left-Right double arrow</LeftRightDblArrow> \r
+ <NorthEastArrow>North-East arrow</NorthEastArrow> \r
+ <SouthEastArrow>South-East arrow</SouthEastArrow> \r
+ <NorthWestArrow>North-West arrow</NorthWestArrow> \r
+ <SouthWestArrow>South-West arrow</SouthWestArrow>\r
+ <Multiply2>Multiplication</Multiply2>\r
+ <Divide2>Division</Divide2>\r
+ <Equiv>Equivalence</Equiv>\r
+ <Exists>There Exists</Exists>\r
+ <ForAll>For All</ForAll>\r
+ <IsIn>Element Of</IsIn>\r
+ <NotExists>There Does Not Exist</NotExists>\r
+ <NotIn>Not An Element Of</NotIn>\r
+ <SimEq>Asymptotically Equivalent To</SimEq>\r
+ <Or>Or</Or>\r
+ <And>And</And>\r
+ <Not>Not</Not>\r
+ <PartialDifferential>Partial Differential</PartialDifferential>\r
+ \r
+ <!-- Tooltips for command buttons -->\r
+ <OpenButton>Çàãðóçèòü âûðàæåíèå èç ôàéëà</OpenButton>\r
+ <SaveButton>Ñîõðàíèòü âûðàæåíèå â ôàéë</SaveButton>\r
+ <ExportButton>Ýêñïîðòèðîâàòü âûðàæåíèå â áóôåð îáìåíà</ExportButton>\r
+ <UndoButton>Îòìåíèòü</UndoButton>\r
+ <RedoButton>Ïîâòîðèòü</RedoButton>\r
+ <CutButton>Âûðåçàòü</CutButton>\r
+ <CopyButton>Êîïèðîâàòü</CopyButton>\r
+ <PasteButton>Âñòàâèòü</PasteButton>\r
+ <ClearButton>Î÷èñòèòü ðàáî÷åå ïðîñòðàíñòâî</ClearButton>\r
+ <SelectButton>Âûáðàòü ðàáî÷åå ïðîñòðàíñòâî</SelectButton>\r
+ <LoadFormatButton>Çàãðóçèòü ýêñïîðò ôàéëà ôîðìàòà</LoadFormatButton>\r
+ <LoadLangButton>Çàãðóçèòü ÿçûêîâîé ôàë</LoadLangButton>\r
+ <ShowTreeButton>Ïîêàçàòü äðåâîâèäíóþ ñòðóêòóðó âûðàæåíèÿ</ShowTreeButton>\r
+ <OutlineButton>Ïîêàçàòü î÷åðòàíèå îáúåêòîâ íà ðàáî÷åì ïðîñòðàíñòâå</OutlineButton>\r
+ <OnlineHelpButton>Çàãðóçèòü äîêóìåíò ïîìîùè â âåá-áðàóçåðå</OnlineHelpButton>\r
+ <AboutButton>Î DragMath</AboutButton>\r
+ \r
+ <!-- Menu -->\r
+ <FileMenu>Ôàéë</FileMenu>\r
+ <OpenMenu>Îòêðûòü...</OpenMenu>\r
+ <SaveAsMenu>Ñîõðàíèòü êàê...</SaveAsMenu>\r
+ <ExportMenu>Ýêñïîðòèðîâàòü â áóôåð îáìåíà</ExportMenu>\r
+ <ImageMenu>Export to image</ImageMenu>\r
+ \r
+ <EditMenu>Ïðàâêà</EditMenu>\r
+ <UndoMenu>Îòìåíèòü</UndoMenu>\r
+ <RedoMenu>Ïîâòîðèòü</RedoMenu>\r
+ <CutMenu>Âûðåçàòü</CutMenu>\r
+ <CopyMenu>Êîïèðîâàòü</CopyMenu>\r
+ <PasteMenu>Âûðåçàòü</PasteMenu>\r
+ <ClearMenu>Î÷èñòèòü Ðàáî÷åå Ïðîñòðàíñòâî</ClearMenu>\r
+ <SelectMenu>Âûáðàòü Âñ¸</SelectMenu>\r
+ \r
+ <OptionsMenu>Íàñòðîéêè</OptionsMenu>\r
+ <SetExportMenu>Óñòàíîâèòü ôîðìàò ýêñïîðòà</SetExportMenu>\r
+ <SetLanguageMenu>Óñòàíîâèòü ÿçûê</SetLanguageMenu>\r
+ <MultMenu>Implicit Multiplication</MultMenu>\r
+ \r
+ <HelpMenu>Ïîìîùü</HelpMenu>\r
+ <DebugMenu>Îòëàäêà</DebugMenu>\r
+ <TreeMenu>Ïîêàçàòü äåðåâî âûðàæåíèÿ</TreeMenu>\r
+ <OutlineMenu>Ïîêàçàòü î÷åðòàíèÿ</OutlineMenu>\r
+ <OnlineHelpMenu>Îíëàéí Ïîìîùü</OnlineHelpMenu>\r
+ <AboutMenu>Î DragMath</AboutMenu>\r
+ \r
+</Language>\r
--- /dev/null
+<?xml version="1.0" encoding="UTF-8"?>\r
+\r
+<!--\r
+ Document : en.xml\r
+ Created on : 30 July 2007, 15:43\r
+ Author : Alex Billingsley\r
+ Description:\r
+ Purpose of the document follows.\r
+-->\r
+\r
+<Language>\r
+ \r
+ <!-- Error Messages --> \r
+ <ReadingFile>Fel vid format filläsning: Kolla att filen är giltig</ReadingFile> \r
+ <ReadingFile2>Error loading format file: </ReadingFile2>\r
+ <LoadingExp>Fel vid laddning av sparad uttryck</LoadingExp>\r
+ <SavingExp>Fel vid sparande av uttryck</SavingExp>\r
+ <Cut>Kan inte klippa ut markeringen: </Cut>\r
+ <Copy>Kan inte kopiera markeringen: </Copy>\r
+ <Tree>Kan inte visa trädet: </Tree>\r
+ <Action>Åtgärden kunde inte fullgöras: </Action>\r
+ <AddMatrix>Kan inte lägga till en Matris här</AddMatrix>\r
+ <Operator>Operator saknas vid läge </Operator>\r
+ <Argument>Operatorns variabel (Argument) saknas vid läge </Argument>\r
+ <Image>Error: Cannot export to image. Check internet connection and access to http://www.mathtran.org</Image>\r
+ \r
+ <!-- Status Bar Messages --> \r
+ <ParseExp>Uttrycket kan inte tolkas</ParseExp>\r
+ <ChooseFile>DragMath - Välj en format fil att ladda</ChooseFile>\r
+ <LoadExpression>DragMath - Välj en uttrycksfil att ladda</LoadExpression>\r
+ <SaveExpression>DragMath - Välj var du vill spara uttrycket</SaveExpression>\r
+ <EnterRows>Ange antalet rader i matrisen</EnterRows>\r
+ <EnterColumns>Ange antalet kolumner i matrisen</EnterColumns>\r
+ <MatrixDim>Matris mått</MatrixDim>\r
+ <NoCut>Inget vald att klippa ut</NoCut>\r
+ <NoPaste>Ingeting att klistra in</NoPaste>\r
+ <NoBox>Ingen box vald att klistra in i</NoBox>\r
+ <NoCopy>Inget vald att kopiera</NoCopy>\r
+ <Copied>Kopierad</Copied>\r
+ <ReadingData>Fel vid läsning av output data</ReadingData>\r
+ <Clipboard> uttryck kopierad till minnet</Clipboard>\r
+ <NoExpression>Inget uttryck att omvandla</NoExpression>\r
+ <NoCustom>Ingen format fil har laddats än</NoCustom>\r
+ <ImageSize>Choose the image size 1-10 (Smallest-Largest)</ImageSize>\r
+ \r
+ <!-- Tooltips for buttons -->\r
+ <Multiply>Multiplikation</Multiply>\r
+ <Divide>Division</Divide> \r
+ <Add>Addition</Add> \r
+ <Subtract>Subtraktion</Subtract> \r
+ <Comma>Komma</Comma> \r
+ <PlusMinus>Plus-Minus</PlusMinus>\r
+ <SquareRoot>Kvadratrot</SquareRoot> \r
+ <NthRoot>N-te rot</NthRoot> \r
+ <Power>exponent</Power> \r
+ <Subscript>index</Subscript> \r
+ <Matrix>Matris</Matrix> \r
+ <Integral>Integration</Integral>\r
+ <Differential>Differentiering</Differential>\r
+ <LessThan>mindre än</LessThan> \r
+ <GreaterThan>större än</GreaterThan> \r
+ <LTEQ>mindre än eller lika med</LTEQ> \r
+ <GTEQ>större än eller lika med</GTEQ>\r
+ <Equals>lika med</Equals>\r
+ <NotEqual>Ingen lika med</NotEqual>\r
+ <Union>Union</Union> \r
+ <Intersection>Intersektion</Intersection> \r
+ <Subset>Subset (undergrupp)</Subset> \r
+ <SubsetEq>Subset (undergrupp) eller lika med</SubsetEq> \r
+ <NSubset>Ingen Subset (undergrupp)</NSubset> \r
+ <NSubsetEq>Ingen Subset (undergrupp) eller lika med</NSubsetEq> \r
+ <Sine>Sinus</Sine> \r
+ <Cosine>Cosinus</Cosine> \r
+ <Tangent>Tangens</Tangent> \r
+ <ArcSine>Invers Sinus</ArcSine> \r
+ <ArcCosine>Invers Cosinus</ArcCosine> \r
+ <ArcTangent>Invers Tangens</ArcTangent> \r
+ <SineH>Hyperbolisk Sinus</SineH> \r
+ <CosineH>Hyperbolisk Cosinus</CosineH> \r
+ <TanH>Hyperbolisk Tangens</TanH> \r
+ <ArcSineH>Invers Hyperbolisk Sinus</ArcSineH> \r
+ <ArcCosineH>Invers Hyperbolisk Cosinus</ArcCosineH> \r
+ <ArcTanH>Invers Hyperbolisk Tangens</ArcTanH> \r
+ <Logarithm>Logaritm</Logarithm>\r
+ <NaturalLogarithm>Naturlig Logaritm</NaturalLogarithm> \r
+ <Exp>Exponentiell Funktion</Exp> \r
+ <UMinus>Minus</UMinus> \r
+ <BracketsRnd>rundparentes</BracketsRnd> \r
+ <BracketsCurl>klammerparentes</BracketsCurl> \r
+ <BracketsSq>hakparentes</BracketsSq> \r
+ <Abs>Absolut Värde</Abs> \r
+ <Infinity>oändlighet</Infinity>\r
+ <GreekLetter>Grekisk bokstav</GreekLetter> \r
+ <Factorial>Faktorial</Factorial> \r
+ <Max>Maximum av en mängd</Max> \r
+ <Min>Minimum av en mängd</Min> \r
+ <Assignment>Assignment</Assignment>\r
+ <Function>okänd funktion</Function> \r
+ <Determinant>Determinant</Determinant>\r
+ <Trace>Trace</Trace>\r
+ <DefiniteIntegral>Bestämd Integral</DefiniteIntegral>\r
+ <Product>Produkt</Product>\r
+ <Sum>Summa</Sum>\r
+ <Limit>Gränvärdet</Limit>\r
+ <Evaluate>utvärdera ett uttryck vid en punkt</Evaluate>\r
+ <LeftArrow>Left arrow</LeftArrow> \r
+ <RightArrow>Right arrow</RightArrow> \r
+ <UpArrow>Up arrow</UpArrow> \r
+ <DownArrow>Down arrow</DownArrow> \r
+ <LeftDblArrow>Left double arrow</LeftDblArrow> \r
+ <RightDblArrow>Right double arrow</RightDblArrow> \r
+ <LeftRightArrow>Left-Right arrow</LeftRightArrow> \r
+ <LeftRightDblArrow>Left-Right double arrow</LeftRightDblArrow> \r
+ <NorthEastArrow>North-East arrow</NorthEastArrow> \r
+ <SouthEastArrow>South-East arrow</SouthEastArrow> \r
+ <NorthWestArrow>North-West arrow</NorthWestArrow> \r
+ <SouthWestArrow>South-West arrow</SouthWestArrow>\r
+ <Multiply2>Multiplication</Multiply2>\r
+ <Divide2>Division</Divide2>\r
+ <Equiv>Equivalence</Equiv>\r
+ <Exists>There Exists</Exists>\r
+ <ForAll>For All</ForAll>\r
+ <IsIn>Element Of</IsIn>\r
+ <NotExists>There Does Not Exist</NotExists>\r
+ <NotIn>Not An Element Of</NotIn>\r
+ <SimEq>Asymptotically Equivalent To</SimEq>\r
+ <Or>Or</Or>\r
+ <And>And</And>\r
+ <Not>Not</Not>\r
+ <PartialDifferential>Partial Differential</PartialDifferential>\r
+ \r
+ <!-- Tooltips for command buttons -->\r
+ <OpenButton>Ladda uttryck från en fil</OpenButton>\r
+ <SaveButton>Spara uttryck till fil</SaveButton>\r
+ <ExportButton>Export expression to clipboard</ExportButton>\r
+ <UndoButton>Ångra</UndoButton>\r
+ <RedoButton>Redo</RedoButton>\r
+ <CutButton>Klipp ut</CutButton>\r
+ <CopyButton>Kopiera</CopyButton>\r
+ <PasteButton>klistra in</PasteButton>\r
+ <ClearButton>Clear the entire workspace</ClearButton>\r
+ <SelectButton>Select the entire workspace</SelectButton>\r
+ <LoadFormatButton>Load an export format file</LoadFormatButton>\r
+ <LoadLangButton>Load a language file</LoadLangButton>\r
+ <ShowTreeButton>Visa träd för Uttrycket</ShowTreeButton>\r
+ <OutlineButton>Display outline of objects on workspace</OutlineButton>\r
+ <OnlineHelpButton>Loads help documents in web browser</OnlineHelpButton>\r
+ <AboutButton>Om DragMath</AboutButton>\r
+ \r
+ <!-- Menu -->\r
+ <FileMenu>File</FileMenu>\r
+ <OpenMenu>Open...</OpenMenu>\r
+ <SaveAsMenu>Save As...</SaveAsMenu>\r
+ <ExportMenu>Export to clipboard</ExportMenu>\r
+ <ImageMenu>Export to image</ImageMenu>\r
+ \r
+ <EditMenu>Edit</EditMenu>\r
+ <UndoMenu>Ångra</UndoMenu>\r
+ <RedoMenu>Redo</RedoMenu>\r
+ <CutMenu>Klipp ut</CutMenu>\r
+ <CopyMenu>Kopiera</CopyMenu>\r
+ <PasteMenu>klistra in</PasteMenu>\r
+ <ClearMenu>Clear Workspace</ClearMenu>\r
+ <SelectMenu>Select All</SelectMenu>\r
+ \r
+ <OptionsMenu>Options</OptionsMenu>\r
+ <SetExportMenu>Set export format</SetExportMenu>\r
+ <SetLanguageMenu>Set language</SetLanguageMenu>\r
+ <MultMenu>Implicit Multiplication</MultMenu>\r
+ \r
+ <HelpMenu>Help</HelpMenu>\r
+ <DebugMenu>Debug</DebugMenu>\r
+ <TreeMenu>Visa träd för uttryck</TreeMenu>\r
+ <OutlineMenu>Visa innehållsblock</OutlineMenu>\r
+ <OnlineHelpMenu>Online Help</OnlineHelpMenu>\r
+ <AboutMenu>Om DragMath</AboutMenu>\r
+ \r
+ \r
+</Language>\r
--- /dev/null
+<html>\r
+<head>\r
+<title>DragMath Documentation - About DragMath</title>\r
+</head>\r
+<body>\r
+\r
+<font size="2"; style="font-family: Arial;">\r
+\r
+<p><h2><span style=" color: #000099;"><strong>About DragMath</strong></span></h2></p>\r
+\r
+<p>\r
+DragMath is a simple "drag and drop" equation editor for mathematics. Accepting certain traditional mathematical conventions, the user can build a mathematical expression. This expression can be exported in a number of different formats. DragMath is a simple Java applet, and could be incorporated into web-based applications or other Java applications.\r
+</p>\r
+<p>\r
+DragMath started as a final-year University project at the <a href ="http://www.bham.ac.uk/">University of Birmingham<a/> by <a href="http://www.abillingsley.co.uk">Alex Billingsley</a> under the supervision of <a href ="http://web.mat.bham.ac.uk/C.J.Sangwin/">Chris Sangwin</a>. It's main application is therefore directed toward an educational one.\r
+</p>\r
+\r
+</font>\r
+</body>\r
+</html>
\ No newline at end of file
--- /dev/null
+<html>\r
+<head>\r
+<title>DragMath Documentation - License</title>\r
+</head>\r
+<body>\r
+\r
+<font size="2"; style="font-family: Arial;">\r
+\r
+<h2><span style="color: #000099;"><strong>DragMath copyright information</strong></span></h2>\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
+\r
+\r
+</font>\r
+\r
+</body>\r
+</html>
\ No newline at end of file
--- /dev/null
+<html>\r
+<head>\r
+<title>DragMath Documentation - Running applet in web browser</title>\r
+</head>\r
+<body>\r
+\r
+<font size="2"; style="font-family: Arial;">\r
+\r
+<h2><span style=" color: #000099;"><strong>Running applet in web browser</strong></span></h2>\r
+\r
+<p>\r
+Details are given on the file structure of the required files, and <APPLET> tag to enable the applet to run in a web browser.\r
+ </p><p>\r
+The applet currently requires Java Runtime Environment (JRE) 1.4 or higher to run, which can be obtained from <A href="http://www.java.com">www.java.com</A>\r
+ </p><p>\r
+The recommended file structure is:\r
+ </p>\r
+\r
+<dl>\r
+ <dd>applet.html</dd>\r
+ <br>\r
+ <dd>\dragmath</dd>\r
+<br>\r
+ <dl>\r
+ <dd>\Display</dd>\r
+ <dl>\r
+ <dd>MainApplet.class</dd>\r
+ </dl>\r
+<br>\r
+ <dd>\lang</dd>\r
+ <dl>\r
+ <dd>en.xml</dd>\r
+ </dl>\r
+<br>\r
+ <dd>\formats</dd>\r
+ <dl>\r
+ <dd>Maple.xml</dd>\r
+ <dd>Latex.xml</dd>\r
+ <dd>MathML.xml</dd>\r
+ <dd>Maxima.xml</dd>\r
+ </dl>\r
+<br>\r
+ <dd>AbsoluteLayout.jar</dd>\r
+ <dd>swing-layouts-1.0.jar</dd>\r
+ <dd>jdom.jar</dd>\r
+ <dd>jep.jar</dd>\r
+ <dd>Project.jar</dd>\r
+ </dl>\r
+</dl>\r
+<br>\r
+Using this structure the following <APPLET> tag should be used:\r
+</p>\r
+ <p>\r
+<STRONG>\r
+<FONT color=#800080><applet</FONT>\r
+name=</STRONG>\r
+<FONT color=#0000ff>"dragmath"</FONT>\r
+<STRONG>codebase=</STRONG><FONT \r
+color=#0000ff>"classes"</FONT>\r
+<STRONG>code=</STRONG>\r
+<FONT color=#0000ff>"Display.MainApplet.class"</FONT>\r
+ <STRONG>archive=</STRONG>\r
+<FONT color=#0000ff>"Project.jar,AbsoluteLayout.jar,swing-layout-1.0.jar,,jdom.jar,,jep.jar"</FONT>\r
+<STRONG> width=</STRONG>\r
+<FONT color=#0000ff>540</FONT>\r
+<STRONG> height=</STRONG>\r
+<FONT color=#0000ff>300</FONT>\r
+<STRONG>><BR>\r
+<FONT color=#800080><param</FONT> \r
+name=</STRONG>\r
+<FONT color=#0000ff>language </FONT>\r
+<STRONG>value=</STRONG>\r
+<FONT color=#0000ff>"en"</FONT>\r
+<STRONG> ><BR>\r
+<FONT color=#800080></applet ></FONT>\r
+</STRONG>\r
+ </p>\r
+ \r
+All of the .jar files in the \dragmath directory require digitally signing. A tutorial on how to do this can be viewed at,<br>\r
+<A href="http://java.sun.com/developer/onlineTraining/Programming/JDCBook/signed.html#example">http://java.sun.com/developer/onlineTraining/Programming/JDCBook/signed.html#example</A>\r
+\r
+</font>\r
+\r
+</body>\r
+</html>
\ No newline at end of file
--- /dev/null
+<html>\r
+<head>\r
+<title>DragMath Documentation - Creating complex expressions</title>\r
+</head>\r
+<body>\r
+\r
+<font size="2"; style="font-family: Arial;">\r
+\r
+<h2><span style=" color: #000099;"><strong>Creating complex expressions</strong></span></h2>\r
+\r
+<p>\r
+To apply an object to multiple objects, you will need to select the multiple objects and then click on the object to apply in the toolbar. Selection is performed as it is in any program, by using the mouse to highlight the desired area.\r
+</p>\r
+ <p>\r
+Operators and functions can be entered into text boxes using the keyboard with the following syntax:\r
+</p>\r
+<br>\r
+\r
+<table border="1">\r
+<tr>\r
+<th>Name</th>\r
+<th>Syntax</th>\r
+</tr>\r
+<tr>\r
+<td>Addition</td>\r
+<td>+</td>\r
+</tr>\r
+<tr>\r
+<td>Multiplication</td>\r
+<td>*</td>\r
+</tr>\r
+<tr>\r
+<td>Division</td>\r
+<td>/</td>\r
+</tr>\r
+<tr>\r
+<td>Greater than</td>\r
+<td>></td>\r
+</tr>\r
+<tr>\r
+<td>Less than</td>\r
+<td><</td>\r
+</tr>\r
+<tr>\r
+<td>Equal</td>\r
+<td>=<br>==</td>\r
+</tr>\r
+<tr>\r
+<td>Less than or Equal</td>\r
+<td><=</td>\r
+</tr>\r
+<tr>\r
+<td>Greater than or Equal</td>\r
+<td>>=</td>\r
+</tr>\r
+<tr>\r
+<td>Power</td>\r
+<td>^</td>\r
+</tr>\r
+<tr>\r
+<td>Sine</td>\r
+<td>sin(x)</td>\r
+</tr>\r
+<tr>\r
+<td>Cosine</td>\r
+<td>cos(x)</td>\r
+</tr>\r
+<tr>\r
+<td>Tangent</td>\r
+<td>tan(x)</td>\r
+</tr>\r
+<tr>\r
+<td>Arc Sine</td>\r
+<td>asin(x)</td>\r
+</tr>\r
+<tr>\r
+<td>Arc Cosine</td>\r
+<td>acos(x)</td>\r
+</tr>\r
+<tr>\r
+<td>Arc Tangent</td>\r
+<td>atan(x)</td>\r
+</tr>\r
+<tr>\r
+<td>Hyperbolic Sine</td>\r
+<td>sinh(x)</td>\r
+</tr>\r
+<tr>\r
+<td>Hyperbolic Cosine</td>\r
+<td>cosh(x)</td>\r
+</tr>\r
+<tr>\r
+<td>Hyperbolic Tangent</td>\r
+<td>tanh(x)</td>\r
+</tr>\r
+<td>Inverse Hyperbolic Sine</td>\r
+<td>asinh(x)</td>\r
+</tr>\r
+<tr>\r
+<td>Inverse Hyperbolic Cosine</td>\r
+<td>acosh(x)</td>\r
+</tr>\r
+<tr>\r
+<td>Inverse Hyperbolic Tangent</td>\r
+<td>atanh(x)</td>\r
+</tr>\r
+<tr>\r
+<td>Natural Logarithm</td>\r
+<td>ln(x)</td>\r
+</tr>\r
+<tr>\r
+<td>Logarithm</td>\r
+<td>log(x)</td>\r
+</tr>\r
+<tr>\r
+<td>Exponential</td>\r
+<td>exp(x)</td>\r
+</tr>\r
+<tr>\r
+<td>Absolute Value</td>\r
+<td>abs(x)</td>\r
+</tr>\r
+<tr>\r
+<td>Square Root</td>\r
+<td>sqrt(x)</td>\r
+</tr>\r
+<tr>\r
+<td>Union</td>\r
+<td>union(a,b)</td>\r
+</tr>\r
+<tr>\r
+<td>Intersection</td>\r
+<td>intersection(a,b)</td>\r
+</tr>\r
+<tr>\r
+<td>Determinant</td>\r
+<td>det(a)</td>\r
+</tr>\r
+<tr>\r
+<td>Trace</td>\r
+<td>trace(a)</td>\r
+</tr>\r
+<tr>\r
+<td>Subset</td>\r
+<td>subset(a,b)</td>\r
+</tr>\r
+<tr>\r
+<td>Integral</td>\r
+<td>integrate(f,x)<br>\r
+int(f,x)</td>\r
+</tr>\r
+<tr>\r
+<td>Definite Integral</td>\r
+<td>integrate(f,x,a,b)<br>\r
+int(f,x,a,b)\r
+</td>\r
+</tr>\r
+<tr>\r
+<td>Differential</td>\r
+<td>diff(f,x)</td>\r
+</tr>\r
+<td>Sum</td>\r
+<td>sum(n^2,n,1,10)</td>\r
+</tr>\r
+<td>Product</td>\r
+<td>product(n^2,n,1,10)</td>\r
+</tr>\r
+\r
+</table>\r
+\r
+<p>\r
+Once the box that you have been typing in has been left then the text is turned into templates automatically for you.\r
+</p>\r
+<br>\r
+<font size=3>\r
+<b>How to use layout templates</b>\r
+</font>\r
+\r
+<p>\r
+There are special templates called layout templates, beause they each take a unique layout. These are:<br>\r
+Fraction<br>\r
+Square Root<br>\r
+N-th Root<br>\r
+Subscript<br>\r
+Superscript<br>\r
+Matrix<br>\r
+Integral<br>\r
+Differential<br>\r
+Product<br>\r
+Sum<br>\r
+Limit<br>\r
+Evaluate at a point<br>\r
+Grouping (round brackets, curly brackets, square brackets, modulus)<br>\r
+</p>\r
+ <p>\r
+These layout templates can be used in exactly the same way as the other math templates.\r
+</p>\r
+ \r
+<br>\r
+<font size=3>\r
+<b>How to add symbols</b>\r
+</font>\r
+<p>\r
+Symbols such as greek letters are added by clicking in the box you wish to insert the symbol, and then clicking on the symbol in the toolbar.\r
+</p>\r
+\r
+</font>\r
+</body>\r
+</html>\r
--- /dev/null
+<html>\r
+<head>\r
+<title>DragMath Documentation - Setting up DragMath CVS in NetBeans</title>\r
+</head>\r
+<body>\r
+\r
+<font size="2"; style="font-family: Arial;">\r
+\r
+<h2><span style=" color: #000099;"><strong>Setting up DragMath CVS in NetBeans</strong></span></h2>\r
+\r
+<p>\r
+Below are the instructions on how to get active as a developer of DragMath and set up NetBeans with the DragMath code versioning system (CVS).</p>\r
+<p>\r
+1. Install NetBeans<br>\r
+2. Get source code from DragMath CVS repository<br>\r
+3. Update and Commiting your local source code copy\r
+</p>\r
+<br>\r
+\r
+<font size=3><b>\r
+1. Install NetBeans\r
+</b></font>\r
+<br>\r
+<p>\r
+NetBeans is the integrated development environment (IDE) used for DragMath.\r
+It is open source and can be downloaded from http://www.netbeans.org.\r
+</p>\r
+<br>\r
+\r
+<font size=3><b>\r
+2. Get source code from DragMath CVS repository\r
+</b></font>\r
+<p>\r
+Start NetBeans and do the following to get the DragMath source code:<br>\r
+<p>\r
+1. File -> New Project\r
+</p><p>\r
+2. Choose the 'General' category, and then 'Java Application' under Projects, then click Next.\r
+</p><p>\r
+3. Set the Project Name as "ddma". Click Browse to choose the location where you would like the code stored. Then click Next.\r
+</p><p>\r
+4. CVS -> Checkout. The click Edit.\r
+</p><p>\r
+5. Fill in the location information identifying the DragMath CVS repository and click OK.<br>\r
+ <b>Access Method:</b> pserver for anonymous, ext for developer accounts<br>\r
+ <b>User:</b> "anonymous" or your DragMath developer account at SourceForge<br>\r
+ <b>Host:</b> dragmath.cvs.sourceforge.net<br>\r
+ <b>Repository Path:</b> /cvsroot/dragmath\r
+</p><p>\r
+6. Enter your password, none for anonymous login, then click Next\r
+</p><p>\r
+7. Set the Module as "ddma", and the Local Folder to the same location the Project was created. Then click Finish.\r
+</p><p>\r
+8. Once the source code has been downloaded, click Close to the popup message about opening the project.\r
+</p><p>\r
+9. The different packages containing the source code can now be seen in the projects window. The package 'ddma' containing the Main.java class can be deleted, as it was created for the new Project and is not part of the DragMath source code.\r
+</p><p>\r
+10. The libraries used by DragMath must now be added to the Project. Right click on Libraries in the Project window, and go to 'Add JAR/Folder...'. Navigate to the ddma -> lib folder and add all the .jar files from this folder.\r
+</p><p>\r
+11. The code is now ready to work on.\r
+</p>\r
+<br>\r
+<font size=3><b>\r
+3. Update and Commiting your local source code copy\r
+</b></font>\r
+<p>\r
+The code can be updated and commited using the Update and Commit options under the CVS menu in NetBeans.\r
+</p>\r
+\r
+</font>\r
+\r
+</body>\r
+</html>
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--- /dev/null
+<html>\r
+<head>\r
+<title>DragMath Documentation - Editing an expression</title>\r
+</head>\r
+<body>\r
+\r
+<font size="2"; style="font-family: Arial;">\r
+\r
+<h2><span style=" color: #000099;"><strong>Editing an expression</strong></span></h2>\r
+\r
+<p>\r
+Basic editing options are supplied to edit the expression:\r
+</p>\r
+\r
+<ul>\r
+<li><p>\r
+Select - Selection is performed similar to any program, by dragging the mouse to highlight the desired area. Objects can also be selected by double clicking on them. You can select all the objects on the workspace by using Select All on the menu, or Ctrl+A on the keyboard.\r
+</p>\r
+<li><p>\r
+Cut \96 Select the desired area to cut, then either click the Cut button or use Ctrl+X on the keyboard.\r
+</p>\r
+<li><p>\r
+Copy \96 Select the desired area to copy, then either click the Copy button or use Ctrl+C on the keyboard.\r
+</p>\r
+<li><p>\r
+Paste \96 Once a selection has been copied, it can be pasted into any box, by clicking on the box to select it, and then either clicking the Paste button or using Ctrl+V on the keyboard.\r
+</p>\r
+<li><p>\r
+Delete \96 Delete is performed by selecting the area to delete and pressing delete on the keyboard.\r
+</p>\r
+<li><p>\r
+Undo \96 You can perform an undo by clicking the Undo button\r
+</p>\r
+<li><p>\r
+Redo \96 You can perform a redo by clicking the Redo button\r
+</p>\r
+<li><p>\r
+Open \96 Saved expressions can be opened from a file using the Open button\r
+</p>\r
+<li><p>\r
+Save \96 Expressions can be saved to a file using the Save button \r
+</p>\r
+</ul>\r
+</font>\r
+\r
+</body>\r
+</html>
\ No newline at end of file
--- /dev/null
+<html>\r
+<head>\r
+<title>DragMath Documentation</title>\r
+</head>\r
+\r
+\r
+<frameset cols="330,*">\r
+\r
+<frame src="navframe.html">\r
+<frame src="simple.html" \r
+name="showframe">\r
+\r
+</frameset>\r
+\r
+\r
+</html>\r
--- /dev/null
+<html>\r
+<head>\r
+<title>DragMath Documentation - Integrations</title>\r
+</head>\r
+<body>\r
+\r
+<font size="2"; style="font-family: Arial;">\r
+\r
+<h2><span style=" color: #000099;"><strong>Integrations</strong></span></h2>\r
+\r
+ <p>\r
+DragMath has been successfully integrated with a number of different systems. The main method used for extracting the expression in the desired format is by using the getMathExpression() method called from JavaScript within a web page. This method returns the expression in the format specified.\r
+</p>\r
+<br>\r
+\r
+<font size=3>\r
+<b><a href ="http://www.moodle.org/">Moodle</a></b>\r
+</font>\r
+<p>\r
+Moodle is a free, open source course management system (CMS). Also know as a Learning Managment System (LMS) or Virtual Learning Environment (VLE). For further details please see the specific Moodle <a href ="http://docs.moodle.org/en/DragMath_equation_editor">installation instructions</a>.\r
+</p>\r
+<br>\r
+\r
+<font size=3>\r
+<b><a href ="http://stack.bham.ac.uk/">STACK</a></b>\r
+</font>\r
+<p>\r
+STACK is a computer aided assessment (CAA) package for mathematics. It was mainly developed by <a href ="http://web.mat.bham.ac.uk/C.J.Sangwin/">Chris Sangwin</a> (a developer of DragMath).\r
+</p>\r
+<br>\r
+\r
+<font size=3>\r
+<b><a href ="http://www.yourmathstutor.info/">YourMathsTutor Website</a></b>\r
+</font>\r
+<p>\r
+YourMathsTutor is a website created primarily to help students studying the for the UK's Key Stage 3, GCSE, AS and A Level mathematics and physics exams. DragMath has been integrated into the forum on this website. The forum is a <a href ="http://www.simplemachines.org/">Simple Machines Forum</a> (SMF), which is a powerful open source forum. More information on how it was <a href ="http://yourmathstutor.blogspot.com/2007/08/dragmath.html">integrated</a> and how it is <a href ="http://www.yourmathstutor.info/forum/index.php?topic=4.0">used</a> in the forum.\r
+</p>\r
+<br>\r
+\r
+<font size=3>\r
+<b><a href ="http://www.diambars.org/">http://www.diambars.org/</a></b>\r
+</font>\r
+<p>\r
+The Diambars institute is a training structure embracing sports and education located in Saly, Senegal.\r
+</p>\r
+</font>\r
+\r
+</body>\r
+</html>
\ No newline at end of file
--- /dev/null
+<html>\r
+<head>\r
+<title>DragMath Documentation - Adding a language</title>\r
+</head>\r
+<body>\r
+\r
+<font size="2"; style="font-family: Arial;">\r
+\r
+<h2><span style=" color: #000099;"><strong>Adding a language</strong></span></h2>\r
+\r
+<p>\r
+The software is supplied with an English language file, \91en.xml\92. This can be used as a template for creating other language files. To change the language data simply change the text within the tags in XML file.\r
+</p>\r
+<p>\r
+For example consider the error message when a file cannot be read,\r
+</p><p>\r
+<strong>\r
+<font color=#800080><ReadingFile></font>\r
+Error reading format file: Check file is valid\r
+<font color=#800080></ReadingFile></font>\r
+</strong>\r
+ </p><p>\r
+To change the language of this message, simply change the message between the tags (the bold text). The tags should not be changed, otherwise the language file will not work.\r
+ </p><p>\r
+Once a new language file has been created it should be placed in the \lang folder where the English file was found, and then an entry corresponding to that file entered in the Config.xml file. To change which language file the software uses see the <A href="options.html">Options</A> section or the <A href="parameters.html">Changing applet parameters</A> section.\r
+ </p>\r
+\r
+</font>\r
+\r
+</body>\r
+</html>
\ No newline at end of file
--- /dev/null
+<html>\r
+<body>\r
+<br>\r
+<DIV><FONT face=Arial color=#000080\r
+size=5><STRONG>DragMath</STRONG></FONT></DIV>\r
+<br>\r
+<FONT face=Arial>\r
+<dl>\r
+<dt><b>Basic Usage</b><br></dt>\r
+<dd><a href ="simple.html" target ="showframe">Creating simple expressions</a><br></dd>\r
+<dd><a href ="complex.html" target ="showframe">Creating complex expressions</a><br></dd>\r
+<dd><a href ="editing.html" target ="showframe">Editing an expression</a><br></dd>\r
+<dd><a href ="options.html" target ="showframe">Options</a><br></dd>\r
+<br>\r
+<dt><b>Advanced Usage</b><br></dt>\r
+<dd><a href ="language.html" target ="showframe">Adding a language</a><br></dd>\r
+<dd><a href ="newformat.html" target ="showframe">Adding an output format</a><br></dd>\r
+<dd><a href ="parameters.html" target ="showframe">Changing applet parameters</a></dd>\r
+<dd><a href ="integrations.html" target ="showframe">Integrations</a><br></dd>\r
+<br>\r
+<dt><b>Developer Usage</b><br></dt>\r
+<dd><a href ="cvs.html" target ="showframe">Setting up DragMath CVS in NetBeans</a><br></dd>\r
+<dd><a href ="browser.html" target ="showframe">Running applet in web browser</a><br></dd>\r
+<dd><a href ="newobject.html" target ="showframe">Adding a function/operator</a><br></dd>\r
+<br>\r
+<dt><b>About</b><br></dt>\r
+<dd><a href ="acknowledgments.html" target ="showframe">License</a><br></dd>\r
+<dd><a href ="about.html" target ="showframe">About DragMath</a><br></dd>\r
+</dl>\r
+<br><br/>\r
+<b><center><a href ="http://www.dragmath.bham.ac.uk" target ="_top">www.dragmath.bham.ac.uk</a></center></b>\r
+</FONT>\r
+</body>\r
+</html>
\ No newline at end of file
--- /dev/null
+<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN">\r
+<HTML><HEAD><TITLE>DragMath Documentation - Adding an output format</TITLE>\r
+<META http-equiv=Content-Type content="text/html; charset=iso-8859-1">\r
+<META content="MSHTML 6.00.6000.16525" name=GENERATOR></HEAD>\r
+<BODY>\r
+<DIV><FONT face=Arial color=#000080 size=5><STRONG>Adding an output format</STRONG></FONT></DIV>\r
+<DIV><FONT face=Arial size=2>\r
+<DIV><FONT face=Arial size=2><FONT face=Arial><FONT size=2>\r
+<p>\r
+The formats supplied\r
+are Maple, Latex, MathML and Maxima, with the corresponding files found in\r
+the \formats folder. These files can be edited to reflect the syntax you prefer. These\r
+files can also be used as templates for creating files for different formats.\r
+There are a number of rules and options that you need to be aware of to\r
+successfully create an XML file for a new format.</p>Each math object has\r
+its own element in the XML document, with a familiar name describing it, for\r
+example \93Add\94. Within this element there are a number of sub-elements depending\r
+upon how many arguments the object has.</FONT></FONT></FONT></DIV>\r
+<DIV><FONT face=Arial size=2><FONT face=Arial><FONT size=2><BR>N-ary operators\r
+have a single \91output\92 element e.g. for addition this\r
+is <BR> <STRONG><FONT\r
+color=#800080><Add></FONT><BR> \r
+<FONT color=#800080><output></FONT>+<FONT\r
+color=#800080></output><BR></FONT> <FONT\r
+color=#800080></Add><BR></FONT></STRONG><BR>Binary Operators have 3\r
+\91output\92 elements e.g. for fraction in Latex this is<BR> <FONT\r
+color=#800080><STRONG><Divide</STRONG> <FONT\r
+color=#000000>brackets=</FONT><FONT\r
+color=#0000ff>"false"</FONT><STRONG>></STRONG></FONT><BR> \r
+<STRONG><FONT color=#800080><output1></FONT>\frac<FONT color=#800080><FONT\r
+color=#000000>{</FONT></output1></FONT><BR> \r
+<FONT color=#800080><output2></FONT>}{<FONT\r
+color=#800080></output2><BR></FONT> \r
+<FONT color=#800080><output3></FONT>}<FONT\r
+color=#800080></output3><BR></FONT> <FONT\r
+color=#800080></Divide></FONT><BR></STRONG><BR>Functions have 2 \91output\92\r
+elements e.g. for square root in Latex this is<BR> <STRONG> \r
+</STRONG><FONT color=#800080><STRONG><SquareRoot</STRONG> <FONT\r
+color=#000000>brackets=</FONT><FONT\r
+color=#0000ff>"false"</FONT><STRONG>><BR> \r
+<output1><FONT\r
+color=#000000>\sqrt{</FONT></output1><BR> \r
+<output2><FONT\r
+color=#000000>}</FONT></output2><BR> \r
+</SquareRoot></STRONG></FONT><BR><BR></FONT></FONT></FONT></DIV>\r
+<DIV><FONT face=Arial size=2><FONT face=Arial><FONT size=2><FONT face=Arial\r
+size=2><FONT face=Arial><FONT size=2>N-ary functions have 'n' output elements\r
+e.g. for definite integral in Latex it has\r
+5</FONT></FONT></FONT></FONT></FONT></FONT></DIV>\r
+<DIV><FONT face=Arial size=2><FONT face=Arial><FONT size=2> \r
+<FONT color=#800080><STRONG><DefiniteIntegral</STRONG> <FONT\r
+color=#000000>reverse=</FONT><FONT\r
+color=#0000ff>"true"</FONT><STRONG>><BR> \r
+<output1> <FONT\r
+color=#000000>\int_{</FONT></output1><BR> \r
+<output2><FONT\r
+color=#000000>}^{</FONT></output2><BR> \r
+<output3><FONT\r
+color=#000000>}</FONT></output3><BR> \r
+<output4><FONT\r
+color=#000000>\,\mathrm{d</FONT></output4><BR> \r
+<output5><FONT\r
+color=#000000>}</FONT></output5><BR> \r
+</DefiniteIntegral></STRONG></FONT></FONT></FONT></FONT></DIV>\r
+<DIV><FONT face=Arial size=2><FONT face=Arial><FONT size=2><FONT face=Arial\r
+size=2><FONT face=Arial><FONT\r
+size=2></FONT></FONT></FONT></FONT></FONT></FONT> </DIV></DIV>\r
+<DIV>\r
+<DIV><FONT face=Arial size=2><FONT face=Arial><FONT size=2><FONT face=Arial\r
+size=2><FONT face=Arial><FONT size=2>Symbols have 1 \91output\92 element e.g. for\r
+Infinity in Latex this is<BR> <STRONG> <FONT color=#800080>\r
+<Infinity><BR> \r
+<output><FONT\r
+color=#000000>\infty</FONT></output><BR> \r
+</Infinity></FONT></STRONG><BR><BR>Groupings have 2 \91output\92 elements e.g.\r
+for square brackets in Latex this is<BR> <FONT\r
+color=#800080><STRONG><BracketsSq><BR> \r
+<output1><FONT\r
+color=#000000>\left[</FONT></output1><BR> \r
+<output2><FONT\r
+color=#000000>\right]</FONT></output2><BR> \r
+</BracketsSq></STRONG><BR></FONT><BR>Matrix in Latex is as\r
+follows:<BR> <STRONG><FONT\r
+color=#800080><Matrix><BR> \r
+<matrixStart><FONT color=#000000>\left(\r
+\begin{array}{ccc}</FONT></matrixStart><BR> \r
+<rowStart /><BR> \r
+<elementStart /><BR> \r
+<elementEnd /><BR> \r
+<elementSeparator><FONT color=#808000><![CDATA[ &\r
+]]></FONT></elementSeparator><BR> \r
+<rowEnd> <FONT\r
+color=#000000>\\</FONT> </rowEnd><BR> \r
+<rowSeparator /><BR> \r
+<matrixEnd><FONT color=#000000>\end{array}\r
+\right)</FONT></matrixEnd><BR> \r
+</Matrix></FONT></STRONG><BR><BR><BR>The syntax within these tags is used\r
+when converting an expression to that particular format. The actual arguments of\r
+the objects appear in the syntax between each pair of tags. For example consider\r
+½ in Latex format. It has 3 \91output\92 elements. So the first part will be\r
+\91\frac{\91, then the first argument will be appended to the string giving us,\r
+\91\frac{1\92, then the 2nd output will be appended, \91\frac{1}{\91, then the 2nd\r
+argment, \frac{1}{2\92 and then the final output, \91\frac{1}{2}\92. A similar process\r
+takes place with all the object types of objects, with the argument being\r
+appended between each pair of output elements.<BR><BR>There are various options\r
+that can be set to allow more control over the\r
+output.</FONT></FONT></FONT></FONT></FONT></FONT></DIV>\r
+<DIV><FONT face=Arial size=2><FONT face=Arial><FONT size=2><FONT face=Arial\r
+size=2><FONT face=Arial><FONT\r
+size=2></FONT></FONT></FONT></FONT></FONT></FONT> </DIV>\r
+<DIV><FONT face=Arial size=2><FONT face=Arial><FONT size=2><FONT face=Arial\r
+size=2><FONT face=Arial><FONT size=2><U>Reverse</U><BR>If you find the arguments\r
+of a binary operator being output in the wrong order for a format, you can\r
+reverse the order of them by setting, reverse=\94true\94. An example of this is with\r
+the N-th root in Latex,<BR> <FONT\r
+color=#800080><STRONG><NthRoot</STRONG> <FONT\r
+color=#000000>reverse=</FONT><FONT color=#0000ff>"true"</FONT> <FONT\r
+color=#000000>brackets=</FONT><FONT\r
+color=#0000ff>"false"</FONT><STRONG>><BR> \r
+<output1><FONT color=#000000>\sqrt[</FONT>\r
+</output1><BR> \r
+<output2><FONT\r
+color=#000000>]{</FONT></output2><BR> \r
+<output3><FONT\r
+color=#000000>}</FONT></output3><BR> \r
+</NthRoot></STRONG></FONT><BR><U></U></FONT></FONT></FONT></FONT></FONT></FONT></DIV>\r
+<DIV><FONT face=Arial size=2><FONT face=Arial><FONT size=2><FONT face=Arial\r
+size=2><FONT face=Arial><FONT\r
+size=2><U></U></FONT></FONT></FONT></FONT></FONT></FONT> </DIV>\r
+<DIV><U>Argument Order</U></DIV>\r
+<DIV>If you find the arguments of an N-ary Function being output in the wrong\r
+order for a format, you can re-arrange the order of them by setting,\r
+order=\94#1,#2,#3,...,#n\94. An example of this is with the Sum in Latex.\r
+Obviously, the default order for this is 0,1,2,3, and it is being\r
+changed to 1,2,3,0.<BR> <FONT\r
+color=#800080><STRONG><Sum</STRONG> <FONT color=#000000>order=</FONT><FONT\r
+color=#0000ff>"1,2,3,0"</FONT><STRONG>><BR> \r
+<output1> <FONT\r
+color=#000000>\sum_{{</FONT></output1><BR> \r
+<output2><FONT\r
+color=#000000>}={</FONT></output2><BR> \r
+<output3><FONT\r
+color=#000000>}}^{</FONT></output3><BR> \r
+<output4><FONT\r
+color=#000000>}</FONT></output4><BR> \r
+<output5></output5><BR> \r
+</Sum></STRONG></FONT><BR></DIV><br>\r
+<DIV><FONT face=Arial size=2><FONT face=Arial><FONT size=2><FONT face=Arial\r
+size=2><FONT face=Arial><FONT size=2><U>AutoBrackets</U><BR>By default, round\r
+brackets are placed around n-ary operators and binary operators where necessary\r
+to ensure operator precedence is preserved. For presentational formats, such as\r
+Latex this is often unnecessary, so there is the option to turn automatic\r
+placing of brackets on/off. This is set in the element that specifies the name\r
+of the format. An example of this is shown for\r
+Latex,</FONT></FONT></FONT></FONT></FONT></FONT></DIV>\r
+<DIV><FONT face=Arial size=2><FONT face=Arial><FONT size=2><FONT face=Arial\r
+size=2><FONT face=Arial><FONT size=2> <FONT\r
+color=#800080><STRONG><name</STRONG> <FONT\r
+color=#000000>AutoBrackets=</FONT><FONT\r
+color=#0000ff>"false"</FONT><STRONG>><FONT\r
+color=#000000>Latex</FONT></name></STRONG></FONT><BR><U></U></FONT></FONT></FONT></FONT></FONT></FONT></DIV>\r
+<DIV><FONT face=Arial size=2><FONT face=Arial><FONT size=2><FONT face=Arial\r
+size=2><FONT face=Arial><FONT\r
+size=2><U></U></FONT></FONT></FONT></FONT></FONT></FONT> </DIV>\r
+<DIV><FONT face=Arial size=2><FONT face=Arial><FONT size=2><FONT face=Arial\r
+size=2><FONT face=Arial><FONT size=2><U>Brackets on Functions<BR></U>Brackets\r
+are added by default around the argument of a function. For example Sine in\r
+Latex is,<BR> <STRONG><FONT\r
+color=#800080><Sine><BR> \r
+<output1><FONT color=#000000>\sin</FONT>\r
+</output1><BR> <output2\r
+/><BR> </Sine></FONT></STRONG><BR><BR>Brackets are\r
+automatically added after the \91\sin\92 and after the 2nd output, resulting in\r
+"\sin(arg)". This is often the desired result but if you need to turn the\r
+brackets off, they can be set for each individual function. An example of\r
+turning them off is shown here for Square root in\r
+Latex,<BR> <STRONG> </STRONG><FONT\r
+color=#800080><STRONG><SquareRoot</STRONG> <FONT\r
+color=#000000>brackets=</FONT><FONT\r
+color=#0000ff>"false"</FONT><STRONG>><BR> \r
+<output1><FONT\r
+color=#000000>\sqrt{</FONT></output1><BR> \r
+<output2><FONT\r
+color=#000000>}</FONT></output2><BR> \r
+</SquareRoot></STRONG></FONT><BR><U></U></FONT></FONT></FONT></FONT></FONT></FONT></DIV>\r
+<DIV><FONT face=Arial size=2><FONT face=Arial><FONT size=2><FONT face=Arial\r
+size=2><FONT face=Arial><FONT\r
+size=2><U></U></FONT></FONT></FONT></FONT></FONT></FONT> </DIV>\r
+<DIV><FONT face=Arial size=2><FONT face=Arial><FONT size=2><FONT face=Arial\r
+size=2><FONT face=Arial><FONT size=2><U>Initial</U><BR>As well as the structured\r
+number of output elements for each type of object, there is the option of having\r
+an \91initial\92 element. The data in this element is added to the string before any\r
+other output element is. An example of its use for describing multiplication in\r
+MathML Content is shown below.<BR> <STRONG><FONT\r
+color=#800080><Add> <BR> \r
+<initial><FONT\r
+color=#000000><times/></FONT></initial><BR> \r
+<output</output> <BR> \r
+</Add><BR></FONT></STRONG><BR> \91a x b x c\92 would then be converted\r
+to,<BR> \r
+<times/><BR> \r
+<ci>a</ci><BR> \r
+<ci>b</ci><BR> \r
+<ci>c</ci> </FONT></FONT></FONT></FONT></FONT></FONT></DIV>\r
+<DIV><FONT face=Arial size=2><FONT face=Arial><FONT size=2><FONT face=Arial\r
+size=2><U><FONT face=Arial\r
+size=2></FONT></U></FONT></FONT></FONT></FONT> </DIV>\r
+<DIV><FONT face=Arial size=2><FONT face=Arial><FONT size=2><FONT face=Arial\r
+size=2><U><FONT face=Arial\r
+size=2>Final</FONT></U></FONT></FONT></FONT></FONT></DIV>\r
+<DIV><FONT face=Arial size=2><FONT face=Arial><FONT size=2><FONT face=Arial\r
+size=2><FONT face=Arial size=2>N-ary operators can also have an optional 'final'\r
+element for adding data after everything else. An example of this is with Union\r
+in Maxima.</FONT></FONT></FONT></FONT></FONT></DIV>\r
+<DIV><FONT face=Arial size=2><FONT face=Arial><FONT size=2><FONT face=Arial\r
+size=2> <STRONG><FONT\r
+color=#800080><Union><BR> \r
+<initial><FONT\r
+color=#000000>union(</FONT></initial><BR> \r
+<output><FONT\r
+color=#000000>,</FONT></output><BR> \r
+<final><FONT color=#000000>)</FONT></final><BR> \r
+</Union></FONT></STRONG></FONT></FONT></FONT></FONT></DIV></DIV></FONT></FONT></DIV></FONT></DIV></FONT></DIV></FONT></DIV>\r
+<DIV><FONT face=Arial size=2><FONT face=Arial size=2><FONT face=Arial\r
+size=2><FONT face=Arial size=2><FONT face=Arial><FONT size=2><FONT face=Arial\r
+size=2><FONT face=Arial><FONT size=2><FONT face=Arial size=2><SPAN\r
+class=875382513-08082007> </DIV></SPAN></FONT></FONT></FONT></FONT></FONT></FONT></FONT></FONT></FONT></FONT></BODY></HTML>\r
--- /dev/null
+<html>\r
+<head>\r
+<title>DragMath Documentation - Adding a function/operator</title>\r
+</head>\r
+<body>\r
+\r
+<font size="2"; style="font-family: Arial;">\r
+\r
+<h2><span style=" color: #000099;"><strong>Adding a function/operator</strong></span></h2>\r
+\r
+<p>\r
+The code can be easily modified and recompiled to add additional operators and functions.\r
+ </p><p>\r
+However, they must adhere to the standard display layout shown below:\r
+</p><p>\r
+Operator:\r
+<br>\r
+<IMG alt="" hspace=0 src="img/plus.jpg" align=bottom border=0>\r
+</p><p>\r
+Function:\r
+<br>\r
+<IMG alt="" hspace=0 src="img/sin.jpg" align=bottom border=0>\r
+</p><p>\r
+The steps to adding one:\r
+</p>\r
+<ol>\r
+\r
+ <LI>A new element in the CompConfig.xml, which is located in the Display package. The element must be given a unique name as the name of the object. A unique ID number, by simply choosing the next available ID number. A group number as follows:\r
+<br> N-ary operator - 1\r
+<br> Binary Operator - 2\r
+<br> Function - 3\r
+<br> The name of the GIF file that holds a transparent image of the object, of size 16x16, 24x24 or 32x32 pixels.<BR> The text of the element should hold the \r
+ characters that represent the object. \r
+<LI>A new JButton placed on one of the tabs, in the MainApplet.java file. This button can have Text or an Icon to inform the user what it is. The JButton must have the name field set to 'ID-Name' e.g. for Addition this is '2-Add'. \r
+<LI>A new element in the language file you intend to use, with the same element name as in the CompConfig.xml file. The text of the element should be a description of the object for use in the status bar of the program.\r
+<LI>The array ‘inputComponents’ should be initialised to the size of the highest ID number now in CompConfig.xml. This line of code is found near the start of the init() method in the MainApplet.java file, in the Display package.\r
+<LI>The Precedence.java file in the Tree package should be adjusted, so the ‘value’ array is initialised to the size of the highest ID number now in CompConfig.xml, and the precedence of the new object should be set if required.\r
+<LI>An entry in each format XML file will be required for the new object. For details on how to do this see <A href="newformat.html">here</A>.\r
+\r
+</font>\r
+\r
+</body>\r
+</html>
\ No newline at end of file
--- /dev/null
+<html>\r
+<head>\r
+<title>DragMath Documentation - Options</title>\r
+</head>\r
+<body>\r
+\r
+<font size="2"; style="font-family: Arial;">\r
+\r
+<h2><span style=" color: #000099;"><strong>Options</strong></span></h2>\r
+\r
+<p>\r
+<font size=3>\r
+<b>Exporting an expression</b>\r
+</font>\r
+</p>\r
+<p>\r
+To choose which format to export to click 'Set export format' under the Options menu, and select a file from the list. The files available will be those in the \formats folder. If no format is specified in an applet paramater the default is LaTeX.\r
+To export an expression click the Export button. Once exported the syntax will be copied to the clipboard, so you can simply paste it into any other program you desire.\r
+ </p>\r
+<br>\r
+<font size=3>\r
+<b>Changing the language</b>\r
+</font>\r
+<p>\r
+The language can be changed by clicking 'Set language' under the Options menu, and selected a file from the list. The files available will be those in the \lang folder. If no language is specified in an applet parameter the default is English.\r
+ </p> \r
+\r
+<br>\r
+<font size=3>\r
+<b>Help</b>\r
+</font>\r
+<p>\r
+If there appears to be a problem with the way the software is behaving it can be useful to use the two tools under the Debug menu, which is under the Help menu. These can show the current expression as a tree, and outline the borders of all the objects on the workspace.\r
+Under the Help menu there is also a link to the Online Documentation.\r
+ </p>\r
+\r
+<br>\r
+<font size=3>\r
+<b>Implicit Multiplication</b>\r
+</font>\r
+<p>\r
+Under the Options menu, there is a check box for turning implicit multiplication on/off. By default it is set to off, if you wish to set the default to on, see the 'Changing applet parameters' page. With implicit multiplication on the 'dot' notation is not displayed in the DragMath display in any expressions which are exported.\r
+ </p>\r
+</font>\r
+ </body>\r
+</html>
\ No newline at end of file
--- /dev/null
+<html>\r
+<head>\r
+<title>DragMath Documentation - Changing applet parameters</title>\r
+</head>\r
+<body>\r
+\r
+<font size="2"; style="font-family: Arial;">\r
+\r
+<h2><span style=" color: #000099;"><strong>Changing Applet parameters</strong></span></h2>\r
+\r
+<p>\r
+There are various parameters that can be set inside the <APPLET> tag, to change particular options of the applet.\r
+</p>\r
+ \r
+<font size=3>\r
+<b>Language</b>\r
+</font>\r
+<p>\r
+<strong>\r
+<font color=#800080><param</font>\r
+name=\r
+</strong>\r
+<font color=#0000ff>language</font>\r
+<strong>\r
+value=\r
+</strong>\r
+<font color=#0000ff>"en"</font>\r
+<strong>\r
+<font color=#800080>></font>\r
+</strong>\r
+<br>\r
+The value is the name of the XML file, so this example refers to language file en.xml in the \lang folder. If the parameter is not used the default value is "en".\r
+ </p>\r
+\r
+<font size=3>\r
+<b>Output Format</b>\r
+</font>\r
+<p>\r
+<strong>\r
+<font color=#800080><param</font>\r
+name=\r
+</strong>\r
+<font color=#0000ff>outputFormat</font>\r
+<strong>\r
+value=\r
+</strong>\r
+<font color=#0000ff>"MathML"</font>\r
+<strong>\r
+<font color=#800080>></font>\r
+</strong>\r
+<br>\r
+The value is the name of the XML file, so this example refers to output format file MathML.xml in the \formats folder. The purpose of setting this is to have the default format to use automatically set when the software loads.\r
+</p>\r
+\r
+<font size=3>\r
+<b>Open applet with an expression</b>\r
+</font>\r
+<p>\r
+<strong>\r
+<font color=#800080><param</font>\r
+name=\r
+</strong>\r
+<font color=#0000ff>openWithExpression</font>\r
+<strong>\r
+value=\r
+</strong>\r
+<font color=#0000ff>"sin(1+x)"</font>\r
+<strong>\r
+<font color=#800080>></font>\r
+</strong>\r
+<br>\r
+The value can be any expression you would like the applet to be opened with. The Maxima example on the DragMath website gives an example of this being used.\r
+</p>\r
+\r
+<font size=3>\r
+<b>Hide the menu</b>\r
+</font>\r
+<p>\r
+<strong>\r
+<font color=#800080><param</font>\r
+name=\r
+</strong>\r
+<font color=#0000ff>hideMenu</font>\r
+<strong>\r
+value=\r
+</strong>\r
+<font color=#0000ff>"true"</font>\r
+<strong>\r
+<font color=#800080>></font>\r
+</strong>\r
+<br>\r
+By default the drop-down menus are shown. To hide them set the value of the parameter to "True" or "true".\r
+</p>\r
+\r
+<font size=3>\r
+<b>Hide the toolbar</b>\r
+</font>\r
+<p>\r
+<strong>\r
+<font color=#800080><param</font>\r
+name=\r
+</strong>\r
+<font color=#0000ff>hideToolbar</font>\r
+<strong>\r
+value=\r
+</strong>\r
+<font color=#0000ff>"true"</font>\r
+<strong>\r
+<font color=#800080>></font>\r
+</strong>\r
+<br>\r
+By default the toolbar is shown. To hide it set the value of the parameter to "True" or "true".\r
+</p>\r
+\r
+<font size=3>\r
+<b>Implicit multiplication</b>\r
+</font>\r
+<p>\r
+<strong>\r
+<font color=#800080><param</font>\r
+name=\r
+</strong>\r
+<font color=#0000ff>implicitMultiplication</font>\r
+<strong>\r
+value=\r
+</strong>\r
+<font color=#0000ff>"true"</font>\r
+<strong>\r
+<font color=#800080>></font>\r
+</strong>\r
+<br>\r
+By default implicit multiplication is set to off. To turn it on set the value of the parameter to "True" or "true".\r
+</p>\r
+\r
+<font size=3>\r
+<b>Decimal Numbers</b>\r
+</font>\r
+<p>\r
+<strong>\r
+<font color=#800080><param</font>\r
+name=\r
+</strong>\r
+<font color=#0000ff>displayDecimalNumbers</font>\r
+<strong>\r
+value=\r
+</strong>\r
+<font color=#0000ff>"true"</font>\r
+<strong>\r
+<font color=#800080>></font>\r
+</strong>\r
+<br>\r
+By default decimal numbers which can be expressed as integers are converted. e.g. 1.0 becomes 1, and 1.5 remains as 1.5. If you wish all numbers to be displayed as decimal numbers set the value of the parameter to "True" or "true". Therefore, 1 becomes 1.0, and 1.5 remains as 1.5.\r
+</p>\r
+\r
+<font size=3>\r
+<b>Customise toolbar</b>\r
+</font>\r
+<p>\r
+<strong>\r
+<font color=#800080><param</font>\r
+name=\r
+</strong>\r
+<font color=#0000ff>customToolbar</font>\r
+<strong>\r
+value=\r
+</strong>\r
+<font color=#0000ff>"0 1 2 | 3 4 | 5 6 7 | 8"</font>\r
+<strong>\r
+<font color=#800080>></font>\r
+</strong>\r
+<br>\r
+This parameter can be used to customise which buttons are shown and they order they are shown in. Each button has a numeric value as shown below\r
+<p>\r
+0 = Clear workspace <br>\r
+1 = Load Expression from file <br>\r
+2 = Save expression to file <br>\r
+3 = Undo <br>\r
+4 = Redo <br>\r
+5 = Cut <br>\r
+6 = Copy <br>\r
+7 = Paste <br>\r
+8 = Export <br>\r
+| = Separator\r
+</p>\r
+\r
+The default is set to "0 1 2 | 3 4 | 5 6 7 | 8"\r
+\r
+</font>\r
+</body>\r
+</html>
\ No newline at end of file
--- /dev/null
+Description of DragMath 0.7.7 library import into Moodle
+
+Removed:
+ * demo*
+
+
+skodak
+
+$Id$
projects / moodle.git / commitdiff
