<Lang displayName="Español" fileName="es"></Lang>
<Lang displayName="français" fileName="fr"></Lang>
<Lang displayName="Nederlands" fileName="nl"></Lang>
+ <Lang displayName="Norsk" fileName="no"></Lang>
<Lang displayName="polski" fileName="pl"></Lang>
<Lang displayName="Pyccĸий" fileName="ru"></Lang>
<Lang displayName="svenska" fileName="sv"></Lang>
<Format displayName="Maple" fileName="Maple"></Format>
<Format displayName="MathML" fileName="MathML"></Format>
<Format displayName="Maxima" fileName="Maxima"></Format>
+ <Format displayName="MoodleTex" fileName="MoodleTex"></Format>
+ <Format displayName="ASCIIMathML" fileName="ASCIIMathML"></Format>
</Formats>
</Config>
--- /dev/null
+<?xml version="1.0" encoding="UTF-8"?>\r
+\r
+<Syntax>\r
+ <name AutoBrackets="false">ASCIIMathML</name>\r
+ \r
+ <Initial>\r
+ <output1>`</output1>\r
+ <output2>`</output2>\r
+ </Initial>\r
+ <Text>\r
+ <output1></output1>\r
+ <output2></output2>\r
+ </Text>\r
+ <Variable>\r
+ <output1></output1>\r
+ <output2></output2>\r
+ </Variable>\r
+ <RealNumber>\r
+ <output1></output1>\r
+ <output2></output2>\r
+ </RealNumber>\r
+ \r
+ \r
+ \r
+ <!-- Nary Operators -->\r
+ <Add>\r
+ <output>+</output>\r
+ </Add>\r
+\r
+ <Multiply>\r
+ <output> * </output>\r
+ </Multiply>\r
+\r
+ <Multiply2>\r
+ <output> xx </output>\r
+ </Multiply2>\r
+ <Equals>\r
+ <output>=</output>\r
+ </Equals>\r
+ <Union>\r
+ <output> uu </output>\r
+ </Union>\r
+ <Intersection>\r
+ <output> nn </output>\r
+ </Intersection>\r
+ <Comma>\r
+ <output>,</output>\r
+ </Comma>\r
+ <Equiv>\r
+ <output> -= </output>\r
+ </Equiv>\r
+ \r
+ \r
+ \r
+ <!-- Functions -->\r
+ <UMinus>\r
+ <output1>-</output1>\r
+ <output2></output2>\r
+ </UMinus>\r
+ <Factorial brackets="false">\r
+ <output1>(</output1>\r
+ <output2>)!</output2>\r
+ </Factorial>\r
+ <NaturalLogarithm>\r
+ <output1> ln </output1>\r
+ <output2></output2>\r
+ </NaturalLogarithm>\r
+ <Logarithm>\r
+ <output1> log </output1>\r
+ <output2></output2>\r
+ </Logarithm>\r
+ <Sine>\r
+ <output1> sin </output1>\r
+ <output2></output2>\r
+ </Sine>\r
+ <Cosine>\r
+ <output1> cos </output1>\r
+ <output2></output2>\r
+ </Cosine>\r
+ <Tangent>\r
+ <output1> tan </output1>\r
+ <output2></output2>\r
+ </Tangent>\r
+ <ArcSine>\r
+ <output1> sin^{-1} </output1>\r
+ <output2></output2>\r
+ </ArcSine>\r
+ <ArcCosine>\r
+ <output1> cos^{-1} </output1>\r
+ <output2></output2>\r
+ </ArcCosine>\r
+ <ArcTangent>\r
+ <output1> tan^{-1} </output1>\r
+ <output2></output2>\r
+ </ArcTangent>\r
+ <SineH>\r
+ <output1> sinh </output1>\r
+ <output2></output2>\r
+ </SineH>\r
+ <CosineH>\r
+ <output1> cosh </output1>\r
+ <output2></output2>\r
+ </CosineH>\r
+ <TanH>\r
+ <output1> tanh </output1>\r
+ <output2></output2>\r
+ </TanH>\r
+ <ArcSineH>\r
+ <output1> sinh^{-1} </output1>\r
+ <output2></output2>\r
+ </ArcSineH>\r
+ <ArcCosineH>\r
+ <output1> cosh^{-1} </output1>\r
+ <output2></output2>\r
+ </ArcCosineH>\r
+ <ArcTanH>\r
+ <output1> tanh^{-1} </output1>\r
+ <output2></output2>\r
+ </ArcTanH>\r
+ <SquareRoot brackets="false">\r
+ <output1> sqrt{</output1>\r
+ <output2>} </output2>\r
+ </SquareRoot>\r
+ <Exp brackets="false">\r
+ <output1> e^{</output1>\r
+ <output2>} </output2>\r
+ </Exp>\r
+ <Max>\r
+ <output1>max</output1>\r
+ <output2></output2>\r
+ </Max>\r
+ <Min>\r
+ <output1>min</output1>\r
+ <output2></output2>\r
+ </Min>\r
+ <Determinant>\r
+ <output1>det</output1>\r
+ <output2></output2>\r
+ </Determinant>\r
+ <Trace>\r
+ <output1>Tr</output1>\r
+ <output2></output2>\r
+ </Trace>\r
+ \r
+ \r
+ \r
+ <!-- Binary Operators -->\r
+ <NotEqual>\r
+ <output1></output1>\r
+ <output2> != </output2>\r
+ <output3></output3>\r
+ </NotEqual>\r
+ <PlusMinus>\r
+ <output1></output1>\r
+ <output2> +- </output2>\r
+ <output3></output3>\r
+ </PlusMinus> \r
+ <Assignment>\r
+ <output1></output1>\r
+ <output2>:=</output2>\r
+ <output3></output3>\r
+ </Assignment>\r
+ <Subtract>\r
+ <output1></output1>\r
+ <output2>-</output2>\r
+ <output3></output3>\r
+ </Subtract>\r
+ <Divide brackets="false">\r
+ <output1> (</output1>\r
+ <output2>)/(</output2>\r
+ <output3>) </output3>\r
+ </Divide>\r
+ <Divide2> \r
+ <output1></output1>\r
+ <output2> -: </output2>\r
+ <output3></output3>\r
+ </Divide2>\r
+ <LessThan>\r
+ <output1></output1>\r
+ <output2><![CDATA[<]]></output2>\r
+ <output3></output3>\r
+ </LessThan> \r
+ <GreaterThan>\r
+ <output1></output1>\r
+ <output2>></output2>\r
+ <output3></output3>\r
+ </GreaterThan> \r
+ <LTEQ>\r
+ <output1></output1>\r
+ <output2><![CDATA[<=]]></output2>\r
+ <output3></output3>\r
+ </LTEQ> \r
+ <GTEQ>\r
+ <output1></output1>\r
+ <output2><![CDATA[>=]]></output2>\r
+ <output3></output3>\r
+ </GTEQ> \r
+ <Subset>\r
+ <output1></output1>\r
+ <output2> sub </output2>\r
+ <output3></output3>\r
+ </Subset> \r
+ <SubsetEq>\r
+ <output1></output1>\r
+ <output2> sube </output2>\r
+ <output3></output3>\r
+ </SubsetEq> \r
+ <NSubset>\r
+ <output1></output1>\r
+ <output2> \not\subset </output2>\r
+ <output3></output3>\r
+ </NSubset> \r
+ <NSubsetEq>\r
+ <output1></output1>\r
+ <output2> \not\subseteq </output2>\r
+ <output3></output3>\r
+ </NSubsetEq> \r
+ <Power>\r
+ <output1></output1>\r
+ <output2>^{</output2>\r
+ <output3>}</output3>\r
+ </Power>\r
+ <Subscript>\r
+ <output1></output1>\r
+ <output2>_{</output2>\r
+ <output3>}</output3>\r
+ </Subscript> \r
+ <NthRoot reverse="true" brackets="false">\r
+ <output1> root(</output1>\r
+ <output2>)(</output2>\r
+ <output3>) </output3>\r
+ </NthRoot> \r
+ <Function>\r
+ <output1></output1>\r
+ <output2>(</output2>\r
+ <output3>)</output3>\r
+ </Function>\r
+ <LeftArrow>\r
+ <output1></output1>\r
+ <output2> larr </output2>\r
+ <output3></output3>\r
+ </LeftArrow> \r
+ <RightArrow>\r
+ <output1></output1>\r
+ <output2> rarr </output2>\r
+ <output3></output3>\r
+ </RightArrow> \r
+ <UpArrow>\r
+ <output1></output1>\r
+ <output2> uarr </output2>\r
+ <output3></output3>\r
+ </UpArrow> \r
+ <DownArrow>\r
+ <output1></output1>\r
+ <output2> darr </output2>\r
+ <output3></output3>\r
+ </DownArrow> \r
+ <LeftDblArrow>\r
+ <output1></output1>\r
+ <output2> lArr </output2>\r
+ <output3></output3>\r
+ </LeftDblArrow> \r
+ <RightDblArrow>\r
+ <output1></output1>\r
+ <output2> rArr </output2>\r
+ <output3></output3>\r
+ </RightDblArrow> \r
+ <LeftRightArrow>\r
+ <output1></output1>\r
+ <output2> harr </output2>\r
+ <output3></output3>\r
+ </LeftRightArrow> \r
+ <LeftRightDblArrow>\r
+ <output1></output1>\r
+ <output2> hArr </output2>\r
+ <output3></output3>\r
+ </LeftRightDblArrow> \r
+ <NorthEastArrow>\r
+ <output1></output1>\r
+ <output2> \nearrow </output2>\r
+ <output3></output3>\r
+ </NorthEastArrow> \r
+ <SouthEastArrow>\r
+ <output1></output1>\r
+ <output2> \searrow </output2>\r
+ <output3></output3>\r
+ </SouthEastArrow> \r
+ <NorthWestArrow> \r
+ <output1></output1>\r
+ <output2> \nwarrow </output2>\r
+ <output3></output3>\r
+ </NorthWestArrow> \r
+ <SouthWestArrow>\r
+ <output1></output1>\r
+ <output2> \swarrow </output2>\r
+ <output3></output3>\r
+ </SouthWestArrow> \r
+ \r
+ <Exists>\r
+ <output1></output1>\r
+ <output2> EE </output2>\r
+ <output3></output3>\r
+ </Exists>\r
+ <ForAll>\r
+ <output1></output1>\r
+ <output2> AA </output2>\r
+ <output3></output3>\r
+ </ForAll>\r
+ <IsIn> \r
+ <output1></output1>\r
+ <output2> in </output2>\r
+ <output3></output3>\r
+ </IsIn>\r
+ <NotExists>\r
+ <output1></output1>\r
+ <output2> \not\exists </output2>\r
+ <output3></output3>\r
+ </NotExists>\r
+ <NotIn>\r
+ <output1></output1>\r
+ <output2> !in </output2>\r
+ <output3></output3>\r
+ </NotIn>\r
+ <SimEq>\r
+ <output1></output1>\r
+ <output2> \simeq </output2>\r
+ <output3></output3>\r
+ </SimEq>\r
+ <Or> \r
+ <output1></output1>\r
+ <output2> vv </output2>\r
+ <output3></output3>\r
+ </Or>\r
+ <And>\r
+ <output1></output1>\r
+ <output2> ^^ </output2>\r
+ <output3></output3>\r
+ </And>\r
+ <Not>\r
+ <output1></output1>\r
+ <output2> not </output2>\r
+ <output3></output3>\r
+ </Not>\r
+ \r
+ \r
+ <!-- Nary Functions -->\r
+ <Integral>\r
+ <output1> int </output1>\r
+ <output2>d</output2>\r
+ <output3></output3>\r
+ </Integral>\r
+ <Differential order="1,0">\r
+ <output1> d/(d</output1>\r
+ <output2>)</output2>\r
+ <output3></output3>\r
+ </Differential>\r
+ <PartialDifferential order="1,0">\r
+ <output1> del/(del </output1>\r
+ <output2>)</output2>\r
+ <output3></output3>\r
+ </PartialDifferential>\r
+ <Sum order="1,2,3,0">\r
+ <output1> sum_(</output1>\r
+ <output2>=</output2>\r
+ <output3>)^(</output3>\r
+ <output4>)</output4>\r
+ <output5></output5>\r
+ </Sum>\r
+ <Product order="1,2,3,0">\r
+ <output1> prod_(</output1>\r
+ <output2>=</output2>\r
+ <output3>)^(</output3>\r
+ <output4>)</output4>\r
+ <output5></output5>\r
+ </Product>\r
+ <Limit order="1,2,0">\r
+ <output1> lim_(</output1>\r
+ <output2>-></output2>\r
+ <output3>)</output3>\r
+ <output4></output4>\r
+ </Limit>\r
+ <Evaluate>\r
+ <output1></output1>\r
+ <output2>\left|_{{</output2>\r
+ <output3>}={</output3>\r
+ <output4>}}</output4>\r
+ </Evaluate>\r
+ <DefiniteIntegral order="2,3,0,1">\r
+ <output1> int_{</output1>\r
+ <output2>}^{</output2>\r
+ <output3>}</output3>\r
+ <output4>d</output4>\r
+ <output5></output5>\r
+ </DefiniteIntegral>\r
+ \r
+ \r
+ \r
+ <!-- Matrix -->\r
+ <Matrix>\r
+ <matrixStart> [ </matrixStart>\r
+ <rowStart>[</rowStart>\r
+ <elementStart></elementStart>\r
+ <elementEnd></elementEnd>\r
+ <elementSeparator>,</elementSeparator>\r
+ <rowEnd>]</rowEnd>\r
+ <rowSeparator>,</rowSeparator>\r
+ <matrixEnd> ] </matrixEnd>\r
+ </Matrix>\r
+ \r
+ \r
+ \r
+ <!-- Grouping -->\r
+ <BracketsRnd>\r
+ <output1>(</output1>\r
+ <output2>)</output2>\r
+ </BracketsRnd>\r
+ <BracketsCurl>\r
+ <output1>{</output1>\r
+ <output2>}</output2>\r
+ </BracketsCurl>\r
+ <BracketsSq>\r
+ <output1>[</output1>\r
+ <output2>]</output2>\r
+ </BracketsSq>\r
+ <Abs>\r
+ <output1>|\</output1>\r
+ <output2>|</output2>\r
+ </Abs>\r
+ \r
+ \r
+ \r
+ <!-- Symbols -->\r
+ <Infinity>\r
+ <output>oo</output>\r
+ </Infinity>\r
+ \r
+ \r
+ <Γ>\r
+ <output> Gamma </output>\r
+ </Γ>\r
+ <Δ>\r
+ <output> Delta </output>\r
+ </Δ>\r
+ <Θ>\r
+ <output> Theta </output>\r
+ </Θ>\r
+ <Λ>\r
+ <output> Lamda </output>\r
+ </Λ>\r
+ <Ξ>\r
+ <output> Xi </output>\r
+ </Ξ>\r
+ <Π>\r
+ <output> Pi </output>\r
+ </Π>\r
+ <Σ>\r
+ <output> Sigma </output>\r
+ </Σ>\r
+ <Υ>\r
+ <output> Upsilon </output>\r
+ </Υ>\r
+ <Φ>\r
+ <output> Phi </output>\r
+ </Φ>\r
+ <Ψ>\r
+ <output> Psi </output>\r
+ </Ψ>\r
+ <Ω>\r
+ <output> Omega </output>\r
+ </Ω>\r
+ \r
+ \r
+ <α>\r
+ <output> alpha </output>\r
+ </α>\r
+ <β>\r
+ <output> beta </output>\r
+ </β>\r
+ <γ>\r
+ <output> gamma </output>\r
+ </γ>\r
+ <δ>\r
+ <output> delta </output>\r
+ </δ>\r
+ <ε>\r
+ <output> epsilon </output>\r
+ </ε>\r
+ <ζ>\r
+ <output> zeta </output>\r
+ </ζ>\r
+ <η>\r
+ <output> eta </output>\r
+ </η>\r
+ <θ>\r
+ <output> theta </output>\r
+ </θ>\r
+ <ι>\r
+ <output> iota </output>\r
+ </ι>\r
+ <κ>\r
+ <output> kappa </output>\r
+ </κ>\r
+ <λ>\r
+ <output> lambda </output>\r
+ </λ>\r
+ <μ>\r
+ <output> mu </output>\r
+ </μ>\r
+ <ν>\r
+ <output> nu </output>\r
+ </ν>\r
+ <ξ>\r
+ <output> xi </output>\r
+ </ξ>\r
+ <π>\r
+ <output> pi </output>\r
+ </π>\r
+ <ρ>\r
+ <output> rho </output>\r
+ </ρ>\r
+ <σ>\r
+ <output> sigma </output>\r
+ </σ>\r
+ <τ>\r
+ <output> tau </output>\r
+ </τ>\r
+ <υ>\r
+ <output> upsilon </output>\r
+ </υ>\r
+ <φ>\r
+ <output> phi </output>\r
+ </φ>\r
+ <χ>\r
+ <output> chi </output>\r
+ </χ>\r
+ <ψ>\r
+ <output> psi </output>\r
+ </ψ> \r
+ <ω>\r
+ <output> omega </output>\r
+ </ω>\r
+ \r
+</Syntax>\r
--- /dev/null
+<?xml version="1.0" encoding="UTF-8"?>\r
+\r
+<Syntax>\r
+ <name AutoBrackets="false">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> \Lamda </output>\r
+ </Λ>\r
+ <Ξ>\r
+ <output> \Xi </output>\r
+ </Ξ>\r
+ <Π>\r
+ <output> \Pi </output>\r
+ </Π>\r
+ <Σ>\r
+ <output> \Sigma </output>\r
+ </Σ>\r
+ <Υ>\r
+ <output> \Upsilon </output>\r
+ </Υ>\r
+ <Φ>\r
+ <output> \Phi </output>\r
+ </Φ>\r
+ <Ψ>\r
+ <output> \Psi </output>\r
+ </Ψ>\r
+ <Ω>\r
+ <output> \Omega </output>\r
+ </Ω>\r
+ \r
+ \r
+ <α>\r
+ <output> \alpha </output>\r
+ </α>\r
+ <β>\r
+ <output> \beta </output>\r
+ </β>\r
+ <γ>\r
+ <output> \gamma </output>\r
+ </γ>\r
+ <δ>\r
+ <output> \delta </output>\r
+ </δ>\r
+ <ε>\r
+ <output> \epsilon </output>\r
+ </ε>\r
+ <ζ>\r
+ <output> \zeta </output>\r
+ </ζ>\r
+ <η>\r
+ <output> \eta </output>\r
+ </η>\r
+ <θ>\r
+ <output> \theta </output>\r
+ </θ>\r
+ <ι>\r
+ <output> \iota </output>\r
+ </ι>\r
+ <κ>\r
+ <output> \kappa </output>\r
+ </κ>\r
+ <λ>\r
+ <output> \lambda </output>\r
+ </λ>\r
+ <μ>\r
+ <output> \mu </output>\r
+ </μ>\r
+ <ν>\r
+ <output> \nu </output>\r
+ </ν>\r
+ <ξ>\r
+ <output> \xi </output>\r
+ </ξ>\r
+ <π>\r
+ <output> \pi </output>\r
+ </π>\r
+ <ρ>\r
+ <output> \rho </output>\r
+ </ρ>\r
+ <σ>\r
+ <output> \sigma </output>\r
+ </σ>\r
+ <τ>\r
+ <output> \tau </output>\r
+ </τ>\r
+ <υ>\r
+ <output> \upsilon </output>\r
+ </υ>\r
+ <φ>\r
+ <output> \phi </output>\r
+ </φ>\r
+ <χ>\r
+ <output> \chi </output>\r
+ </χ>\r
+ <ψ>\r
+ <output> \psi </output>\r
+ </ψ> \r
+ <ω>\r
+ <output> \omega </output>\r
+ </ω>\r
+ \r
+</Syntax>\r
--- /dev/null
+<?xml version="1.0" encoding="UTF-8"?>\r
+\r
+<!--\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
+ \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
projects / moodle.git / commitdiff