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Geogebra Bundle

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if(!window.__GGB__keysVar){__GGB__keysVar={}}__GGB__keysVar.iw={};__GGB__keysVar.iw.colors={aqua:"ื™ืจืงืจืง",black:"ืฉื—ื•ืจ",blue:"ื›ื—ื•ืœ",brown:"ื—ื•ื",crimson:"ืืจื’ืžืŸ",cyan:"ืชื›ืœืช",darkblue:"ื›ื—ื•ืœ ื›ื”ื”",darkgray:"ืืคื•ืจ ื›ื”ื”",darkgreen:"ื™ืจื•ืง ื›ื”ื”",gold:"ื–ื”ื‘",gray:"ืืคื•ืจ",green:"ื™ืจื•ืง",indigo:"ืื™ื ื“ื™ื’ื•",lightblue:"ื›ื—ื•ืœ ื‘ื”ื™ืจ",lightgray:"ืืคื•ืจ ื‘ื”ื™ืจ",lightgreen:"ื™ืจื•ืง ื‘ื”ื™ืจ",lightorange:"ื›ืชื•ื ื‘ื”ื™ืจ",lightpurple:"ืืจื’ืžืŸ ื‘ื”ื™ืจ",lightviolet:"ืกื’ื•ืœ ื‘ื”ื™ืจ",lightyellow:"ืฆื”ื•ื‘ ื‘ื”ื™ืจ",lime:"ื™ืจื•ืง ื‘ื”ื™ืจ",magenta:"ืœื™ืœืš",maroon:"ื—ื•ื ืกื’ืœื’ืœ",orange:"ื›ืชื•ื",pink:"ื•ืจื•ื“",purple:"ืื“ื•ื ืกื’ืœื’ืœ",red:"ืื“ื•ื",silver:"ื›ืกืฃ",turquoise:"ื˜ื•ืจืงื™ื–",violet:"ืกื’ื•ืœ",white:"ืœื‘ืŸ",yellow:"ืฆื”ื•ื‘"};__GGB__keysVar.iw.command={ANOVA:"ANOVA","ANOVA.Syntax":"[ <List>, <List>, ... ]",AffineRatio:"AffineRatio","AffineRatio.Syntax":"[ <Point>, <Point>, <Point> ]",Angle:"Angle","Angle.Syntax":"[ <Object> ]\n[ <Vector>, <Vector> ]\n[ <Line>, <Line> ]\n[ <Point>, <Apex>, <Point> ]\n[ <Point>, <Apex>, <Angle> ]","Angle.Syntax3D":"[ <Object> ]\n[ <Vector>, <Vector> ]\n[ <Line>, <Line> ]\n[ <Line>, <Plane> ]\n[ <Plane>, <Plane> ]\n[ <Point>, <Apex>, <Point> ]\n[ <Point>, <Apex>, <Angle> ]\n[ <Point>, <Point>, <Point>, <Direction> ]",AngularBisector:"AngleBisector","AngularBisector.Syntax":"[ <Line>, <Line> ]\n[ <Point>, <Point>, <Point> ]",Append:"Append","Append.Syntax":"[ <List>, <Object> ]\n[ <Object>, <List> ]",ApplyMatrix:"ApplyMatrix","ApplyMatrix.Syntax":"[ <Matrix>, <Object> ]",Arc:"Arc","Arc.Syntax":"[ <Circle>, <Point>, <Point> ]\n[ <Ellipse>, <Point>, <Point> ]\n[ <Circle>, <Parameter Value>, <Parameter Value> ]\n[ <Ellipse>, <Parameter Value>, <Parameter Value> ]",AreCollinear:"AreCollinear","AreCollinear.Syntax":"[ <Point>, <Point>, <Point> ]",AreConcurrent:"AreConcurrent","AreConcurrent.Syntax":"[ <Line>, <Line>, <Line> ]",AreConcyclic:"AreConcyclic","AreConcyclic.Syntax":"[ <Point>, <Point>, <Point>, <Point> ]",AreCongruent:"AreCongruent","AreCongruent.Syntax":"[ <Object>, <Object> ]",AreEqual:"AreEqual","AreEqual.Syntax":"[ <Object>, <Object> ]",AreParallel:"AreParallel","AreParallel.Syntax":"[ <Line>, <Line> ]",ArePerpendicular:"ArePerpendicular","ArePerpendicular.Syntax":"[ <Line>, <Line> ]",Area:"Area","Area.Syntax":"[ <Conic> ]\n[ <Polygon> ]\n[ <Point>, ..., <Point> ]",Asymptote:"Asymptote","Asymptote.Syntax":"[ <Conic> ]\n[ <Function> ]\n[ <Implicit Curve> ]",AttachCopyToView:"AttachCopyToView","AttachCopyToView.Syntax":"[ <Object>, <View 0|1|2> ]\n[ <Object>, <View 0|1|2>, <Point 1>, <Point 2>, <Screen Point 1>, <Screen Point 2> ]",Axes:"Axes","Axes.Syntax":"[ <Conic> ]","Axes.Syntax3D":"[ <Conic> ]\n[ <Quadric> ]",AxisStepX:"AxisStepX","AxisStepX.Syntax":"[ ]",AxisStepY:"AxisStepY","AxisStepY.Syntax":"[ ]",BarChart:"BarChart","BarChart.Syntax":"[ <List of Data>, <List of Frequencies> ]\n[ <List of Raw Data>, <Width of Bars>, <Vertical Scale Factor (optional)> ]\n[ <List of Data>, <List of Frequencies>, <Width of Bars> ]\n[ <Start Value>, <End Value>, <List of Heights> ]\n[ <Start Value>, <End Value>, <Expression>, <Variable>, <From Number>, <To Number> ]\n[ <Start Value>, <End Value>, <Expression>, <Variable>, <From Number>, <To Number>, <Step Width> ]",BarCode:"BarCode","BarCode.Syntax":'[ ]\n[ <Image> ]\n[ <Text or Number>, "<Format (optional)>", "<Error Correction (optional)>", <Width (optional)>, <Height (optional)> ]',Barycenter:"Barycenter","Barycenter.Syntax":"[ <List of Points>, <List of Weights> ]",Bernoulli:"Bernoulli","Bernoulli.Syntax":"[ <Probability>, <Boolean Cumulative> ]",Binomial:"BinomialCoefficient","Binomial.Syntax":"[ <Number n>, <Number r> ]","Binomial.SyntaxCAS":"[ <Number>, <Number> ]",BinomialDist:"BinomialDist","BinomialDist.Syntax":"[ <Number of Trials>, <Probability of Success> ]\n[ <Number of Trials>, <Probability of Success>, <Boolean Cumulative> ]\n[ <Number of Trials>, <Probability of Success>, <Variable Value>, <Boolean Cumulative> ]","BinomialDist.SyntaxCAS":"[ <Number of Trials>, <Probability of Success>, <Variable Value>, <Boolean Cumulative> ]",Bottom:"Bottom","Bottom.Syntax":"[ <Quadric> ]",BoxPlot:"BoxPlot","BoxPlot.Syntax":"[ <yOffset>, <yScale>, <List of Raw Data> ]\n[ <yOffset>, <yScale>, <List of Raw Data>, <Boolean Outliers> ]\n[ <yOffset>, <yScale>, <List of Data>, <List of Frequencies>, <Boolean Outliers> ]\n[ <yOffset>, <yScale>, <Start Value>, <Q1>, <Median>, <Q3>, <End Value> ]",Button:"Button","Button.Syntax":"[ ]\n[ <Caption> ]",CFactor:"CFactor","CFactor.SyntaxCAS":"[ <Expression> ]\n[ <Expression>, <Variable> ]",CIFactor:"CIFactor","CIFactor.SyntaxCAS":"[ <Expression> ]\n[ <Expression>, <Variable> ]",CSolutions:"CSolutions","CSolutions.SyntaxCAS":"[ <Equation> ]\n[ <Equation>, <Variable> ]\n[ <List of Equations>, <List of Variables> ]",CSolve:"CSolve","CSolve.SyntaxCAS":"[ <Equation> ]\n[ <Equation>, <Variable> ]\n[ <List of Equations>, <List of Variables> ]",Cauchy:"Cauchy","Cauchy.Syntax":"[ <Median>, <Scale>, <Variable Value> ]\n[ <Median>, <Scale>, x, <Boolean Cumulative> ]","Cauchy.SyntaxCAS":"[ <Median>, <Scale>, <Variable Value> ]",Cell:"Cell","Cell.Syntax":"[ <Column>, <Row> ]",CellRange:"CellRange","CellRange.Syntax":"[ <Start Cell>, <End Cell> ]",Center:"Center","Center.Syntax":"[ <Conic> ]","Center.Syntax3D":"[ <Conic> ]\n[ <Quadric> ]",CenterView:"CenterView","CenterView.Syntax":"[ <Center Point> ]",Centroid:"Centroid","Centroid.Syntax":"[ <Polygon> ]",Checkbox:"Checkbox","Checkbox.Syntax":"[ ]\n[ <Caption> ]\n[ <List> ]\n[ <Caption>, <List> ]",ChiSquared:"ChiSquared","ChiSquared.Syntax":"[ <Degrees of Freedom>, <Variable Value> ]\n[ <Degrees of Freedom>, x, <Boolean Cumulative> ]","ChiSquared.SyntaxCAS":"[ <Degrees of Freedom>, <Variable> ]",ChiSquaredTest:"ChiSquaredTest","ChiSquaredTest.Syntax":"[ <Matrix> ]\n[ <List>, <List> ]\n[ <Matrix>, <Matrix> ]",Circle:"Circle","Circle.Syntax":"[ <Point>, <Radius Number> ]\n[ <Point>, <Segment> ]\n[ <Point>, <Point> ]\n[ <Point>, <Point>, <Point> ]","Circle.Syntax3D":"[ <Point>, <Radius Number> ]\n[ <Point>, <Segment> ]\n[ <Point>, <Point> ]\n[ <Line>, <Point> ]\n[ <Point>, <Point>, <Point> ]\n[ <Point>, <Radius>, <Direction> ]\n[ <Point>, <Point>, <Direction> ]",CircleArc:"CircularArc","CircleArc.Syntax":"[ <Midpoint>, <Point>, <Point> ]",CircleSector:"CircularSector","CircleSector.Syntax":"[ <Midpoint>, <Point>, <Point> ]",CircumcircleArc:"CircumcircularArc","CircumcircleArc.Syntax":"[ <Point>, <Point>, <Point> ]",CircumcircleSector:"CircumcircularSector","CircumcircleSector.Syntax":"[ <Point>, <Point>, <Point> ]",Circumference:"Circumference","Circumference.Syntax":"[ <Conic> ]",Classes:"Classes","Classes.Syntax":"[ <List of Data>, <Number of Classes> ]\n[ <List of Data>, <Start>, <Width of Classes> ]",ClosestPoint:"ClosestPoint","ClosestPoint.Syntax":"[ <Path>, <Point> ]\n[ <Line>, <Line> ]",ClosestPointRegion:"ClosestPointRegion","ClosestPointRegion.Syntax":"[ <Region>, <Point> ]",Coefficients:"Coefficients","Coefficients.Syntax":"[ <Polynomial> ]\n[ <Conic> ]","Coefficients.SyntaxCAS":"[ <Polynomial> ]\n[ <Polynomial>, <Variable> ]",Column:"Column","Column.Syntax":"[ <Spreadsheet Cell> ]",ColumnName:"ColumnName","ColumnName.Syntax":"[ <Spreadsheet Cell> ]",Command:"ืคืงื•ื“ื”",CommonDenominator:"CommonDenominator","CommonDenominator.Syntax":"[ <Expression>, <Expression> ]",CompetitionRank:"CompetitionRank","CompetitionRank.Syntax":"[ <List> ]",CompleteSquare:"CompleteSquare","CompleteSquare.Syntax":"[ <Quadratic Function> ]",ComplexRoot:"ComplexRoot","ComplexRoot.Syntax":"[ <Polynomial> ]",Cone:"Cone","Cone.Syntax":"[ <Circle>, <Height> ]\n[ <Point>, <Point>, <Radius> ]\n[ <Point>, <Vector>, <Angle> ]",Conic:"Conic","Conic.Syntax":"[ <Point>, <Point>, <Point>, <Point>, <Point> ]\n[ <Number>, <Number>, <Number>, <Number>, <Number>, <Number> ]",ConstructionStep:"ConstructionStep","ConstructionStep.Syntax":"[ ]\n[ <Object> ]",ContingencyTable:"ContingencyTable","ContingencyTable.Syntax":"[ <List of Text>, <List of Text> ]\n[ <List of Text>, <List of Text>, <Options> ]\n[ <List of Row Values>, <List of Column Values>, <Frequency Table> ]\n[ <List of Row Values>, <List of Column Values>, <Frequency Table>, <Options> ]",ContinuedFraction:"ContinuedFraction","ContinuedFraction.Syntax":"[ <Number> ]\n[ <Number>, <Level> ]\n[ <Number>, <Level>, <Shorthand true|false> ]",ContourPlot:"ContourPlot",ConvexHull:"ConvexHull","ConvexHull.Syntax":"[ <List of Points> ]",CopyFreeObject:"CopyFreeObject","CopyFreeObject.Syntax":"[ <Object> ]",Corner:"Corner","Corner.Syntax":"[ <Number of Corner> ]\n[ <Image>, <Number of Corner> ]\n[ <Text>, <Number of Corner> ]\n[ <Graphics View>, <Number of Corner> ]",CountIf:"CountIf","CountIf.Syntax":"[ <Condition>, <List> ]\n[ <Condition>, <Variable>, <List> ]",Covariance:"Covariance","Covariance.Syntax":"[ <List of Points> ]\n[ <List of Numbers>, <List of Numbers> ]",Cross:"Cross","Cross.SyntaxCAS":"[ <Vector>, <Vector> ]",CrossRatio:"CrossRatio","CrossRatio.Syntax":"[ <Point>, <Point>, <Point>, <Point> ]",Cube:"Cube","Cube.Syntax":"[ <Point>, <Point> ]\n[ <Point>, <Point>, <Point> ]\n[ <Point>, <Point>, <Direction> ]",Cubic:"Cubic","Cubic.Syntax":"[ <Point>, <Point>, <Point>, <Number> ]",Curvature:"Curvature","Curvature.Syntax":"[ <Point>, <Object> ]",CurvatureVector:"CurvatureVector","CurvatureVector.Syntax":"[ <Point>, <Object> ]",CurveCartesian:"Curve","CurveCartesian.Syntax":"[ <Expression>, <Expression>, <Parameter Variable>, <Start Value>, <End Value> ]","CurveCartesian.Syntax3D":"[ <Expression>, <Expression>, <Parameter Variable>, <Start Value>, <End Value> ]\n[ <Expression>, <Expression>, <Expression>, <Parameter Variable>, <Start Value>, <End Value> ]",Cylinder:"Cylinder","Cylinder.Syntax":"[ <Circle>, <Height> ]\n[ <Point>, <Point>, <Radius> ]",DataFunction:"DataFunction","DataFunction.Syntax":"[ <List of Numbers>, <List of Numbers> ]",Defined:"IsDefined","Defined.Syntax":"[ <Object> ]",Degree:"Degree","Degree.Syntax":"[ <Polynomial> ]","Degree.SyntaxCAS":"[ <Polynomial> ]\n[ <Polynomial>, <Variable> ]",DelauneyTriangulation:"DelaunayTriangulation","DelauneyTriangulation.Syntax":"[ <List of Points> ]",Delete:"Delete","Delete.Syntax":"[ <Object> ]",Denominator:"Denominator","Denominator.Syntax":"[ <Number> ]\n[ <Function> ]","Denominator.SyntaxCAS":"[ <Expression> ]",DensityPlot:"DensityPlot",Derivative:"Derivative","Derivative.Syntax":"[ <Function> ]\n[ <Curve> ]\n[ <Function>, <Number> ]\n[ <Function>, <Variable> ]\n[ <Curve>, <Number> ]\n[ <Function>, <Variable>, <Number> ]","Derivative.SyntaxCAS":"[ <Expression> ]\n[ <Expression>, <Variable> ]\n[ <Expression>, <Variable>, <Number> ]",Determinant:"Determinant","Determinant.Syntax":"[ <Matrix> ]",Diameter:"ConjugateDiameter","Diameter.Syntax":"[ <Vector>, <Conic> ]\n[ <Line>, <Conic> ]",Difference:"Difference","Difference.Syntax":"[ <Polygon>, <Polygon> ]",Dilate:"Dilate","Dilate.Syntax":"[ <Object>, <Dilation Factor> ]\n[ <Object>, <Dilation Factor>, <Dilation Center Point> ]",Dimension:"Dimension","Dimension.Syntax":"[ <Object> ]",Direction:"Direction","Direction.Syntax":"[ <Line> ]",Directrix:"Directrix","Directrix.Syntax":"[ <Conic> ]",Distance:"Distance","Distance.Syntax":"[ <Point>, <Object> ]\n[ <Line>, <Line> ]",Div:"Div","Div.Syntax":"[ <Dividend Number>, <Divisor Number> ]\n[ <Dividend Polynomial>, <Divisor Polynomial> ]",Division:"Division","Division.Syntax":"[ <Dividend Number>, <Divisor Number> ]\n[ <Dividend Polynomial>, <Divisor Polynomial> ]",Divisors:"Divisors","Divisors.Syntax":"[ <Number> ]",DivisorsList:"DivisorsList","DivisorsList.Syntax":"[ <Number> ]",DivisorsSum:"DivisorsSum","DivisorsSum.Syntax":"[ <Number> ]",Dodecahedron:"Dodecahedron","Dodecahedron.Syntax":"[ <Point>, <Point> ]\n[ <Point>, <Point>, <Point> ]\n[ <Point>, <Point>, <Direction> ]",Dot:"Dot","Dot.Syntax":"[ <Vector>, <Vector> ]",DotPlot:"DotPlot","DotPlot.Syntax":"[ <List of Raw Data>, <Stack Adjacent Dots (optional)>, <Scale Factor (optional)> ]",DynamicCoordinates:"DynamicCoordinates","DynamicCoordinates.Syntax":"[ <Point>, <x-Coordinate>, <y-Coordinate> ]\n[ <Point>, <x-Coordinate>, <y-Coordinate>, <z-Coordinate> ]",Eccentricity:"Eccentricity","Eccentricity.Syntax":"[ <Conic> ]",Element:"Element","Element.Syntax":"[ <List>, <Position of Element> ]\n[ <Matrix>, <Row>, <Column> ]\n[ <List>, <Index1>, <Index2>, ... ]","Element.SyntaxCAS":"[ <List>, <Position of Element> ]\n[ <Matrix>, <Row>, <Column> ]",Eliminate:"Eliminate","Eliminate.Syntax":"[ <List of Polynomials>, <List of Variables> ]",Ellipse:"Ellipse","Ellipse.Syntax":"[ <Focus>, <Focus>, <Semimajor Axis Length> ]\n[ <Focus>, <Focus>, <Segment> ]\n[ <Focus>, <Focus>, <Point> ]",Ends:"Ends","Ends.Syntax":"[ <Quadric> ]",Envelope:"Envelope","Envelope.Syntax":"[ <Path>, <Point> ]",Erlang:"Erlang","Erlang.Syntax":"[ <Shape>, <Rate>, <Variable Value> ]\n[ <Shape>, <Rate>, x, <Boolean Cumulative> ]",Evaluate:"Evaluate",Excentricity:"LinearEccentricity","Excentricity.Syntax":"[ <Conic> ]",Execute:"Execute","Execute.Syntax":"[ <List of Texts> ]\n[ <List of Texts>, <Parameter>, <Parameter>, ... ]",Expand:"Expand","Expand.Syntax":"[ <Expression> ]",Exponential:"Exponential","Exponential.Syntax":"[ <Lambda>, <Variable Value> ]\n[ <Lambda>, x, <Boolean Cumulative> ]","Exponential.SyntaxCAS":"[ <Lambda>, <Variable Value> ]",ExportImage:"ExportImage","ExportImage.Syntax":"[ <Property>, <Value>, <Property>, <Value>, ... ]",Extremum:"Extremum","Extremum.Syntax":"[ <Polynomial> ]\n[ <Function>, <Start x-Value>, <End x-Value> ]",FDistribution:"FDistribution","FDistribution.Syntax":"[ <Numerator Degrees of Freedom>, <Denominator Degrees of Freedom>, <Variable Value> ]\n[ <Numerator Degrees of Freedom>, <Denominator Degrees of Freedom>, x, <Boolean Cumulative> ]","FDistribution.SyntaxCAS":"[ <Numerator Degrees of Freedom>, <Denominator Degrees of Freedom>, <Variable Value> ]",Factor:"Factor","Factor.Syntax":"[ <Polynomial> ]","Factor.SyntaxCAS":"[ <Number> ]\n[ <Polynomial> ]\n[ <Expression>, <Variable> ]",Factors:"Factors","Factors.Syntax":"[ <Polynomial> ]\n[ <Number> ]",FillCells:"FillCells","FillCells.Syntax":"[ <CellRange>, <Object> ]\n[ <Cell>, <List> ]\n[ <Cell>, <Matrix> ]",FillColumn:"FillColumn","FillColumn.Syntax":"[ <Column>, <List> ]",FillRow:"FillRow","FillRow.Syntax":"[ <Row>, <List> ]",First:"First","First.Syntax":"[ <List> ]\n[ <Text> ]\n[ <List>, <Number of Elements> ]\n[ <Text>, <Number of Elements> ]\n[ <Locus>, <Number of Elements> ]","First.SyntaxCAS":"[ <List> ]\n[ <List>, <Number of Elements> ]",FirstAxis:"MajorAxis","FirstAxis.Syntax":"[ <Conic> ]",FirstAxisLength:"SemiMajorAxisLength","FirstAxisLength.Syntax":"[ <Conic> ]",Fit:"Fit","Fit.Syntax":"[ <List of Points>, <List of Functions> ]\n[ <List of Points>, <Function> ]",FitExp:"FitExp","FitExp.Syntax":"[ <List of Points> ]",FitGrowth:"FitGrowth","FitGrowth.Syntax":"[ <List of Points> ]",FitImplicit:"FitImplicit","FitImplicit.Syntax":"[ <List of Points>, <Order> ]",FitLineX:"FitLineX","FitLineX.Syntax":"[ <List of Points> ]",FitLineY:"FitLine","FitLineY.Syntax":"[ <List of Points> ]",FitLog:"FitLog","FitLog.Syntax":"[ <List of Points> ]",FitLogistic:"FitLogistic","FitLogistic.Syntax":"[ <List of Points> ]",FitPoly:"FitPoly","FitPoly.Syntax":"[ <List of Points>, <Degree of Polynomial> ]",FitPow:"FitPow","FitPow.Syntax":"[ <List of Points> ]",FitSin:"FitSin","FitSin.Syntax":"[ <List of Points> ]",Flatten:"Flatten","Flatten.Syntax":"[ <List> ]",Focus:"Focus","Focus.Syntax":"[ <Conic> ]",FractionText:"FractionText","FractionText.Syntax":"[ <Number> ]\n[ <Point> ]",Frequency:"Frequency","Frequency.Syntax":"[ <List of Raw Data> ]\n[ <Boolean Cumulative>, <List of Raw Data> ]\n[ <List of Class Boundaries>, <List of Raw Data> ]\n[ <List of Text>, <List of Text> ]\n[ <Boolean Cumulative>, <List of Class Boundaries>, <List of Raw Data> ]\n[ <List of Class Boundaries>, <List of Raw Data>, <Use Density>, <Density Scale Factor (optional)> ]\n[ <Boolean Cumulative>, <List of Class Boundaries>, <List of Raw Data>, <Use Density>, <Density Scale Factor (optional)> ]",FrequencyPolygon:"FrequencyPolygon","FrequencyPolygon.Syntax":"[ <List of Class Boundaries>, <List of Heights> ]\n[ <List of Class Boundaries>, <List of Raw Data>, <Boolean Use Density>, <Density Scale Factor (optional)> ]\n[ <Boolean Cumulative>, <List of Class Boundaries>, <List of Raw Data>, <Boolean Use Density>, <Density Scale Factor (optional)> ]",FrequencyTable:"FrequencyTable","FrequencyTable.Syntax":"[ <List of Raw Data>, <Scale Factor (optional)> ]\n[ <Boolean Cumulative>, <List of Raw Data> ]\n[ <List of Class Boundaries>, <List of Raw Data> ]\n[ <Boolean Cumulative>, <List of Class Boundaries>, <List of Raw Data> ]\n[ <List of Class Boundaries>, <List of Raw Data>, <Use Density>, <Density Scale Factor (optional)> ]\n[ <Boolean Cumulative>, <List of Class Boundaries>, <List of Raw Data>, <Use Density>, <Density Scale Factor (optional)> ]",FromBase:"FromBase","FromBase.Syntax":'[ "<Number as Text>", <Base> ]',Function:"Function","Function.Syntax":"[ <List of Numbers> ]\n[ <Function>, <Start x-Value>, <End x-Value> ]","Function.Syntax3D":"[ <List of Numbers> ]\n[ <Function>, <Start x-Value>, <End x-Value> ]\n[ <Expression>, <Parameter Variable 1>, <Start Value>, <End Value>, <Parameter Variable 2>, <Start Value>, <End Value> ]","Function.SyntaxCAS":"[ <Function>, <Start x-Value>, <End x-Value> ]",FutureValue:"FutureValue","FutureValue.Syntax":"[ <Rate>, <Number of Periods>, <Payment>, <Present Value (optional)>, <Type (optional)> ]",GCD:"GCD","GCD.Syntax":"[ <List of Numbers> ]\n[ <Number>, <Number> ]","GCD.SyntaxCAS":"[ <List of Numbers> ]\n[ <List of Polynomials> ]\n[ <Number>, <Number> ]\n[ <Polynomial>, <Polynomial> ]",Gamma:"Gamma","Gamma.Syntax":"[ <Alpha>, <Beta>, <Variable Value> ]\n[ <Alpha>, <Beta>, x, <Boolean Cumulative> ]","Gamma.SyntaxCAS":"[ <Alpha>, <Beta>, <Variable Value> ]",GeometricMean:"GeometricMean","GeometricMean.Syntax":"[ <List of Numbers> ]",GetTime:"GetTime","GetTime.Syntax":'[ ]\n[ "<Format>" ]',GroebnerDegRevLex:"GroebnerDegRevLex","GroebnerDegRevLex.Syntax":"[ <List of Polynomials> ]\n[ <List of Polynomials>, <List of Variables> ]",GroebnerLex:"GroebnerLex","GroebnerLex.Syntax":"[ <List of Polynomials> ]\n[ <List of Polynomials>, <List of Variables> ]",GroebnerLexDeg:"GroebnerLexDeg","GroebnerLexDeg.Syntax":"[ <List of Polynomials> ]\n[ <List of Polynomials>, <List of Variables> ]",HarmonicMean:"HarmonicMean","HarmonicMean.Syntax":"[ <List of Numbers> ]",Height:"Height","Height.Syntax":"[ <Solid> ]",HideLayer:"HideLayer","HideLayer.Syntax":"[ <Number> ]",Histogram:"Histogram","Histogram.Syntax":"[ <List of Class Boundaries>, <List of Heights> ]\n[ <List of Class Boundaries>, <List of Raw Data>, <Use Density>, <Density Scale Factor (optional)> ]\n[ <Boolean Cumulative>, <List of Class Boundaries>, <List of Raw Data>, <Use Density>, <Density Scale Factor (optional)> ]",HistogramRight:"HistogramRight","HistogramRight.Syntax":"[ <List of Class Boundaries>, <List of Heights> ]\n[ <List of Class Boundaries>, <List of Raw Data>, <Use Density>, <Density Scale Factor (optional)> ]\n[ <Boolean Cumulative>, <List of Class Boundaries>, <List of Raw Data>, <Use Density>, <Density Scale Factor (optional)> ]",HyperGeometric:"HyperGeometric","HyperGeometric.Syntax":"[ <Population Size>, <Number of Successes>, <Sample Size> ]\n[ <Population Size>, <Number of Successes>, <Sample Size>, <Boolean Cumulative> ]\n[ <Population Size>, <Number of Successes>, <Sample Size>, <Variable Value>, <Boolean Cumulative> ]","HyperGeometric.SyntaxCAS":"[ <Population Size>, <Number of Successes>, <Sample Size>, <Variable Value>, <Boolean Cumulative> ]",Hyperbola:"Hyperbola","Hyperbola.Syntax":"[ <Focus>, <Focus>, <Semimajor Axis Length> ]\n[ <Focus>, <Focus>, <Segment> ]\n[ <Focus>, <Focus>, <Point> ]",IFactor:"IFactor","IFactor.Syntax":"[ <Polynomial> ]","IFactor.SyntaxCAS":"[ <Expression> ]\n[ <Expression>, <Variable> ]",Icosahedron:"Icosahedron","Icosahedron.Syntax":"[ <Point>, <Point> ]\n[ <Point>, <Point>, <Point> ]\n[ <Point>, <Point>, <Direction> ]",Identity:"Identity","Identity.Syntax":"[ <Number> ]",If:"If","If.Syntax":"[ <Condition>, <Then> ]\n[ <Condition>, <Then>, <Else> ]",ImplicitCurve:"ImplicitCurve","ImplicitCurve.Syntax":"[ <List of Points> ]\n[ <f(xโ€š y)> ]",ImplicitDerivative:"ImplicitDerivative","ImplicitDerivative.Syntax":"[ <f(xโ€š y)> ]","ImplicitDerivative.SyntaxCAS":"[ <f(xโ€š y)> ]\n[ <Expression>, <Dependent Variable>, <Independent Variable> ]",Incircle:"Incircle","Incircle.Syntax":"[ <Point>, <Point>, <Point> ]",IndexOf:"IndexOf","IndexOf.Syntax":"[ <Object>, <List> ]\n[ <Text>, <Text> ]\n[ <Object>, <List>, <Start Index> ]\n[ <Text>, <Text>, <Start Index> ]",InfiniteCone:"InfiniteCone","InfiniteCone.Syntax":"[ <Point>, <Vector>, <Angle> ]\n[ <Point>, <Point>, <Angle> ]\n[ <Point>, <Line>, <Angle> ]",InfiniteCylinder:"InfiniteCylinder","InfiniteCylinder.Syntax":"[ <Line>, <Radius> ]\n[ <Point>, <Vector>, <Radius> ]\n[ <Point>, <Point>, <Radius> ]",Insert:"Insert","Insert.Syntax":"[ <List>, <List>, <Position> ]\n[ <Object>, <List>, <Position> ]",Integral:"Integral","Integral.Syntax":"[ <Function> ]\n[ <Function>, <Variable> ]\n[ <Function>, <Start x-Value>, <End x-Value> ]\n[ <Function>, <Start x-Value>, <End x-Value>, <Boolean Evaluate> ]","Integral.SyntaxCAS":"[ <Function> ]\n[ <Function>, <Variable> ]\n[ <Function>, <Start x-Value>, <End x-Value> ]\n[ <Function>, <Variable>, <Start Value>, <End Value> ]",IntegralBetween:"IntegralBetween","IntegralBetween.Syntax":"[ <Function>, <Function>, <Start x-Value>, <End x-Value> ]\n[ <Function>, <Function>, <Start x-Value>, <End x-Value>, <Boolean Evaluate> ]","IntegralBetween.SyntaxCAS":"[ <Function>, <Function>, <Start x-Value>, <End x-Value> ]\n[ <Function>, <Function>, <Variable>, <Start Value>, <End Value> ]",Intersect:"Intersect","Intersect.Syntax":"[ <Object>, <Object> ]\n[ <Object>, <Object>, <Index of Intersection Point> ]\n[ <Object>, <Object>, <Initial Point> ]\n[ <Function>, <Function>, <Start x-Value>, <End x-Value> ]\n[ <Curve 1>, <Curve 2>, <Parameter 1>, <Parameter 2> ]","Intersect.SyntaxCAS":"[ <Function>, <Function> ]",IntersectConic:"IntersectConic","IntersectConic.Syntax":"[ <Plane>, <Quadric> ]\n[ <Quadric>, <Quadric> ]",IntersectPath:"IntersectPaths","IntersectPath.Syntax":"[ <Line>, <Polygon> ]\n[ <Polygon>, <Polygon> ]","IntersectPath.Syntax3D":"[ <Line>, <Polygon> ]\n[ <Polygon>, <Polygon> ]\n[ <Plane>, <Polygon> ]\n[ <Plane>, <Quadric> ]",Intersection:"Intersection","Intersection.Syntax":"[ <List>, <List> ]",InverseBinomial:"InverseBinomial","InverseBinomial.Syntax":"[ <Number of Trials>, <Probability of Success>, <Probability> ]",InverseCauchy:"InverseCauchy","InverseCauchy.Syntax":"[ <Median>, <Scale>, <Probability> ]",InverseChiSquared:"InverseChiSquared","InverseChiSquared.Syntax":"[ <Degrees of Freedom>, <Probability> ]",InverseExponential:"InverseExponential","InverseExponential.Syntax":"[ <Lambda>, <Probability> ]",InverseFDistribution:"InverseFDistribution","InverseFDistribution.Syntax":"[ <Numerator Degrees of Freedom>, <Denominator Degrees of Freedom>, <Probability> ]",InverseGamma:"InverseGamma","InverseGamma.Syntax":"[ <Alpha>, <Beta>, <Probability> ]",InverseHyperGeometric:"InverseHyperGeometric","InverseHyperGeometric.Syntax":"[ <Population Size>, <Number of Successes>, <Sample Size>, <Probability> ]",InverseLaplace:"InverseLaplace","InverseLaplace.Syntax":"[ <Function> ]\n[ <Function>, <Variable> ]\n[ <Function>, <Variable>, <Variable> ]",InverseLogNormal:"InverseLogNormal","InverseLogNormal.Syntax":"[ <Mean>, <Standard Deviation>, <Probability> ]",InverseLogistic:"InverseLogistic","InverseLogistic.Syntax":"[ <Mean>, <Scale>, <Probability> ]",InverseNormal:"InverseNormal","InverseNormal.Syntax":"[ <Mean>, <Standard Deviation>, <Probability> ]",InversePascal:"InversePascal","InversePascal.Syntax":"[ <Number of Successes>, <Probability of Success>, <Probability> ]",InversePoisson:"InversePoisson","InversePoisson.Syntax":"[ <Mean>, <Probability> ]",InverseTDistribution:"InverseTDistribution","InverseTDistribution.Syntax":"[ <Degrees of Freedom>, <Probability> ]",InverseWeibull:"InverseWeibull","InverseWeibull.Syntax":"[ <Shape>, <Scale>, <Probability> ]",InverseZipf:"InverseZipf","InverseZipf.Syntax":"[ <Number of Elements>, <Exponent>, <Probability> ]",Invert:"Invert","Invert.Syntax":"[ <Matrix> ]\n[ <Function> ]",IsInRegion:"IsInRegion","IsInRegion.Syntax":"[ <Point>, <Region> ]",IsInteger:"IsInteger","IsInteger.Syntax":"[ <Number> ]",IsPrime:"IsPrime","IsPrime.Syntax":"[ <Number> ]",Iteration:"Iteration","Iteration.Syntax":"[ <Function>, <Start Value>, <Number of Iterations> ]\n[ <Expression>, <Variables>, <Start Values>, <Count> ]",IterationList:"IterationList","IterationList.Syntax":"[ <Function>, <Start Value>, <Number of Iterations> ]\n[ <Expression>, <Variables>, <Start Values>, <Count> ]",Join:"Join","Join.Syntax":"[ <List of Lists> ]\n[ <List>, <List>, ... ]",KeepIf:"KeepIf","KeepIf.Syntax":"[ <Condition>, <List> ]\n[ <Condition>, <Variable>, <List> ]",LCM:"LCM","LCM.Syntax":"[ <List of Numbers> ]\n[ <Number>, <Number> ]","LCM.SyntaxCAS":"[ <List of Numbers> ]\n[ <List of Polynomials> ]\n[ <Number>, <Number> ]\n[ <Polynomial>, <Polynomial> ]",LaTeX:"FormulaText","LaTeX.Syntax":"[ <Object> ]\n[ <Object>, <Boolean for Substitution of Variables> ]\n[ <Object>, <Boolean for Substitution of Variables>, <Boolean Show Name> ]",Laplace:"Laplace","Laplace.Syntax":"[ <Function> ]\n[ <Function>, <Variable> ]\n[ <Function>, <Variable>, <Variable> ]",Last:"Last","Last.Syntax":"[ <List> ]\n[ <Text> ]\n[ <List>, <Number of Elements> ]\n[ <Text>, <Number of Elements> ]","Last.SyntaxCAS":"[ <List> ]\n[ <List>, <Number of Elements> ]",LeftSide:"LeftSide","LeftSide.Syntax":"[ <Equation> ]","LeftSide.SyntaxCAS":"[ <Equation> ]\n[ <List of Equations> ]\n[ <List of Equations>, <Index> ]",LeftSum:"LeftSum","LeftSum.Syntax":"[ <Function>, <Start x-Value>, <End x-Value>, <Number of Rectangles> ]",Length:"Length","Length.Syntax":"[ <Object> ]\n[ <Function>, <Start x-Value>, <End x-Value> ]\n[ <Function>, <Start Point>, <End Point> ]\n[ <Curve>, <Start t-Value>, <End t-Value> ]\n[ <Curve>, <Start Point>, <End Point> ]","Length.SyntaxCAS":"[ <List> ]\n[ <Function>, <Start x-Value>, <End x-Value> ]\n[ <Function>, <Variable>, <Start x-Value>, <End x-Value> ]",LetterToUnicode:"LetterToUnicode","LetterToUnicode.Syntax":'[ "<Letter>" ]',Limit:"Limit","Limit.Syntax":"[ <Function>, <Value> ]","Limit.SyntaxCAS":"[ <Expression>, <Value> ]\n[ <Expression>, <Variable>, <Value> ]",LimitAbove:"LimitAbove","LimitAbove.Syntax":"[ <Function>, <Value> ]","LimitAbove.SyntaxCAS":"[ <Expression>, <Value> ]\n[ <Expression>, <Variable>, <Value> ]",LimitBelow:"LimitBelow","LimitBelow.Syntax":"[ <Function>, <Value> ]","LimitBelow.SyntaxCAS":"[ <Expression>, <Value> ]\n[ <Expression>, <Variable>, <Value> ]",Line:"Line","Line.Syntax":"[ <Point>, <Point> ]\n[ <Point>, <Parallel Line> ]\n[ <Point>, <Direction Vector> ]",LineBisector:"PerpendicularBisector","LineBisector.Syntax":"[ <Segment> ]\n[ <Point>, <Point> ]","LineBisector.Syntax3D":"[ <Segment> ]\n[ <Point>, <Point> ]\n[ <Point>, <Point>, <Direction> ]",Locus:"Locus","Locus.Syntax":"[ <Point Creating Locus Line>, <Point> ]\n[ <Point Creating Locus Line>, <Slider> ]\n[ <Slopefield>, <Point> ]\n[ <f(x, y)>, <Point> ]",LocusEquation:"LocusEquation","LocusEquation.Syntax":"[ <Locus> ]\n[ <Locus Point>, <Moving Point> ]\n[ <Boolean Expression>, <Free Point> ]",LogNormal:"LogNormal","LogNormal.Syntax":"[ <Mean>, <Standard Deviation>, <Variable Value> ]\n[ <Mean>, <Standard Deviation>, x, <Boolean Cumulative> ]",Logistic:"Logistic","Logistic.Syntax":"[ <Mean>, <Scale>, <Variable Value> ]\n[ <Mean>, <Scale>, x, <Boolean Cumulative> ]",LowerSum:"LowerSum","LowerSum.Syntax":"[ <Function>, <Start x-Value>, <End x-Value>, <Number of Rectangles> ]",MatrixPlot:"MatrixPlot",MatrixRank:"MatrixRank","MatrixRank.Syntax":"[ <Matrix> ]",Max:"Max","Max.Syntax":"[ <Interval> ]\n[ <List> ]\n[ <Number>, <Number> ]\n[ <List of Data>, <List of Frequencies> ]\n[ <Function>, <Start x-Value>, <End x-Value> ]","Max.SyntaxCAS":"[ <List> ]\n[ <Number>, <Number> ]",Maximize:"Maximize","Maximize.Syntax":"[ <Dependent Number>, <Free Number> ]\n[ <Dependent Number>, <Point on Path> ]",Mean:"Mean","Mean.Syntax":"[ <List of Raw Data> ]\n[ <List of Numbers>, <List of Frequencies> ]","Mean.SyntaxCAS":"[ <List of Numbers> ]",MeanX:"MeanX","MeanX.Syntax":"[ <List of Points> ]",MeanY:"MeanY","MeanY.Syntax":"[ <List of Points> ]",Median:"Median","Median.Syntax":"[ <List of Raw Data> ]\n[ <List of Numbers>, <List of Frequencies> ]","Median.SyntaxCAS":"[ <List of Numbers> ]",Midpoint:"Midpoint","Midpoint.Syntax":"[ <Segment> ]\n[ <Conic> ]\n[ <Interval> ]\n[ <Point>, <Point> ]",Min:"Min","Min.Syntax":"[ <Interval> ]\n[ <List> ]\n[ <Number>, <Number> ]\n[ <List of Data>, <List of Frequencies> ]\n[ <Function>, <Start x-Value>, <End x-Value> ]","Min.SyntaxCAS":"[ <List> ]\n[ <Number>, <Number> ]",Minimize:"Minimize","Minimize.Syntax":"[ <Dependent Number>, <Free Number> ]\n[ <Dependent Number>, <Point on Path> ]",MinimumSpanningTree:"MinimumSpanningTree","MinimumSpanningTree.Syntax":"[ <List of Points> ]",Mirror:"Reflect","Mirror.Syntax":"[ <Object>, <Point> ]\n[ <Object>, <Line> ]\n[ <Object>, <Circle> ]","Mirror.Syntax3D":"[ <Object>, <Point> ]\n[ <Object>, <Line> ]\n[ <Object>, <Plane> ]\n[ <Object>, <Circle> ]",MixedNumber:"MixedNumber","MixedNumber.SyntaxCAS":"[ <Number> ]",Mod:"Mod","Mod.Syntax":"[ <Dividend Number>, <Divisor Number> ]\n[ <Dividend Polynomial>, <Divisor Polynomial> ]",Mode:"Mode","Mode.Syntax":"[ <List of Numbers> ]",NDerivative:"NDerivative","NDerivative.Syntax":"[ <Function> ]",NIntegral:"NIntegral","NIntegral.Syntax":"[ <Function> ]\n[ <Function>, <Start x-Value>, <End x-Value> ]","NIntegral.SyntaxCAS":"[ <Function>, <Start x-Value>, <End x-Value> ]\n[ <Function>, <Variable>, <Start Value>, <End Value> ]",NInvert:"NInvert","NInvert.Syntax":"[ <Function> ]",NSolutions:"NSolutions","NSolutions.Syntax":"[ <Equation> ]","NSolutions.SyntaxCAS":"[ <Equation> ]\n[ <Equation>, <Variable> ]\n[ <Equation>, <Variable = starting value> ]\n[ <List of Equations>, <List of Variables> ]",NSolve:"NSolve","NSolve.Syntax":"[ <Equation> ]","NSolve.SyntaxCAS":"[ <Equation> ]\n[ <Equation>, <Variable> ]\n[ <Equation>, <Variable = starting value> ]\n[ <List of Equations>, <List of Variables)> ]",NSolveODE:"NSolveODE","NSolveODE.Syntax":"[ <List of Derivatives>, <Initial x-coordinate>, <List of Initial y-coordinates>, <Final x-coordinate> ]",Name:"Name","Name.Syntax":"[ <Object> ]",Net:"Net","Net.Syntax":"[ <Polyhedron>, <Number> ]\n[ <Polyhedron>, <Number>, <Face>, <Edge>, <Edge>, ... ]",NextPrime:"NextPrime","NextPrime.Syntax":"[ <Number> ]",Normal:"Normal","Normal.Syntax":"[ <Mean>, <Standard Deviation>, <Variable Value> ]\n[ <Mean>, <Standard Deviation>, <Variable Value>, <Boolean Cumulative> ]\n[ <Mean>, <Standard Deviation>, x, <Boolean Cumulative> ]","Normal.SyntaxCAS":"[ <Mean>, <Standard Deviation>, <Variable Value> ]",NormalQuantilePlot:"NormalQuantilePlot","NormalQuantilePlot.Syntax":"[ <List of Raw Data> ]",Normalize:"Normalize","Normalize.Syntax":"[ <List of Numbers> ]\n[ <List of Points> ]",Numerator:"Numerator","Numerator.Syntax":"[ <Number> ]\n[ <Function> ]","Numerator.SyntaxCAS":"[ <Expression> ]",Numeric:"Numeric","Numeric.SyntaxCAS":"[ <Expression> ]\n[ <Expression>, <significant figures> ]",Object:"Object","Object.Syntax":"[ <Name of Object as Text> ]",Octahedron:"Octahedron","Octahedron.Syntax":"[ <Point>, <Point> ]\n[ <Point>, <Point>, <Point> ]\n[ <Point>, <Point>, <Direction> ]",Ordinal:"Ordinal","Ordinal.Syntax":"[ <Integer> ]",OrdinalRank:"OrdinalRank","OrdinalRank.Syntax":"[ <List> ]",OrthogonalLine:"PerpendicularLine","OrthogonalLine.Syntax":"[ <Point>, <Line> ]\n[ <Point>, <Segment> ]\n[ <Point>, <Vector> ]","OrthogonalLine.Syntax3D":"[ <Point>, <Line> ]\n[ <Point>, <Segment> ]\n[ <Point>, <Vector> ]\n[ <Point>, <Plane> ]\n[ <Line>, <Line> ]\n[ <Point>, <Line>, <Line> ]\n[ <Point>, <Vector>, <Vector> ]\n[ <Point>, <Line>, <Context> ]",OrthogonalPlane:"PerpendicularPlane","OrthogonalPlane.Syntax":"[ <Point>, <Line> ]\n[ <Point>, <Vector> ]",OrthogonalVector:"PerpendicularVector","OrthogonalVector.Syntax":"[ <Line> ]\n[ <Segment> ]\n[ <Vector> ]","OrthogonalVector.Syntax3D":"[ <Line> ]\n[ <Segment> ]\n[ <Vector> ]\n[ <Plane> ]","OrthogonalVector.SyntaxCAS":"[ <Vector> ]",OsculatingCircle:"OsculatingCircle","OsculatingCircle.Syntax":"[ <Point>, <Object> ]",PMCC:"CorrelationCoefficient","PMCC.Syntax":"[ <List of Points> ]\n[ <List of x-Coordinates>, <List of y-Coordinates> ]",Pan:"Pan","Pan.Syntax":"[ <x>, <y> ]","Pan.Syntax3D":"[ <x>, <y> ]\n[ <x>, <y>, <z> ]",Parabola:"Parabola","Parabola.Syntax":"[ <Point>, <Line> ]",Parameter:"Parameter","Parameter.Syntax":"[ <Parabola> ]",ParametricDerivative:"ParametricDerivative","ParametricDerivative.Syntax":"[ <Curve> ]",ParseToFunction:"ParseToFunction","ParseToFunction.Syntax":"[ <Function>, <String> ]",ParseToNumber:"ParseToNumber","ParseToNumber.Syntax":"[ <Number>, <String> ]",PartialFractions:"PartialFractions","PartialFractions.Syntax":"[ <Function> ]","PartialFractions.SyntaxCAS":"[ <Function> ]\n[ <Function>, <Variable> ]",Pascal:"Pascal","Pascal.Syntax":"[ <Number of Successes>, <Probability of Success> ]\n[ <Number of Successes>, <Probability of Success>, <Boolean Cumulative> ]\n[ <Number of Successes>, <Probability of Success>, <Variable Value>, <Boolean Cumulative> ]","Pascal.SyntaxCAS":"[ <Number of Successes>, <Probability of Success>, <Variable Value>, <Boolean Cumulative> ]",PathParameter:"PathParameter","PathParameter.Syntax":"[ <Point On Path> ]",Payment:"Payment","Payment.Syntax":"[ <Rate>, <Number of Periods>, <Present Value>, <Future Value (optional)>, <Type (optional)> ]",Percentile:"Percentile","Percentile.Syntax":"[ <List of Numbers>, <Percent> ]",Perimeter:"Perimeter","Perimeter.Syntax":"[ <Polygon> ]\n[ <Conic> ]\n[ <Locus> ]",Periods:"Periods","Periods.Syntax":"[ <Rate>, <Payment>, <Present Value>, <Future Value (optional)>, <Type (optional)> ]",Plane:"Plane","Plane.Syntax":"[ <Polygon> ]\n[ <Conic> ]\n[ <Point>, <Plane> ]\n[ <Point>, <Line> ]\n[ <Line>, <Line> ]\n[ <Point>, <Point>, <Point> ]",PlaneBisector:"PlaneBisector","PlaneBisector.Syntax":"[ <Segment> ]\n[ <Point>, <Point> ]",PlaySound:"PlaySound","PlaySound.Syntax":"[ <URL> ]\n[ <Boolean Play> ]\n[ <Function>, <Min Value>, <Max Value> ]\n[ <Function>, <Min Value>, <Max Value>, <Sample Rate>, <Sample Depth> ]",Point:"Point","Point.Syntax":"[ <Object> ]\n[ <List> ]\n[ <Object>, <Parameter> ]\n[ <Point>, <Vector> ]",PointIn:"PointIn","PointIn.Syntax":"[ <Region> ]",PointList:"PointList","PointList.Syntax":"[ <List> ]",Poisson:"Poisson","Poisson.Syntax":"[ <Mean> ]\n[ <Mean>, <Boolean Cumulative> ]\n[ <Mean>, <Variable Value>, <Boolean Cumulative> ]","Poisson.SyntaxCAS":"[ <Mean>, <Variable Value>, <Boolean Cumulative> ]",Polar:"Polar","Polar.Syntax":"[ <Point>, <Conic> ]\n[ <Line>, <Conic> ]",PolyLine:"PolyLine","PolyLine.Syntax":"[ <List of Points> ]\n[ <Point>, ..., <Point> ]",Polygon:"Polygon","Polygon.Syntax":"[ <List of Points> ]\n[ <Point>, ..., <Point> ]\n[ <Point>, <Point>, <Number of Vertices> ]","Polygon.Syntax3D":"[ <List of Points> ]\n[ <Point>, ..., <Point> ]\n[ <Point>, <Point>, <Number of Vertices> ]\n[ <Point>, <Point>, <Number of Vertices>, <Direction> ]",Polynomial:"Polynomial","Polynomial.Syntax":"[ <Function> ]\n[ <List of Points> ]","Polynomial.SyntaxCAS":"[ <Function> ]\n[ <Function>, <Variable> ]",PresentValue:"PresentValue","PresentValue.Syntax":"[ <Rate>, <Number of Periods>, <Payment>, <Future Value (optional)>, <Type (optional)> ]",PreviousPrime:"PreviousPrime","PreviousPrime.Syntax":"[ <Number> ]",PrimeFactors:"PrimeFactors","PrimeFactors.Syntax":"[ <Number> ]",Prism:"Prism","Prism.Syntax":"[ <Polygon>, <Point> ]\n[ <Polygon>, <Height value> ]\n[ <Point>, <Point>, ... ]",Product:"Product","Product.Syntax":"[ <List of Raw Data> ]\n[ <List of Numbers>, <Number of Elements> ]\n[ <List of Numbers>, <List of Frequencies> ]\n[ <Expression>, <Variable>, <Start Value>, <End Value> ]","Product.SyntaxCAS":"[ <List of expressions> ]\n[ <Expression>, <variable>, <start index>, <end index> ]",Prove:"Prove","Prove.Syntax":"[ <Boolean Expression> ]",ProveDetails:"ProveDetails","ProveDetails.Syntax":"[ <Boolean Expression> ]",Pyramid:"Pyramid","Pyramid.Syntax":"[ <Polygon>, <Point> ]\n[ <Polygon>, <Height> ]\n[ <Point>, <Point>, <Point>, <Point>, ... ]",Q1:"Q1","Q1.Syntax":"[ <List of Raw Data> ]\n[ <List of Numbers>, <List of Frequencies> ]",Q3:"Q3","Q3.Syntax":"[ <List of Raw Data> ]\n[ <List of Numbers>, <List of Frequencies> ]",QuadricSide:"Side","QuadricSide.Syntax":"[ <Quadric> ]",RSquare:"RSquare","RSquare.Syntax":"[ <List of Points>, <Function> ]",Radius:"Radius","Radius.Syntax":"[ <Conic> ]",Random:"RandomBetween","Random.Syntax":"[ <Minimum Integer>, <Maximum Integer> ]\n[ <Minimum Integer>, <Maximum Integer>, <Boolean Fixed> ]","Random.SyntaxCAS":"[ <Minimum Integer>, <Maximum Integer> ]",RandomBinomial:"RandomBinomial","RandomBinomial.Syntax":"[ <Number of Trials>, <Probability> ]",RandomDiscrete:"RandomDiscrete","RandomDiscrete.Syntax":"[ <List>, <List> ]",RandomElement:"RandomElement","RandomElement.Syntax":"[ <List> ]",RandomNormal:"RandomNormal","RandomNormal.Syntax":"[ <Mean>, <Standard Deviation> ]",RandomPointIn:"RandomPointIn","RandomPointIn.Syntax":"[ <Polygon> ]\n[ <List of Points> ]\n[ <xMin>, <xMax>, <yMin>, <yMax> ]",RandomPoisson:"RandomPoisson","RandomPoisson.Syntax":"[ <Mean> ]",RandomPolynomial:"RandomPolynomial","RandomPolynomial.Syntax":"[ <Degree>, <Minimum for Coefficients>, <Maximum for Coefficients> ]","RandomPolynomial.SyntaxCAS":"[ <Degree>, <Minimum for Coefficients>, <Maximum for Coefficients> ]\n[ <Variable>, <Degree>, <Minimum for Coefficients>, <Maximum for Coefficients> ]",RandomUniform:"RandomUniform","RandomUniform.Syntax":"[ <Min>, <Max> ]\n[ <Min>, <Max>, <Number of Samples> ]",Rate:"Rate","Rate.Syntax":"[ <Number of Periods>, <Payment>, <Present Value>, <Future Value (optional)>, <Type (optional)>, <Guess (optional)> ]",Rationalize:"Rationalize","Rationalize.SyntaxCAS":"[ <Number> ]",Ray:"Ray","Ray.Syntax":"[ <Start Point>, <Point> ]\n[ <Start Point>, <Direction Vector> ]",RectangleSum:"RectangleSum","RectangleSum.Syntax":"[ <Function>, <Start x-Value>, <End x-Value>, <Number of Rectangles>, <Position for rectangle start> ]",ReducedRowEchelonForm:"ReducedRowEchelonForm","ReducedRowEchelonForm.Syntax":"[ <Matrix> ]",Relation:"Relation","Relation.Syntax":"[ <List> ]\n[ <Object>, <Object> ]",Remove:"Remove","Remove.Syntax":"[ <List>, <List> ]",RemoveUndefined:"RemoveUndefined","RemoveUndefined.Syntax":"[ <List> ]",Rename:"Rename","Rename.Syntax":"[ <Object>, <Name> ]",Repeat:"Repeat","Repeat.Syntax":"[ <Number>, <Scripting Command>, <Scripting Command>, ... ]",ResidualPlot:"ResidualPlot","ResidualPlot.Syntax":"[ <List of Points>, <Function> ]",Reverse:"Reverse","Reverse.Syntax":"[ <List> ]",RightSide:"RightSide","RightSide.Syntax":"[ <Equation> ]","RightSide.SyntaxCAS":"[ <Equation> ]\n[ <List of Equations> ]\n[ <List of Equations>, <Index> ]",RigidPolygon:"RigidPolygon","RigidPolygon.Syntax":"[ <Polygon> ]\n[ <Polygon>, <Offset x>, <Offset y> ]\n[ <Free Point>, ..., <Free Point> ]",Root:"Root","Root.Syntax":"[ <Polynomial> ]\n[ <Function>, <Initial x-Value> ]\n[ <Function>, <Start x-Value>, <End x-Value> ]","Root.SyntaxCAS":"[ <Polynomial> ]",RootList:"RootList","RootList.Syntax":"[ <List> ]",RootMeanSquare:"RootMeanSquare","RootMeanSquare.Syntax":"[ <List of Numbers> ]",Roots:"Roots","Roots.Syntax":"[ <Function>, <Start x-Value>, <End x-Value> ]",Rotate:"Rotate","Rotate.Syntax":"[ <Object>, <Angle> ]\n[ <Object>, <Angle>, <Point> ]","Rotate.Syntax3D":"[ <Object>, <Angle> ]\n[ <Object>, <Angle>, <Point> ]\n[ <Object>, <Angle>, <Axis of Rotation> ]\n[ <Object>, <Angle>, <Point on Axis>, <Axis Direction or Plane> ]",RotateText:"RotateText","RotateText.Syntax":"[ <Text>, <Angle> ]",Row:"Row","Row.Syntax":"[ <Spreadsheet Cell> ]",RunClickScript:"RunClickScript","RunClickScript.Syntax":"[ <Object> ]",RunUpdateScript:"RunUpdateScript","RunUpdateScript.Syntax":"[ <Object> ]",SD:"SD","SD.Syntax":"[ <List of Raw Data> ]\n[ <List of Numbers>, <List of Frequencies> ]",SDX:"SDX","SDX.Syntax":"[ <List of Points> ]",SDY:"SDY","SDY.Syntax":"[ <List of Points> ]",SVD:"SVD","SVD.Syntax":"[ <Matrix> ]",SXX:"Sxx","SXX.Syntax":"[ <List of Numbers> ]\n[ <List of Points> ]",SXY:"Sxy","SXY.Syntax":"[ <List of Points> ]\n[ <List of Numbers>, <List of Numbers> ]",SYY:"Syy","SYY.Syntax":"[ <List of Points> ]",Sample:"Sample","Sample.Syntax":"[ <List>, <Size> ]\n[ <List>, <Size>, <With Replacement> ]",SampleSD:"SampleSD","SampleSD.Syntax":"[ <List of Raw Data> ]\n[ <List of Numbers>, <List of Frequencies> ]","SampleSD.SyntaxCAS":"[ <List of Numbers> ]",SampleSDX:"SampleSDX","SampleSDX.Syntax":"[ <List of Points> ]",SampleSDY:"SampleSDY","SampleSDY.Syntax":"[ <List of Points> ]",SampleVariance:"SampleVariance","SampleVariance.Syntax":"[ <List of Raw Data> ]\n[ <List of Numbers>, <List of Frequencies> ]","SampleVariance.SyntaxCAS":"[ <List of Numbers> ]",ScientificText:"ScientificText","ScientificText.Syntax":"[ <Number> ]\n[ <Number>, <Precision> ]",SecondAxis:"MinorAxis","SecondAxis.Syntax":"[ <Conic> ]",SecondAxisLength:"SemiMinorAxisLength","SecondAxisLength.Syntax":"[ <Conic> ]",Sector:"Sector","Sector.Syntax":"[ <Conic>, <Point>, <Point> ]\n[ <Conic>, <Parameter Value>, <Parameter Value> ]",Segment:"Segment","Segment.Syntax":"[ <Point>, <Point> ]\n[ <Point>, <Length> ]",SelectObjects:"SelectObjects","SelectObjects.Syntax":"[ ]\n[ <Object>, <Object>, ... ]",SelectedElement:"SelectedElement","SelectedElement.Syntax":"[ <List> ]",SelectedIndex:"SelectedIndex","SelectedIndex.Syntax":"[ <List> ]",Semicircle:"Semicircle","Semicircle.Syntax":"[ <Point>, <Point> ]",Sequence:"Sequence","Sequence.Syntax":"[ <End Value> ]\n[ <Start Value>, <End Value> ]\n[ <Start Value>, <End Value>, <Increment> ]\n[ <Expression>, <Variable>, <Start Value>, <End Value> ]\n[ <Expression>, <Variable>, <Start Value>, <End Value>, <Increment> ]",SetActiveView:"SetActiveView","SetActiveView.Syntax":"[ <View> ]\n[ <Plane> ]",SetAxesRatio:"SetAxesRatio","SetAxesRatio.Syntax":"[ <Number>, <Number> ]","SetAxesRatio.Syntax3D":"[ <Number>, <Number> ]\n[ <Number>, <Number>, <Number> ]",SetBackgroundColor:"SetBackgroundColor","SetBackgroundColor.Syntax":'[ <Object>, "<Color>" ]\n[ <Object>, <Red>, <Green>, <Blue> ]',SetCaption:"SetCaption","SetCaption.Syntax":"[ <Object>, <Text> ]",SetColor:"SetColor","SetColor.Syntax":'[ <Object>, "<Color>" ]\n[ <Object>, <Red>, <Green>, <Blue> ]',SetConditionToShowObject:"SetConditionToShowObject","SetConditionToShowObject.Syntax":"[ <Object>, <Condition> ]",SetConstructionStep:"SetConstructionStep","SetConstructionStep.Syntax":"[ <Number> ]",SetCoords:"SetCoords","SetCoords.Syntax":"[ <Object>, <x>, <y> ]\n[ <Object>, <x>, <y>, <z> ]",SetDynamicColor:"SetDynamicColor","SetDynamicColor.Syntax":"[ <Object>, <Red>, <Green>, <Blue> ]\n[ <Object>, <Red>, <Green>, <Blue>, <Opacity> ]",SetFilling:"SetFilling","SetFilling.Syntax":"[ <Object>, <Number> ]",SetFixed:"SetFixed","SetFixed.Syntax":"[ <Object>, <true | false> ]\n[ <Object>, <true | false>, <true | false> ]",SetLabelMode:"SetLabelMode","SetLabelMode.Syntax":"[ <Object>, <Number> ]",SetLayer:"SetLayer","SetLayer.Syntax":"[ <Object>, <Layer> ]",SetLineStyle:"SetLineStyle","SetLineStyle.Syntax":"[ <Line>, <Number> ]",SetLineThickness:"SetLineThickness","SetLineThickness.Syntax":"[ <Line>, <Number> ]",SetPerspective:"SetPerspective","SetPerspective.Syntax":"[ <Text> ]",SetPointSize:"SetPointSize","SetPointSize.Syntax":"[ <Object>, <Number> ]",SetPointStyle:"SetPointStyle","SetPointStyle.Syntax":"[ <Point>, <Number> ]",SetSeed:"SetSeed","SetSeed.Syntax":"[ <Integer> ]",SetSpinSpeed:"SetSpinSpeed","SetSpinSpeed.Syntax":"[ <Number> ]",SetTooltipMode:"SetTooltipMode","SetTooltipMode.Syntax":"[ <Object>, <Number> ]",SetTrace:"SetTrace","SetTrace.Syntax":"[ <Object>, <true | false> ]",SetValue:"SetValue","SetValue.Syntax":"[ <Boolean>, <0|1> ]\n[ <Object>, <Object> ]\n[ <List>, <Number>, <Object> ]",SetViewDirection:"SetViewDirection","SetViewDirection.Syntax":"[ ]\n[ <Direction> ]\n[ <Direction>, <Boolean animate> ]",SetVisibleInView:"SetVisibleInView","SetVisibleInView.Syntax":"[ <Object>, <View Number 1|2>, <Boolean> ]",Shear:"Shear","Shear.Syntax":"[ <Object>, <Line>, <Ratio> ]",ShortestDistance:"ShortestDistance","ShortestDistance.Syntax":"[ <List of Segments>, <Start Point>, <End Point>, <Boolean Weighted> ]",ShowAxes:"ShowAxes","ShowAxes.Syntax":"[ ]\n[ <Boolean> ]\n[ <View>, <Boolean> ]",ShowGrid:"ShowGrid","ShowGrid.Syntax":"[ ]\n[ <Boolean> ]\n[ <View>, <Boolean> ]",ShowLabel:"ShowLabel","ShowLabel.Syntax":"[ <Object>, <Boolean> ]",ShowLayer:"ShowLayer","ShowLayer.Syntax":"[ <Number> ]",Shuffle:"Shuffle","Shuffle.Syntax":"[ <List> ]",SigmaXX:"SigmaXX","SigmaXX.Syntax":"[ <List of Points> ]\n[ <List of Raw Data> ]\n[ <List of Numbers>, <List of Frequencies> ]",SigmaXY:"SigmaXY","SigmaXY.Syntax":"[ <List of Points> ]\n[ <List of x-Coordinates>, <List of y-Coordinates> ]",SigmaYY:"SigmaYY","SigmaYY.Syntax":"[ <List of Points> ]",Simplify:"Simplify","Simplify.Syntax":"[ <Function> ]\n[ <Text> ]","Simplify.SyntaxCAS":"[ <Function> ]",Slider:"Slider","Slider.Syntax":"[ <Min>, <Max>, <Increment>, <Speed>, <Width>, <Is Angle>, <Horizontal>, <Animating>, <Random> ]",Slope:"Slope","Slope.Syntax":"[ <Line> ]",SlopeField:"SlopeField","SlopeField.Syntax":"[ <f(xโ€š y)> ]\n[ <f(xโ€š y)>, <Number n> ]\n[ <f(xโ€š y)>, <Number n>, <Length Multiplier a> ]\n[ <f(xโ€š y)>, <Number n>, <Length Multiplier a>, <Min x>, <Min y>, <Max x>, <Max y> ]",SlowPlot:"SlowPlot","SlowPlot.Syntax":"[ <Function> ]",Solutions:"Solutions","Solutions.Syntax":"[ <Equation> ]","Solutions.SyntaxCAS":"[ <Equation> ]\n[ <Equation>, <Variable> ]\n[ <List of Equations>, <List of Variables> ]",Solve:"Solve","Solve.Syntax":"[ <Equation> ]","Solve.SyntaxCAS":"[ <Equation in x> ]\n[ <Equation>, <Variable> ]\n[ <List of Equations>, <List of Variables> ]",SolveCubic:"SolveCubic","SolveCubic.SyntaxCAS":"[ <Cubic Polynomial> ]",SolveODE:"SolveODE","SolveODE.Syntax":"[ <fโ€ฒ(xโ€š y)> ]\n[ <fโ€ฒ(xโ€š y)>, <Point on f> ]\n[ <fโ€ฒ(xโ€š y)>, <Start x>, <Start y>, <End x>, <Step> ]\n[ <yโ€ฒ>, <xโ€ฒ>, <Start x>, <Start y>, <End t>, <Step> ]\n[ <b(x)>, <c(x)>, <f(x)>, <Start x>, <Start y>, <Start yโ€ฒ>, <End x>, <Step> ]","SolveODE.SyntaxCAS":"[ <Equation> ]\n[ <Equation>, <Dependent Variable>, <Independent Variable> ]",SolveQuartic:"SolveQuartic","SolveQuartic.SyntaxCAS":"[ <Quartic Polynomial> ]",Sort:"Sort","Sort.Syntax":"[ <List> ]\n[ <Values>, <Keys> ]",Spearman:"Spearman","Spearman.Syntax":"[ <List of Points> ]\n[ <List of Numbers>, <List of Numbers> ]",Sphere:"Sphere","Sphere.Syntax":"[ <Point>, <Radius> ]\n[ <Point>, <Point> ]",Spline:"Spline","Spline.Syntax":"[ <List of Points> ]\n[ <List of Points>, <Order โ‰ฅ 3> ]",StartAnimation:"StartAnimation","StartAnimation.Syntax":"[ ]\n[ <Boolean> ]\n[ <Slider or Point>, <Slider or Point>, ... ]\n[ <Slider or Point>, <Slider or Point>, ..., <Boolean> ]",StartLogging:"StartLogging","StartLogging.Syntax":'[ "<Sensor>", <Variable>, "<Sensor>", <Variable>, ... ]',StartRecord:"StartRecord","StartRecord.Syntax":"[ ]\n[ <Boolean> ]",StemPlot:"StemPlot","StemPlot.Syntax":"[ <List> ]\n[ <List>, <Adjustment -1|0|1> ]",StepGraph:"StepGraph","StepGraph.Syntax":"[ <List of Points> ]\n[ <List of Points>, <Boolean Join> ]\n[ <List of x-coordinates>, <List of y-coordinates> ]\n[ <List of Points>, <Boolean Join>, <Point style> ]\n[ <List of x-coordinates>, <List of y-coordinates>, <Boolean Join> ]\n[ <List of x-coordinates>, <List of y-coordinates>, <Boolean Join>, <Point style> ]",StickGraph:"StickGraph","StickGraph.Syntax":"[ <List of Points> ]\n[ <List of Points>, <Boolean Horizontal> ]\n[ <List of x-coordinates>, <List of y-coordinates> ]\n[ <List of x-coordinates>, <List of y-coordinates>, <Boolean Horizontal> ]",StopLogging:"StopLogging","StopLogging.Syntax":"[ ]",Stretch:"Stretch","Stretch.Syntax":"[ <Object>, <Vector> ]\n[ <Object>, <Line>, <Ratio> ]",Substitute:"Substitute","Substitute.SyntaxCAS":"[ <Expression>, <Substitution List> ]\n[ <Expression>, <from>, <to> ]",Sum:"Sum","Sum.Syntax":"[ <List> ]\n[ <List>, <Number of Elements> ]\n[ <List>, <List of Frequencies> ]\n[ <Expression>, <Variable>, <Start Value>, <End Value> ]","Sum.SyntaxCAS":"[ <List> ]\n[ <expression>, <variable>, <start value>, <end value> ]",SumSquaredErrors:"SumSquaredErrors","SumSquaredErrors.Syntax":"[ <List of Points>, <Function> ]",SurdText:"SurdText","SurdText.Syntax":"[ <Point> ]\n[ <Number> ]\n[ <Number>, <List> ]",Surface:"Surface","Surface.Syntax":"[ <Function>, <Angle> ]\n[ <Curve>, <Angle>, <Line> ]\n[ <Expression>, <Expression>, <Expression>, <Parameter Variable 1>, <Start Value>, <End Value>, <Parameter Variable 2>, <Start Value>, <End Value> ]",TDistribution:"TDistribution","TDistribution.Syntax":"[ <Degrees of Freedom>, <Variable Value> ]\n[ <Degrees of Freedom>, x, <Boolean Cumulative> ]","TDistribution.SyntaxCAS":"[ <Degrees of Freedom>, <Variable Value> ]",TMean2Estimate:"TMean2Estimate","TMean2Estimate.Syntax":"[ <List of Sample Data 1>, <List of Sample Data 2>, <Level>, <Boolean Pooled> ]\n[ <Sample Mean 1>, <Sample Standard Deviation 1>, <Sample Size 1>, <Sample Mean 2>, <Sample Standard Deviation 2>, <Sample Size 2>, <Level>, <Boolean Pooled> ]",TMeanEstimate:"TMeanEstimate","TMeanEstimate.Syntax":"[ <List of Sample Data>, <Level> ]\n[ <Sample Mean>, <Sample Standard Deviation>, <Sample Size>, <Level> ]",TTest:"TTest","TTest.Syntax":"[ <List of Sample Data>, <Hypothesized Mean>, <Tail> ]\n[ <Sample Mean>, <Sample Standard Deviation>, <Sample Size>, <Hypothesized Mean>, <Tail> ]",TTest2:"TTest2","TTest2.Syntax":"[ <List of Sample Data 1>, <List of Sample Data 2>, <Tail>, <Boolean Pooled> ]\n[ <Sample Mean 1>, <Sample Standard Deviation 1>, <Sample Size 1>, <Sample Mean 2>, <Sample Standard Deviation 2>, <Sample Size 2>, <Tail>, <Boolean Pooled> ]",TTestPaired:"TTestPaired","TTestPaired.Syntax":"[ <List of Sample Data 1>, <List of Sample Data 2>, <Tail> ]",TableText:"TableText","TableText.Syntax":"[ <List>, <List>, ... ]\n[ <List>, <List>, ..., <Alignment of Text> ]",Take:"Take","Take.Syntax":"[ <List>, <Start Position> ]\n[ <Text>, <Start Position> ]\n[ <List>, <Start Position>, <End Position> ]\n[ <Text>, <Start Position>, <End Position> ]","Take.SyntaxCAS":"[ <List>, <Start Position> ]\n[ <List>, <Start Position>, <End Position> ]",Tangent:"Tangent","Tangent.Syntax":"[ <Point>, <Conic> ]\n[ <Point>, <Function> ]\n[ <Point on Curve>, <Curve> ]\n[ <x-Value>, <Function> ]\n[ <Line>, <Conic> ]\n[ <Circle>, <Circle> ]","Tangent.SyntaxCAS":"[ <Number>, <Function> ]\n[ <Point>, <Object> ]",TaylorSeries:"TaylorPolynomial","TaylorSeries.Syntax":"[ <Function>, <x-Value>, <Order Number> ]","TaylorSeries.SyntaxCAS":"[ <Expression>, <x-Value>, <Order Number> ]\n[ <Expression>, <Variable>, <Variable-Value>, <Order Number> ]",Tetrahedron:"Tetrahedron","Tetrahedron.Syntax":"[ <Point>, <Point> ]\n[ <Point>, <Point>, <Point> ]\n[ <Point>, <Point>, <Direction> ]",Text:"Text","Text.Syntax":"[ <Object> ]\n[ <Object>, <Boolean for Substitution of Variables> ]\n[ <Object>, <Point> ]\n[ <Object>, <Point>, <Boolean for Substitution of Variables> ]\n[ <Object>, <Point>, <Boolean for Substitution of Variables>, <Boolean for LaTeX formula> ]",TextToUnicode:"TextToUnicode","TextToUnicode.Syntax":'[ "<Text>" ]',Textfield:"InputBox","Textfield.Syntax":"[ ]\n[ <Linked Object> ]",TiedRank:"TiedRank","TiedRank.Syntax":"[ <List> ]",ToBase:"ToBase","ToBase.Syntax":"[ <Number>, <Base> ]",ToComplex:"ToComplex","ToComplex.Syntax":"[ <Vector> ]",ToExponential:"ToExponential","ToExponential.SyntaxCAS":"[ <Complex Number> ]",ToPoint:"ToPoint","ToPoint.Syntax":"[ <Complex Number> ]",ToPolar:"ToPolar","ToPolar.Syntax":"[ <Complex Number> ]\n[ <Vector> ]",ToolImage:"ToolImage","ToolImage.Syntax":"[ <Number> ]\n[ <Number>, <Point> ]\n[ <Number>, <Point>, <Point> ]",Top:"Top","Top.Syntax":"[ <Quadric> ]",Translate:"Translate","Translate.Syntax":"[ <Object>, <Vector> ]\n[ <Vector>, <Start Point> ]",Transpose:"Transpose","Transpose.Syntax":"[ <Matrix> ]",TrapezoidalSum:"TrapezoidalSum","TrapezoidalSum.Syntax":"[ <Function>, <Start x-Value>, <End x-Value>, <Number of Trapezoids> ]",TravelingSalesman:"TravelingSalesman","TravelingSalesman.Syntax":"[ <List of Points> ]",TriangleCenter:"TriangleCenter","TriangleCenter.Syntax":"[ <Point>, <Point>, <Point>, <Number> ]",TriangleCurve:"TriangleCurve","TriangleCurve.Syntax":"[ <Point>, <Point>, <Point>, <Equation> ]",Triangular:"Triangular","Triangular.Syntax":"[ <Lower Bound>, <Upper Bound>, <Mode>, <Variable Value> ]\n[ <Lower Bound>, <Upper Bound>, <Mode>, x, <Boolean Cumulative> ]",TrigCombine:"TrigCombine","TrigCombine.Syntax":"[ <Expression> ]\n[ <Expression>, <Target Function> ]",TrigExpand:"TrigExpand","TrigExpand.Syntax":"[ <Expression> ]\n[ <Expression>, <Target Function> ]","TrigExpand.SyntaxCAS":"[ <Expression> ]\n[ <Expression>, <Target Function> ]\n[ <Expression>, <Target Function>, <Target Variable> ]\n[ <Expression>, <Target Function>, <Target Variable>, <Target Variable> ]",TrigSimplify:"TrigSimplify","TrigSimplify.Syntax":"[ <Expression> ]",Trilinear:"Trilinear","Trilinear.Syntax":"[ <Point>, <Point>, <Point>, <Number>, <Number>, <Number> ]",TurningPoint:"InflectionPoint","TurningPoint.Syntax":"[ <Polynomial> ]",Turtle:"Turtle","Turtle.Syntax":"[ ]",TurtleBack:"TurtleBack","TurtleBack.Syntax":"[ <Turtle>, <Distance> ]",TurtleDown:"TurtleDown","TurtleDown.Syntax":"[ <Turtle> ]",TurtleForward:"TurtleForward","TurtleForward.Syntax":"[ <Turtle>, <Distance> ]",TurtleLeft:"TurtleLeft","TurtleLeft.Syntax":"[ <Turtle>, <Angle> ]",TurtleRight:"TurtleRight","TurtleRight.Syntax":"[ <Turtle>, <Angle> ]",TurtleUp:"TurtleUp","TurtleUp.Syntax":"[ <Turtle> ]",UnicodeToLetter:"UnicodeToLetter","UnicodeToLetter.Syntax":"[ <Integer> ]",UnicodeToText:"UnicodeToText","UnicodeToText.Syntax":"[ <List of Integers> ]",Uniform:"Uniform","Uniform.Syntax":"[ <Lower Bound>, <Upper Bound>, <Variable Value> ]\n[ <Lower Bound>, <Upper Bound>, x, <Boolean Cumulative> ]",Union:"Union","Union.Syntax":"[ <List>, <List> ]\n[ <Polygon>, <Polygon> ]",Unique:"Unique","Unique.Syntax":"[ <List> ]",UnitOrthogonalVector:"UnitPerpendicularVector","UnitOrthogonalVector.Syntax":"[ <Line> ]\n[ <Segment> ]\n[ <Vector> ]","UnitOrthogonalVector.Syntax3D":"[ <Line> ]\n[ <Segment> ]\n[ <Vector> ]\n[ <Plane> ]","UnitOrthogonalVector.SyntaxCAS":"[ <Vector> ]",UnitVector:"UnitVector","UnitVector.Syntax":"[ <Object> ]","UnitVector.SyntaxCAS":"[ <Vector> ]",UpdateConstruction:"UpdateConstruction","UpdateConstruction.Syntax":"[ ]\n[ <Number of times> ]",UpperSum:"UpperSum","UpperSum.Syntax":"[ <Function>, <Start x-Value>, <End x-Value>, <Number of Rectangles> ]",Variance:"Variance","Variance.Syntax":"[ <List of Raw Data> ]\n[ <List of Numbers>, <List of Frequencies> ]","Variance.SyntaxCAS":"[ <List of Numbers> ]",Vector:"Vector","Vector.Syntax":"[ <Point> ]\n[ <Start Point>, <End Point> ]",Vertex:"Vertex","Vertex.Syntax":"[ <Conic> ]\n[ <Inequality> ]\n[ <Polygon> ]\n[ <Polygon>, <Index> ]",VerticalText:"VerticalText","VerticalText.Syntax":"[ <Text> ]\n[ <Text>, <Point> ]",Volume:"Volume","Volume.Syntax":"[ <Object> ]",Voronoi:"Voronoi","Voronoi.Syntax":"[ <List of Points> ]",Weibull:"Weibull","Weibull.Syntax":"[ <Shape>, <Scale>, <Variable Value> ]\n[ <Shape>, <Scale>, x, <Boolean Cumulative> ]","Weibull.SyntaxCAS":"[ <Shape>, <Scale>, <Variable Value> ]",ZMean2Estimate:"ZMean2Estimate","ZMean2Estimate.Syntax":"[ <List of Sample Data 1>, <List of Sample Data 2>, <ฯƒ1>, <ฯƒ2>, <Level> ]\n[ <Sample Mean 1>, <ฯƒ1>, <Sample Size 1>, <Sample Mean 2>, <ฯƒ2>, <Sample Size 2>, <Level> ]",ZMean2Test:"ZMean2Test","ZMean2Test.Syntax":"[ <List of Sample Data 1>, <ฯƒ1>, <List of Sample Data 2>, <ฯƒ2>, <Tail> ]\n[ <Sample Mean 1>, <ฯƒ1>, <Sample Size 1>, <Sample Mean 2>, <ฯƒ2>, <Sample Size 2>, <Tail> ]",ZMeanEstimate:"ZMeanEstimate","ZMeanEstimate.Syntax":"[ <List of Sample Data>, <ฯƒ>, <Level> ]\n[ <Sample Mean>, <ฯƒ>, <Sample Size>, <Level> ]",ZMeanTest:"ZMeanTest","ZMeanTest.Syntax":"[ <List of Sample Data>, <ฯƒ>, <Hypothesized Mean>, <Tail> ]\n[ <Sample Mean>, <ฯƒ>, <Sample Size>, <Hypothesized Mean>, <Tail> ]",ZProportion2Estimate:"ZProportion2Estimate","ZProportion2Estimate.Syntax":"[ <Sample Proportion 1>, <Sample Size 1>, <Sample Proportion 2>, <Sample Size 2>, <Level> ]",ZProportion2Test:"ZProportion2Test","ZProportion2Test.Syntax":"[ <Sample Proportion 1>, <Sample Size 1>, <Sample Proportion 2>, <Sample Size 2>, <Tail> ]",ZProportionEstimate:"ZProportionEstimate","ZProportionEstimate.Syntax":"[ <Sample Proportion>, <Sample Size>, <Level> ]",ZProportionTest:"ZProportionTest","ZProportionTest.Syntax":"[ <Sample Proportion>, <Sample Size>, <Hypothesized Proportion>, <Tail> ]",Zip:"Zip","Zip.Syntax":"[ <Expression>, <Var1>, <List1>, <Var2>, <List2>, ... ]",Zipf:"Zipf","Zipf.Syntax":"[ <Number of Elements>, <Exponent> ]\n[ <Number of Elements>, <Exponent>, <Boolean Cumulative> ]\n[ <Number of Elements>, <Exponent>, <Variable Value>, <Boolean Cumulative> ]","Zipf.SyntaxCAS":"[ <Number of Elements>, <Exponent>, <Variable Value>, <Boolean Cumulative> ]",ZoomIn:"ZoomIn","ZoomIn.Syntax":"[ <Scale Factor> ]\n[ <Scale Factor>, <Center Point> ]\n[ <Min x>, <Min y>, <Max x>, <Max y> ]",ZoomOut:"ZoomOut","ZoomOut.Syntax":"[ <Scale Factor> ]\n[ <Scale Factor>, <Center Point> ]",nPr:"nPr","nPr.Syntax":"[ <Number>, <Number> ]"};
2
__GGB__keysVar.iw.error={AssignmentToFixed:"ืœื ื ื™ืชืŸ ืœืฉื ื•ืช ืขืฆืžื™ื ืงื‘ื•ืขื™ื","CAS.GeneralErrorMessage":"ืžืฆื˜ืขืจ, ืžืฉื”ื• ืœื ื‘ืกื“ืจ. ืื ื ื‘ื“ืงื™ ืืช ื”ืงืœื˜ ืฉืœืš.","CAS.InvalidReferenceError":"ื”ืคื ื™ื” ืื—ืช ืื• ื™ื•ืชืจ ืื™ื ืŸ ื—ื•ืงื™ื•ืช","CAS.SelectionStructureError":"ืื ื ื‘ื“ืงื™ ืืช ืžื‘ื ื” ื”ื‘ื—ื™ืจื” ืฉืœืš.","CAS.TimeoutError":"ื”ื—ื™ืฉื•ื‘ ื ืžืฉืš ื–ืžืŸ ืจื‘ ืžื“ื™ ื•ื”ื•ืคืกืง","CAS.VariableIsDynamicReference":"ื ืกื™ื•ืŸ ืœื”ืฆื™ื‘ ื‘ืžืฆื‘ื™ืข ื“ื™ื ืžื™",CannotUnsnap:"ืœื ื ื™ืชืŸ ืœืขื‘ื•ืจ ืœื—ืœื•ืŸ ืžืœื.",ChangeDependent:"ืœื ื ื™ืชืŸ ืœืฉื ื•ืช ืขืฆืžื™ื ืชืœื•ื™ื™ื",CircularDefinition:"ื”ื’ื“ืจื” ืžืขื’ืœื™ืช",Error:"ืฉื’ื™ืื”",ExponentMustBeInteger:"ื›ืœ ืžืขืจื™ืš ื—ื™ื™ื‘ ืœื”ื™ื•ืช ืฉืœื",FileFormatUnknown:"ืงื•ื‘ืฅ ื‘ืคื•ืจืžื˜ ืœื ื™ื“ื•ืข",FileNotFound:"ืงื•ื‘ืฅ ืœื ืงื™ื™ื",FunctionExpected:"ืžืฆืคื” ืœืคื•ื ืงืฆื™ื”",IllegalAddition:"ื—ื™ื‘ื•ืจ ืœื ื—ื•ืงื™",IllegalArgument:"ืืจื’ื•ืžื ื˜ ืœื ื—ื•ืงื™",IllegalArgumentNumber:"ืžืกืคืจ ืืจื’ื•ืžื ื˜ื™ื ืœื ื—ื•ืงื™",IllegalAssignment:"ื”ืฉืžื” ืœื ื—ื•ืงื™ืช",IllegalBoolean:"ืคืขื•ืœื” ื‘ื•ืœื™ืื ื™ืช ืœื ื—ื•ืงื™ืช",IllegalComparison:"ื”ืฉื•ื•ืื” ืœื ื—ื•ืงื™ืช",IllegalDivision:"ื—ืœื•ืงื” ืœื ื—ื•ืงื™ืช",IllegalExponent:"ืžืขืจื™ืš ืœื ื—ื•ืงื™",IllegalListOperation:"ืคืขื•ืœืช ืจืฉื™ืžื” ืœื ื—ื•ืงื™ืช",IllegalMultiplication:"ืžื›ืคืœื” ืœื ื—ื•ืงื™ืช",IllegalSubtraction:"ื—ื™ืกื•ืจ ืœื ื—ื•ืงื™",IncompleteEquation:"ืžืฉื•ื•ืื” ื‘ืœืชื™ ื’ืžื•ืจื”:\nืื ื ืจืฉืžื™ ืืช ืฉื ื™ ื”ืฆื“ื“ื™ื",InvalidEquation:"ืžืฉื•ื•ืื” ืœื ื—ื•ืงื™ืช:\nืื ื ืจืฉื•ื ืžืฉื•ื•ืื” ืœื™ื ื™ืืจื™ืช ืื• ืจื™ื‘ื•ืขื™ืช ื‘ โ€xโ€ ื•ึพโ€yโ€",InvalidFunction:"ืคื•ื ืงืฆื™ื” ืœื ื—ื•ืงื™ืช:\nืจืฉื•ื ืคื•ื ืงืฆื™ื” ืžืคื•ืจืฉืช ืฉืœ โ€xโ€",InvalidInput:"ืžืฆื˜ืขืจ, ืžืฉื”ื• ืœื ื‘ืกื“ืจ. ืื ื ื‘ื“ืงื™ ืืช ื”ืงืœื˜ ืฉืœืš",LoadFileFailed:"ืคืชื™ื—ืช ืงื•ื‘ืฅ ื ื›ืฉืœื”",NameUsed:"ืชื•ื•ื™ืช ื–ื• ื ืžืฆืืช ื›ื‘ืจ ื‘ืฉื™ืžื•ืฉ",NumberExpected:"ืžืฆืคื” ืœืžืกืคืจ",PasteImageFailed:"ืœื ื ื™ืชืŸ ืœื”ื“ื‘ื™ืง ืฆื™ื•ืจ ืžืœื•ื— ื’ื–ื™ืจื™ื",RenameFailed:"ืฉื™ื ื•ื™ ืฉื ื ื›ืฉืœ",ReplaceFailed:"ืฉื™ื ื•ื™ ื”ื’ื“ืจื” ื ื›ืฉืœ",SaveFileFailed:"ืฉืžื™ืจืช ืงื•ื‘ืฅ ื ื›ืฉืœื”","Tool.CommandNameTaken":"ืฉื ืคืงื•ื“ื” ื‘ืฉื™ืžื•ืฉ ืขืœ-ื™ื“ื™ ื›ืœื™ ืื—ืจ","Tool.CreationFailed":"ืœื ื ื™ืชืŸ ืœื™ืฆื•ืจ ืืช ื”ื›ืœื™","Tool.DeleteUsed":"ื”ื›ืœื™ ืžืฉืžืฉ ื‘ื‘ื ื™ื™ื” ื•ืœื ื ื™ืชืŸ ืœืžื—ื•ืง ืื•ืชื•","Tool.InputNotNeeded":"ืื™ืŸ ืฆื•ืจืš ื‘ืขืฆื ืงืœื˜","Tool.OutputNotDependent":"ืขืฆื ืคืœื˜ ืœื ืชืœื•ื™ ื‘ืขืฆืžื™ ืงืœื˜",UnbalancedBrackets:"ืกื•ื’ืจื™ื™ื ืœื ืžืื•ื–ื ื•ืช",UndefinedVariable:"ืžืฉืชื ื” ืœื ืžื•ื’ื“ืจ",UnknownCommand:"ืคืงื•ื“ื” ืœื ื™ื“ื•ืขื”",VectorExpected:"ืžืฆืคื” ืœื ืงื•ื“ื” ืื• ื•ืงื˜ื•ืจ"};__GGB__keysVar.iw.menu={ACommand:"ืคืงื•ื“ื” โ€โ€Ž%0โ€โ€Ž",ADecimalPlace:"ืžืงื•ื ืขืฉืจื•ื ื™ โ€โ€Ž%0โ€Žโ€",ADecimalPlaces:"โ€โ€Ž%0โ€Žโ€ ืžืงื•ืžื•ืช ืขืฉืจื•ื ื™ื™ื",ADerivativeOfB:"ื ื’ื–ืจืช โ€โ€Ž%0โ€Žโ€ ืฉืœ โ€โ€Ž%1โ€Žโ€",ADilatedByFactorBfromC:"โ€โ€Ž%0โ€Žโ€ ื”ื•ื ื”ืจื—ื‘ื” ืฉืœ โ€โ€Ž%2โ€Žโ€ ืคื™ โ€โ€Ž%1โ€Žโ€",ADoesNotIntersectWithB:"โ€โ€Ž%0โ€Žโ€ ืœื ื ื—ืชืš ืขื โ€โ€Ž%1โ€Žโ€",AGray:"โ€โ€Ž%0โ€Žโ€ ืืคื•ืจ",AIntersectsWithB:"โ€โ€Ž%0โ€Žโ€ ื ื—ืชืš ืขื โ€โ€Ž%1โ€Žโ€",AMirroredAtB:"ื”ืฉืชืงืคื•ืช ืฉืœ โ€โ€Ž%0โ€Žโ€ ื‘ึพโ€โ€Ž%1โ€Žโ€",ANOVA:"ANOVA",APixelsOnScreen:"โ€โ€Ž%0โ€Žโ€ ืคื™ืงืกืœื™ื ืขืœ ื”ืžืกืš",ARotatedByAngleB:"ืกื™ื‘ื•ื‘ ื‘ื–ื•ื™ืช โ€โ€Ž%1โ€Žโ€ ืฉืœ โ€โ€Ž%0โ€Žโ€",ARotatedByAngleBAboutC:"โ€โ€Ž%0โ€Žโ€ ืžืกื•ื‘ื‘ ื‘ื–ื•ื•ื™ืช โ€โ€Ž%1โ€Žโ€ ืกื‘ื™ื‘ โ€โ€Ž%2โ€Žโ€",ARotatedByAngleBAboutCThroughD:"โ€โ€Ž%0โ€Žโ€ ืžืกื•ื‘ื‘ ื‘ื–ื•ื•ื™ืช โ€โ€Ž%1โ€Žโ€ ืกื‘ื™ื‘ ืฆื™ืจ ืžืงื‘ื™ืœ ืœ-โ€โ€Ž%2โ€Žโ€ ื•ืขื•ื‘ืจ ื“ืจืš โ€โ€Ž%3โ€Žโ€",ARotatedByAngleBAboutPlaneCThroughD:"โ€โ€Ž%0โ€Žโ€ ืžืกื•ื‘ื‘ ื‘ื–ื•ื•ื™ืช โ€โ€Ž%1โ€Žโ€ ืกื‘ื™ื‘ ืฆื™ืจ ืžืื•ื ืš ืœ-โ€โ€Ž%2โ€Žโ€ ื•ืขื•ื‘ืจ ื“ืจืš โ€โ€Ž%3โ€Žโ€",ASignificantFigure:"ืกืคืจืช ืขืจืš โ€โ€Ž%0โ€Žโ€",ASignificantFigures:"โ€โ€Ž%0โ€Žโ€ ืกืคืจื•ืช ืขืจืš",ATouchesB:"โ€โ€Ž%0โ€Žโ€ ื ื•ื’ืข ื‘-โ€โ€Ž%1โ€Žโ€",AandB:"โ€โ€Ž%0โ€Žโ€ ื•ึพโ€โ€Ž%1โ€Žโ€",AandBareEqual:"โ€โ€Ž%0โ€Žโ€ ืฉื•ื•ื” ืœึพโ€โ€Ž%1โ€Žโ€",AandBareLinearlyDependent:"โ€โ€Ž%0โ€Žโ€ ื•ึพโ€โ€Ž%1โ€Žโ€ ืชืœื•ื™ื™ื ืœื™ื ื™ืืจื™ืช",AandBareLinearlyIndependent:"โ€โ€Ž%0โ€Žโ€ ื•ึพโ€โ€Ž%1โ€Žโ€ ื‘ืœืชื™ ืชืœื•ื™ื™ื ืœื™ื ื™ืืจื™ืช",AandBareNotEqual:"โ€โ€Ž%0โ€Žโ€ ืœื ืฉื•ื•ื” ืœึพโ€โ€Ž%1โ€Žโ€",AandBareNotPerpendicular:"โ€โ€Ž%0โ€Žโ€ ื•-โ€โ€Ž%1โ€Žโ€ ืื™ื ื ื ื™ืฆื‘ื™ื",AandBareParallel:"โ€โ€Ž%0โ€Žโ€ ื•ึพโ€โ€Ž%1โ€Žโ€ ืžืงื‘ื™ืœื™ื",AandBarePerpendicular:"โ€โ€Ž%0โ€Žโ€ ื•ึพโ€โ€Ž%1โ€Žโ€ ื ื™ืฆื‘ื™ื",AandBcannotBeCompared:"ืœื ื ื™ืชืŸ ืœื”ืฉื•ื•ืช ืืช โ€โ€Ž%0โ€Žโ€ ื•ึพโ€โ€Ž%1โ€Žโ€",About:"ืื•ื“ื•ืช",AboutLicense:"ืื•ื“ื•ืช \\ ืจืฉื™ื•ืŸ",AbsAltText:"Absolute Value",AbsoluteScreenLocation:"ืžื™ืงื•ื ืžื•ื—ืœื˜ ืขืœ ื”ืžืกืš",Accelerometer:"ืชืื•ืฆื”",Accents:"ื”ื“ื’ืฉื™ื",AccentsExt:"ื”ื“ื’ืฉื™ื ืžื•ืจื—ื‘ื™ื",ActionObjectTools:"ื›ืœื™ื ืฉืœ ืขืฆืžื™ ืคืขื•ืœื”",ActualFrequency:"ืชื“ื™ืจื•ืช ืงืœื™ื˜ืช ื ืชื•ื ื™ื (โ€Hzโ€)",AddColumn:"ื”ื•ืกืฃ ื˜ื•ืจ",AddCustomColor:"ื”ื•ืกื™ืคื™ ืฆื‘ืข ืžืฉืœืš",AddFavorite:"ื”ื•ืกืฃ ืžื•ืขื“ืคื™ื",AddItem:"ื”ื•ืกืคืช ืขืฆื",AddRow:"ื”ื•ืกืฃ ืฉื•ืจื”",AddSelection:"ื”ื•ืกืฃ ืืช ื‘ื—ื™ืจืชืš",AddToolOrBoolean:"Add Tool or Boolean Variable",AddTrace:"ื”ื•ืกืฃ ืขืฆื ืœืจืฉื™ืžืช ื”ืขืงื‘ื•ืช.",Adjustment:"ื›ื™ื•ื•ื ื•ืŸ",AdoesNotLieOnB:"โ€โ€Ž%0โ€Žโ€ ืœื ื ืžืฆืืช ืขืœ โ€โ€Ž%1โ€Žโ€",AdoesNotLieOnThePerimeterOfB:"โ€โ€Ž%0โ€Žโ€ ืœื ื ืžืฆืืช ืขืœ ื”ื”ื™ืงืฃ ืฉืœ โ€โ€Ž%1โ€Žโ€",AdoesNothaveTheSameAreaAsB:"ืœึพโ€โ€Ž%1โ€Žโ€ ื•ืœึพโ€โ€Ž%0โ€Žโ€ ืฉื˜ื— ืฉื•ื ื”",AdoesNothaveTheSameLengthAsB:"ืœึพโ€โ€Ž%0โ€Žโ€ ื•ืœึพโ€โ€Ž%1โ€Žโ€ ืื•ืจืš ืฉื•ื ื”",Advanced:"ืžืชืงื“ื",AhasTheSameAreaAsB:"ืœึพโ€โ€Ž%1โ€Žโ€ ื•ืœึพโ€โ€Ž%0โ€Žโ€ ืฉื˜ื— ืฉื•ื•ื”",AhasTheSameLengthAsB:"ืœึพโ€โ€Ž%1โ€Žโ€ ื•ึพโ€โ€Ž%0โ€Žโ€ ืื•ืจืš ืฉื•ื•ื”",AintersectsWithBOnce:"โ€โ€Ž%0โ€Žโ€ ื ื—ืชืš ืขื โ€โ€Ž%1โ€Žโ€ ืคืขื ืื—ืช",AintersectsWithBTwice:"โ€โ€Ž%0โ€Žโ€ ื ื—ืชืš ืขื โ€โ€Ž%1โ€Žโ€ ืคืขืžื™ื™ื",AisAnAsymptoteToB:"โ€โ€Ž%0โ€Žโ€ ื”ื•ื ืืกื™ืžืคื˜ื•ื˜ื” ืฉืœ โ€โ€Ž%1โ€Žโ€",AisNotDefined:"โ€โ€Ž%0โ€Žโ€ ืื™ื ื• ืžื•ื’ื“ืจ",AisaDegenerateBranchOfB:"โ€โ€Ž%0โ€Žโ€ ื”ื•ื ืขื ืฃ ืžื ื•ื•ืŸ ืฉืœ โ€โ€Ž%1โ€Žโ€",AisaTangentToB:"โ€โ€Ž%0โ€Žโ€ ืžืฉื™ืง ืœึพโ€โ€Ž%1โ€Žโ€",Algebra:"ืืœื’ื‘ืจื”",AlgebraDescriptions:"ืชื™ืื•ืจ ืืœื’ื‘ืจื™",AlgebraWindow:"ืชืฆื•ื’ื” ืืœื’ื‘ืจื™ืช",AliesOnB:"โ€โ€Ž%0โ€Žโ€ ื ืžืฆืืช ืขืœ โ€โ€Ž%1โ€Žโ€",AliesOnThePerimeterOfB:"โ€โ€Ž%0โ€Žโ€ ื ืžืฆืืช ืขืœ ื”ื”ื™ืงืฃ ืฉืœ โ€โ€Ž%1โ€Žโ€",All:"ื”ื›ืœ",AllBars:"ื›ืœ ื”ืขืžื•ื“ื•ืช",AllCommands:"ื›ืœ ื”ืคืงื•ื“ื•ืช",AllViews:"ื›ืœ ื”ืชืฆื•ื’ื•ืช",AllowRescaling:"ืืคืฉืจ ืฉื™ื ื•ื™ ื’ื•ื“ืœ",AllowStyleBar:"ืืคืฉืจ ืกืจื’ืœ ืกื’ื ื•ืŸ",AllowTooltips:"ืืคืฉืจ ื—ืœื•ื ื™ื•ืช",Alt:"Alt",AltGr:"AltG",AlternativeHypothesis:"ื”ืฉืขืจื” ื—ืœื•ืคื™ืช","AlternativeHypothesis.short":"ื—ืœื•ืคื™",Altitude:"ื’ื•ื‘ื”",AlwaysTrue:"(ืชืžื™ื“ ื ื›ื•ืŸ)",Anaglyph:"ืื ื’ืœื™ืฃ",Analyze:"ื ื™ืชื•ื—",Angle:"ื–ื•ื•ื™ืช","Angle.Help":"ืฉืœื•ืฉ ื ืงื•ื“ื•ืช ืื• ืฉื ื™ ื™ืฉืจื™ื","Angle.Tool":"ื–ื•ื•ื™ืช",AngleA:"Angle %0",AngleBetween:"ื–ื•ื•ื™ืช ื‘ื™ืŸ:โ€",AngleBetweenAB:"ื–ื•ื•ื™ืช ื‘ื™ืŸ โ€โ€Ž%0โ€Žโ€, โ€โ€Ž%1โ€Žโ€","AngleBetweenAB.short":"โ€โ€Ž%0โ€Ž ืขื“ โ€โ€Ž%1โ€Ž",AngleBetweenABC:"ื–ื•ื•ื™ืช ื‘ื™ืŸ โ€โ€Ž%0โ€Žโ€, โ€โ€Ž%1โ€Žโ€, โ€โ€Ž%2โ€Žโ€",AngleBetweenABCofD:"ื–ื•ื•ื™ืช ื‘ื™ืŸ โ€โ€Ž%0โ€Žโ€, โ€โ€Ž%1โ€Žโ€, โ€โ€Ž%2โ€Žโ€ ืฉืœ โ€โ€Ž%3โ€Žโ€",AngleBisectorOfAB:"ื—ื•ืฆื” ื–ื•ื•ื™ืช ืฉืœ โ€โ€Ž%0โ€Žโ€, โ€โ€Ž%1โ€Žโ€",AngleBisectorOfABC:"ื—ื•ืฆื” ื–ื•ื•ื™ืช ืฉืœ โ€โ€Ž%0โ€Žโ€, โ€โ€Ž%1โ€Žโ€, โ€โ€Ž%2โ€Žโ€",AngleFixed:"ื–ื•ื•ื™ืช ื‘ื’ื•ื“ืœ ื ืชื•ืŸ","AngleFixed.Help":"ื‘ื—ืจื™ ื ืงื•ื“ืช ืฉื•ืง, ืงื•ื“ืงื•ื“, ื•ืื– ื”ื›ื ื™ืกื™ ื’ื•ื“ืœ",AngleOfA:"ื–ื•ื•ื™ืช ืฉืœ โ€โ€Ž%0โ€Žโ€",AngleUnit:"ื™ื—ื™ื“ื•ืช ื–ื•ื•ื™ืช",Angles:"ื–ื•ื™ื•ืช",AngularBisector:"ื—ื•ืฆื” ื–ื•ื•ื™ืช","AngularBisector.Help":"ืฉืœื•ืฉ ื ืงื•ื“ื•ืช ืื• ืฉื ื™ ื™ืฉืจื™ื",AnimatedGIF:"Animated GIF","AnimatedGIF.Calculating":"ืžื—ืฉื‘โ€ฆ","AnimatedGIF.ErrorA":"ืฉื’ื™ืื”: %0","AnimatedGIF.Processing":"ื‘ืขื‘ื•ื“ื”โ€ฆ","AnimatedGIF.Success":"ื”ื™ื™ืฆื•ื ื”ืฆืœื™ื—",AnimatedGIFExport:"ื™ืฆื•ื โ€โ€Žanumated GIFโ€Žโ€",Animating:"ื”ืคืขืœืช ื”ื ืคืฉื”",Animation:"ื”ื ืคืฉื”",AnimationLoop:"ื‘ืœื•ืœืื”?",AnimationSpeed:"ืžื”ื™ืจื•ืช",AnimationStep:"ื”ื•ืกืคื”",Apply:"ื”ื—ืœื”",ApplyDefaults:"ื™ืฉื•ื ื‘ืจื™ืจื•ืช ืžื—ื“ืœ",ApplyTemplate:"ื”ื—ืœ ืชื‘ื ื™ืช",ApplyToSelectedObjects:"ื”ื—ืœ ืขืœ ื”ืขืฆืžื™ื ืฉื ื‘ื—ืจื•",Apps:"ืืคืœื™ืงืฆื™ื•ืช",Apt:"โ€โ€Ž%0โ€Žโ€ ื ืงื•ื“ื•ืช",Arc:"ืงืฉืช",ArcLengthOfA:"ืื•ืจืš ืงืฉืช ืฉืœ โ€%0โ€",Area:"ืฉื˜ื—","Area.Help":"ื‘ื—ืจื™ ืžืฆื•ืœืข, ืžืขื’ืœ ืื• ื—ืชืš ื—ืจื•ื˜",AreaOfA:"ื”ืฉื˜ื— ืฉืœ โ€โ€Ž%0โ€Žโ€",Ascending:"ื™ื•ืจื“",AskAQuestion:"ืฉืืœื•ืช ื‘ื‘ืงืฉื”","Assignment.Edit":"ืขืจื•ืš ืžืฉื™ืžื”",AsymptoteToA:"ืืกื™ืžืคื˜ื•ื˜ื” ืฉืœ โ€โ€Ž%0โ€Žโ€",Ath:"โ€โ€Ž%0โ€Žโ€",AttachDetachPoint:"ื”ืฆืžื“ื” ืฉื™ื—ืจื•ืจ ื ืงื•ื“ื”","AttachDetachPoint.Help":"ื‘ื—ืจื™ ื ืงื•ื“ื” ื•ืื– ืขืฆื ืœื”ืฆืžื“ื”",Author:"ืžื—ื‘ืจ",AutoDimension:"ืžื™ืžื“ื™ื™ื ืื•ื˜ื•ืžื˜ื™ื™ื",Automatic:"ืื•ื˜ื•ืžื˜ื™",AuxiliaryObject:"ืขืฆื ืขื–ืจ",AuxiliaryObjects:"ืขืฆืžื™ ืขื–ืจ",Axes:"ืฆื™ืจื™ื",AxisLabel:"ืชื•ื•ื™ืช",AxisOfA:"ืฆื™ืจ ืฉืœ โ€โ€Ž%0โ€Žโ€",AxisTicks:"ืฉื ืชื•ืช",AxisUnitLabel:"ื™ื—ื™ื“ื•ืช",Back:"ื—ื–ืจื”",BackgroundColor:"ืฆื‘ืข ืจืงืข",BackgroundImage:"ืชืžื•ื ืช ืจืงืข",BackspaceAltText:"Backspace",BarA:"ืขืžื•ื“ื” โ€โ€Ž%0โ€Žโ€",BarChart:"ื’ืจืฃ ืขืžื•ื“ื•ืช",BasicLineTools:"ื›ืœื™ ื™ืฉืจ",BetweenGroups:"ื‘ื™ืŸ ืงื‘ื•ืฆื•ืช","Binomial.number":"n","Binomial.probability":"p",BlackboardLetters:"ืื•ืชื™ื•ืช ืœื•ื—",Bold:"ืžื•ื“ื’ืฉ","Bold.Short":"B",Boolean:"ืขืจืš ื‘ื•ืœื™ืื ื™",BoxSize:"ื’ื•ื“ืœ ืชื™ื‘ืช ืงื˜ื™ืžื”","BoxSize.large":"ื’ื“ื•ืœ","BoxSize.medium":"ื‘ื™ื ื•ื ื™","BoxSize.small":"ืงื˜ืŸ",Boxplot:"ืกืจื˜ื•ื˜ ื‘ืชื™ื‘ื”",Brackets:"ืกื•ื’ืจื™ื™ื",Breakpoint:"ื ืงื•ื“ืช ืฉื‘ื™ืจื”","Breakpoint.short":"BP",Browser:"ื“ืคื“ืคืŸ",ButNotGenerallyTrue:"(ืืš ืœื ื ื›ื•ืŸ ื‘ืื•ืคืŸ ื›ืœืœื™)",Button:"ื›ืคืชื•ืจ","Button.Caption":"ื”ืขืจื”",ButtonAction:"ื›ืคืชื•ืจ","ButtonAction.Help":"ื‘ื—ืจื™ ืžื™ืงื•ื",ButtonSize:"ื’ื•ื“ืœ ื›ืคืชื•ืจ",ByLayering:"ืขืœึพื™ื“ื™ ืฉื›ื‘ื•ืช",CAS:"ื—ื™ืฉื•ื‘ ืืœื’ื‘ืจื™","CAS.AutomaticRename":"ื”ืฉื โ€%0โ€ ื”ื™ื” ื›ื‘ืจ ื‘ืฉื™ืžื•ืฉ ื•ื”ื•ื—ืœืฃ ืœ-โ€%1โ€",CASFieldHelp:'<html dir="ltr"><body><p><b>ืฉื™ืžื•ืฉ ื‘ืชืฆื•ื’ืช ื—ื™ืฉื•ื‘ ืืœื’ื‘ืจื™</b></p><table border="1"><tr><td>Enter </td><td>ื”ืขืจืš ืงืœื˜</td></tr><tr><td>; </td><td>ื”ืกืชืจ ืคืœื˜</td></tr><tr><td>Ctrl + Enter </td><td>ื”ืขืจืš ื‘ืื•ืคืŸ ื ื•ืžืจื™</td></tr><tr><td>Alt + Enter </td><td>ื‘ื“ื•ืง ืงืœื˜</td></tr><tr><td>Escape</td><td>ื ืงื” ืงืœื˜</td></tr><tr><td>$</td><td>ืคืœื˜ ืงื•ื“ื (ืกื™ืžื•ืŸ ื“ื™ื ืžื™)</td></tr><tr><td>#</td><td>ืคืœื˜ ืงื•ื“ื (ืกื™ืžื•ืŸ ืกื˜ื˜ื™)</td></tr><tr><td>$3</td><td>ื”ืคืœื˜ ืฉืœ ื”ืชื ื”ืฉืœื™ืฉื™ (ืกื™ืžื•ืŸ ื“ื™ื ืžื™)</td></tr><tr><td>#3</td><td>ื”ืคืœื˜ ืฉืœ ื”ืชื ื”ืฉืœื™ืฉื™ (ืกื™ืžื•ืŸ ืกื˜ื˜ื™)</td></tr><tr><td>F1</td><td>ืขื–ืจื” ืœืคืงื•ื“ื” ื”ื ื•ื›ื—ื™ืช</td></tr><tr><td>TAB</td><td>ื”ืฆื’ ืืช ื”ืคืงื•ื“ื” ื”ืžืชืื™ืžื” ื”ื‘ืื”</td></tr></table><p><br><b>ื”ืฉืœืžื” ืื•ื˜ื•ืžื˜ื™ืช ืฉืœ ืคืงื•ื“ื”</b><br>ืœืื—ืจ ื”ืงืฉืช ืฉืชื™ ื”ืื•ืชื™ื•ืช ื”ืจืืฉื•ื ื•ืช ื‘ืคืงื•ื“ื”<br>GeoGebra ืชืฉืœื™ื ืืช ื”ืคืงื•ื“ื” ื‘ืฉื‘ื™ืœืš.</p><table border="1"><tr><td>Enter </td><td>ืงื‘ืœ ืืช ื”ืคืงื•ื“ื” ื”ืžื•ืฆืขืช</td></tr><tr><td>Another letter</td><td>ืžืขื“ื›ื ืช ืืช ื”ืคืงื•ื“ื” ื”ืžื•ืฆืขืช</td></tr></table></body></html>',CASInitializing:"ื—ืฉื•ื‘ ืืœื’ื‘ืจื™ ืžืืชื—ืœ",CASPlot:"ืกืจื˜ื˜","CASPlot.Help":"ืœื—ืฆื™ ืขืœ ืงืœื˜ ืื• ืคืœื˜ ืฉืœ ืชื ื—ื™ืฉื•ื‘ ืืœื’ื‘ืจื™ ื›ื“ื™ ืœืกืจื˜ื˜ ืืช ืชื•ื›ื ื• ื‘ืชืฆื•ื’ื” ื”ื’ืจืคื™ืช",CASShowRationalExponentsAsRoots:"ื”ืฆื’ ืžืขืจื™ื›ื™ื ืจืฆื™ื•ื ืœื™ื™ื ื›ืฉื•ืจืฉื™ื",CASTimedOut:"ื—ื™ืฉื•ื‘ ืืœื’ื‘ืจื™ ืชืงื•ืข",CASViewOnly:'ืคืงื•ื“ื” โ€โ€Ž"%0"โ€Žโ€ ืืคืฉืจื™ืช ืจืง ื‘ืชืฆื•ื’ืช ื—ื™ืฉื•ื‘ ืืœื’ื‘ืจื™',Calculate:"ื—ืฉึถื‘",CalligraphicLetters:"ืื•ืชื™ื•ืช ืžืขื•ื˜ืจื•ืช",Camera:"Camera",Cancel:"ื‘ื™ื˜ื•ืœ",CapsLockActiveAltText:"Caps Lock Active",CapsLockUnactiveAltText:"Caps Lock Unactive",Caption:"ื”ืขืจื”",CaptionAndValue:"ืชื•ื•ื™ืช ื•ืขืจืš",Cartesian:"ืงืจื˜ื–ื™",CartesianCoords:"ืงื•ืื•ืจื“ื™ื ื˜ื•ืช ืงืจื˜ื–ื™ื•ืช",CartesianCoords3D:"ืงื•ืื•ืจื“ื™ื ื˜ื•ืช ืงืจื˜ื–ื™ื•ืช ืชืœืชึพืžื™ืžื“ื™ื•ืช",CasCell:"ืชื ื—ื™ืฉื•ื‘ ืืœื’ื‘ืจื™",CasCellUseAsText:"ื˜ืงืกื˜",CasTimeout:"ืคืกืง ื–ืžืŸ ื—ื™ืฉื•ื‘ ืืœื’ื‘ืจื™ (ื‘ืฉื ื™ื•ืช)โ€",Categories:"ืงื˜ื’ื•ืจื™ื•ืช",CeilAltText:"Ceil Function",CellAisNotDefined:"ืชื โ€โ€Ž%0โ€Žโ€ ืื™ื ื• ืžื•ื’ื“ืจ",CenterImage:"Center Image",CenterOfA:"ืžืจื›ื– ืฉืœ โ€โ€Ž%0โ€Žโ€",CentroidOfA:"ืžืจื›ื– ื›ื•ื‘ื“ ืฉืœ โ€โ€Ž%0โ€Žโ€",CheckBoxTitle:"ืชื™ื‘ืช ื‘ื—ื™ืจื” ืœื”ืฆื’ืช\\ื”ืกืชืจืช ืขืฆืžื™ื",CheckOutTutorial:"ื‘ื“ืงื™ ืืช ืžื“ืจื™ืš โ€โ€Ž%0โ€Žโ€ ืฉืœื ื•!",CheckedNumerically:"(ื ื‘ื“ืง ืžืกืคืจื™ืช)",ChiSquaredContribution:"ืชืจื•ืžืช โ€โ€Žฮงยฒโ€Žโ€",ChiSquaredTest:"ืžื‘ื—ืŸ โ€โ€Žฯ‡ยฒโ€Žโ€",ChooseColor:"ื‘ื—ืจ ืฆื‘ืข",ChooseFromFile:"ื‘ื—ืจ ืžืงื•ื‘ืฅ",ChooseObject:"ื‘ื—ืจื™ ืขืฆื ืื—ื“",Circle:"ืžืขื’ืœ",Circle2:"ืžืขื’ืœ ืขื ืžืจื›ื– ื“ืจืš ื ืงื•ื“ื”","Circle2.Help":"ื ืงื•ื“ืช ืžืจื›ื–, ื ืงื•ื“ื” ืขืœ ื”ืžืขื’ืœ",Circle3:"ืžืขื’ืœ ื“ืจืš ืฉืœื•ืฉ ื ืงื•ื“ื•ืช","Circle3.Help":"ืฉืœื•ืฉ ื ืงื•ื“ื•ืช ืขืœ ืžืขื’ืœ",CircleArc3:"ืงืฉืช ื‘ืžืขื’ืœ","CircleArc3.Help":"ืžืจื›ื– ื•ืฉืชื™ ื ืงื•ื“ื•ืช ืขืœ ืงืฉืช",CircleArcTools:"ื›ืœื™ ืžืขื’ืœ ื•ืงืฉืช",CircleAxisPoint:"ืžืขื’ืœ ืขื ืฆื™ืจ ื“ืจืš ื ืงื•ื“ื”","CircleAxisPoint.Help":"ื‘ื—ืจ ืฆื™ืจ ื•ืื– ื ืงื•ื“ื” ืขืœ ื”ืžืขื’ืœ",CircleEquation:"(x - m)ยฒ + (y - n)ยฒ = rยฒ",CircleOfAxisAThroughB:"ืžืขื’ืœ ืขื ืฆื™ืจ โ€โ€Ž%0โ€Žโ€ ื“ืจืš โ€โ€Ž%1โ€Žโ€",CirclePointRadius:"ืžืขื’ืœ ืขื ืžืจื›ื– ื•ืจื“ื™ื•ืก","CirclePointRadius.Help":"ื‘ื—ืจื™ ื ืงื•ื“ืช ืžืจื›ื– ื•ื”ื›ื ื™ืกื™ ืจื“ื™ื•ืก",CirclePointRadiusDirection:"ืžืขื’ืœ ืขื ืžืจื›ื–, ืจื“ื™ื•ืก ื•ื›ื™ื•ืŸ","CirclePointRadiusDirection.Help":"ื‘ื—ืจื™ ื ืงื•ื“ืช ืžืจื›ื–, ื›ื™ื•ื•ืŸ ื•ื”ื›ื ื™ืกื™ ืจื“ื™ื•ืก",CircleSector3:"ื’ื™ื–ืจืช ืขื™ื’ื•ืœ","CircleSector3.Help":"ื‘ื—ืจื™ ื ืงื•ื“ืช ืžืจื›ื– ื•ืื– ืฉืชื™ ื ืงื•ื“ื•ืช",CircleThroughABC:"ืžืขื’ืœ ื“ืจืš โ€โ€Ž%0โ€Žโ€, โ€โ€Ž%1โ€Žโ€, โ€โ€Ž%2โ€Žโ€",CircleThroughAwithCenterB:"ืžืขื’ืœ ื“ืจืš โ€โ€Ž%0โ€Žโ€ ืขื ืžืจื›ื– โ€โ€Ž%1โ€Žโ€",CircleWithCenterARadiusBParallelToC:"ืžืขื’ืœ ืขื ืžืจื›ื– โ€โ€Ž%0โ€Žโ€ ื•ืจื“ื™ื•ืก โ€โ€Ž%1โ€Žโ€, ืžืงื‘ื™ืœ ืœึพโ€โ€Ž%2โ€Žโ€",CircleWithCenterAThroughBAxisParallelToC:"ืžืขื’ืœ ืขื ืžืจื›ื– โ€โ€Ž%0โ€Žโ€ ื“ืจืš โ€โ€Ž%1โ€Žโ€, ืฆื™ืจ ืžืงื‘ื™ืœ ืœึพโ€โ€Ž%2โ€Žโ€",CircleWithCenterAThroughBParallelToC:"ืžืขื’ืœ ืขื ืžืจื›ื– โ€โ€Ž%0โ€Žโ€ ื“ืจืš โ€โ€Ž%1โ€Žโ€, ืžืงื‘ื™ืœ ืœึพโ€โ€Ž%2โ€Žโ€",CircleWithCenterAandRadiusB:"ืžืขื’ืœ ืขื ืžืจื›ื– โ€โ€Ž%0โ€Žโ€ ื•ืจื“ื™ื•ืก โ€โ€Ž%1โ€Žโ€",CircleWithCenterAandRadiusBAxisParallelToC:"ืžืขื’ืœ ืขื ืžืจื›ื– โ€โ€Ž%0โ€Žโ€ ื•ืจื“ื™ื•ืก โ€โ€Ž%1โ€Žโ€, ืฆื™ืจ ืžืงื‘ื™ืœ ืœึพโ€โ€Ž%2โ€Žโ€",CircumcircleArc3:"ืงืฉืช ื‘ืžืขื’ืœ ื—ื•ืกื","CircumcircleArc3.Help":"ืฉืœื•ืฉ ื ืงื•ื“ื•ืช ืขืœ ืงืฉืช",CircumcircleSector3:"ื’ื™ื–ืจื” ื‘ืžืขื’ืœ ื—ื•ืกื","CircumcircleSector3.Help":"ืฉืœื•ืฉ ื ืงื•ื“ื•ืช ืขืœ ื’ื™ื–ืจื”",CircumferenceOfA:"ื”ื”ื™ืงืฃ ืฉืœ โ€โ€Ž%0โ€Žโ€",ClassRule:"ื›ืœืœ ื”ืžื—ืœืงื”",ClassWithFrequency:"ืžื—ืœืงื” ืขื ืชื“ื™ืจื•ืช",Classes:"ืžื—ืœืงื•ืช",ClearColumn:"ื ืงื” ื˜ื•ืจ",ClearColumns:"ื ืงื” ื˜ื•ืจื™ื",ClearRow:"ื ืงื” ืฉื•ืจื”",ClearRows:"ื ืงื” ืฉื•ืจื•ืช",ClearSelection:"ื ื™ืงื•ื™ ื‘ื—ื™ืจื”",ClearTrace:"ื ื™ืงื•ื™ ื›ืœ ื”ืขืงื‘ื•ืช",ClickHereToGetHelp:"ืœื—ืฆื™ ื›ืืŸ ืœืงื‘ืœืช ืขื–ืจื”",Clipboard:"ืœื•ื— ื’ื–ื™ืจื™ื","Clipboard.Blackboard":"ืœื•ื— ื’ื–ื™ืจื™ื: โ€Blackboardโ€","Clipboard.Google":"ืœื•ื— ื’ื–ื™ืจื™ื: โ€โ€ŽGoogle Gadgetโ€Žโ€","Clipboard.MediaWiki":"ืœื•ื— ื’ื–ื™ืจื™ื: โ€โ€ŽMediaWikiโ€Žโ€","Clipboard.iframe":"ืœื•ื— ื’ื–ื™ืจื™ื: โ€โ€Ž<iframe>โ€Žโ€",ClipboardMessage:"ื™ืฆื•ื ืœืœื•ื— ื’ื–ื™ืจื™ื ื”ื•ืฉืœื.\nืขืชื” ื”ืคืขืœื™ ืืช ืขื•ืจืš ื”ึพโ€HTMLโ€ ื•ื”ื“ื‘ื™ืงื™ ืœืชื•ื›ื•.",Clipping:"ืงื˜ื™ืžื”",Close:"ืกื’ื™ืจื”",CloseAll:"ืกื’ื•ืจ ื”ื›ืœ",CloseApplicationLoseUnsavedData:"ืืช ืขื•ืžื“ืช ืœืกื’ื•ืจ ืืช ื™ื™ืฉื•ื ื’ืื•ื’ื‘ืจื”. ื›ืœ ื”ื ืชื•ื ื™ื ืฉืœื ื ืฉืžืจื• ื™ืื‘ื“ื•.",CloseFile:"ืกื’ื™ืจืช ืงื•ื‘ืฅ",CmdList:"ืจืฉื™ืžืช ืคืงื•ื“ื•ืช",Coefficient:"ืžืงื“ืžื™ื",CollapseAll:"ืกื“ืจ ื”ื›ืœ",CollapseRows:"ื”ืฆืžื“ ืฉื•ืจื•ืช",Color:"ืฆื‘ืข",ColorfulConstructionProtocol:"ืคืจื•ื˜ื•ืงื•ืœ ื‘ื ื™ื™ื” ืฆื‘ืขื•ื ื™","Column.X":"X","Column.Y":"Y",ColumnHeader:"ื›ื•ืชืจืช ื˜ื•ืจ",ColumnOrder:"ืกื“ืจ ื˜ื•ืจื™",ColumnPercent:"ื˜ื•ืจ โ€โ€Ž%โ€Žโ€",ColumnReset:"ื˜ื•ืจ ื—ื“ืฉ ื ื•ืฆืจ ื‘ื’ืจื™ืจื”",Columns:"ื˜ื•ืจื™ื",Comma:"ืคืกื™ืง",Command:"ืคืงื•ื“ื”",CommandName:"ืฉื ืคืงื•ื“ื”",Commands:"ืคืงื•ื“ื•ืช",CommonTangentOfCirclesAandB:"ืžืฉื™ืง ืžืฉื•ืชืฃ ืœืžืขื’ืœื™ื โ€โ€Ž%0โ€Žโ€ ื•ึพโ€โ€Ž%1โ€Žโ€",ComparisonNotPossible:"ืขืฆืžื™ื ืืœื• ืœื ื ื™ืชื ื™ื ืœื”ืฉื•ื•ืื”",Compasses:"ืžื—ื•ื’ื”","Compasses.Help":"ืงื˜ืข ืื• ืฉืชื™ ื ืงื•ื“ื•ืช ืœืจื“ื™ื•ืก, ื•ืื– ื ืงื•ื“ืช ืืžืฆืข",ComplexNumber:"ืžืกืคืจ ืžืจื•ื›ื‘","ComplexNumber.Help":"ื‘ื—ืจื™ ืžื™ืงื•ื","ComplexNumber.Tool":"ืžืกืคืจ ืžืจื•ื›ื‘",ConciseCode:"ืชืžืฆืช ืงื•ื“",ConciseUsingCSE5:"ืชืžืฆืช ื‘ืขื–ืจืช โ€cse5โ€","Condition.ShowObject":"ืชื ืื™ ืœื”ืฆื’ืช ืขืฆื",Conditions:"ืชื ืื™ื",Cone:"ืงื•ื ื•ืก","Cone.Help":"ื‘ื—ืจื™ ื ืงื•ื“ื” ื•ื ืงื•ื“ืช ืฆื™ืจ, ื•ื”ื–ื™ื ื™ ืจื“ื™ื•ืก","Cone.Tool":"ื—ืจื•ื˜",ConeWithCenterAAxisParallelToBAngleC:"ื—ืจื•ื˜ ืขื ืžืจื›ื– โ€โ€Ž%0โ€Žโ€, ืฆื™ืจ ืžืงื‘ื™ืœ ืœึพโ€โ€Ž%1โ€Žโ€, ื–ื•ื•ื™ืช โ€โ€Ž%2โ€Žโ€",ConfidenceInterval:"ืจื•ื•ื— ื‘ืจึพืกืžืš",ConfidenceLevel:"ืจืžืช ืกืžืš",Conic:"ื—ืชืš ื—ืจื•ื˜",Conic5:"ื—ืชืš ื—ืจื•ื˜ ื“ืจืš ื—ืžืฉ ื ืงื•ื“ื•ืช","Conic5.Help":"ื‘ื—ืจื™ ื—ืžืฉ ื ืงื•ื“ื•ืช ืขืœ ื—ืชืš ื—ืจื•ื˜",ConicFromCoeffListA:"ื—ืชืš ื—ืจื•ื˜ ืž-โ€โ€Ž%0โ€Žโ€",ConicLinesEquation:"(a x + b y + c) (d x + e y + f) = 0",ConicMenu:"ื—ืชืš ื—ืจื•ื˜",ConicSectionTools:"ื›ืœื™ ื—ืชืš ื—ืจื•ื˜",ConicThroughABCDE:"ื—ืชืš ื—ืจื•ื˜ ื“ืจืš โ€โ€Ž%0โ€Žโ€, โ€โ€Ž%1โ€Žโ€, โ€โ€Ž%2โ€Žโ€, โ€โ€Ž%3โ€Žโ€, โ€โ€Ž%4โ€Žโ€",Conics:"ื—ืชื›ื™ ื—ืจื•ื˜",Conify:"ื”ืคื™ื›ื” ืœืคื™ืจืžื™ื“ื” ืื• ื—ืจื•ื˜","Conify.Help":"ื’ืจืจื™ ืžืฆื•ืœืข\\ืžืขื’ืœ ืื• ื‘ื—ืจื™ ืžืฆื•ืœืข\\ืžืขื’ืœ ื•ื”ื›ื ื™ืกื™ ื’ื•ื‘ื” ืœื™ืฆื™ืจืช ืคื™ืจืžื™ื“ื”\\ื—ืจื•ื˜ ืžืžื•ืจื›ื–.",Connecting:"ืžืชื—ื‘ืจโ€ฆ",ConstructionNotDegenerate:"the construction is not degenerate",ConstructionOrder:"ืกื“ืจ ื‘ื ื™ื™ื”",ConstructionProtocol:"ืคืจื•ื˜ื•ืงื•ืœ ื‘ื ื™ื™ื”",ConstructionProtocolButton:"ื›ืคืชื•ืจ ืœืคืชื™ื—ืช ืคืจื•ื˜ื•ืงื•ืœ ื‘ื ื™ื™ื”",ConstructionProtocolHelp:'<html><body style="direction: rtl;" align="right"><p><b>ืฉื™ืžื•ืฉ ื‘ืคืจื•ื˜ื•ืงื•ืœ ื”ื‘ื ื™ื™ื”</b></p><p><br><b>ืžืงืœื“ืช</b></p><table border="1"><tr><td>&#8593;</td><td>ืฆืขื“ ื”ื‘ื ื™ื™ื” ื”ืงื•ื“ืp</td></tr><tr><td>&#8595;</td><td>ืฆืขื“ ื”ื‘ื ื™ื™ื” ื”ื‘ื</td></tr><tr><td>Home</td><td>ื”ืชื—ืœืช ื”ื‘ื ื™ื™ื”</td></tr><tr><td>End</td><td>ืกื•ืฃ ื”ื‘ื ื™ื™ื™ื”</td></tr><tr><td>Del</td><td>ืžื—ื™ืงืช ืฆืขื“ ื‘ื ื™ื™ื”</td></tr></table><p><b><br>ืขื›ื‘ืจ</b></p><table border="1"><tr><td>ื”ืงืฉื” ื›ืคื•ืœื” ืขืœ ืฉื•ืจื”</td><td>ื‘ื—ื™ืจืช ืฆืขื“ ื‘ื ื™ื™ื”</td></tr><tr><td>ื”ืงืฉื” ื›ืคื•ืœื” ืขืœ ื›ื•ืชืจืช</td><td>ื”ืชื—ืœืช ื”ื‘ื ื™ื™ื”</td></tr><tr><td>ื’ืจื™ืจื” ื•ืขื–ื™ื‘ืช ืฉื•ืจื”</td><td>ื”ื–ื–ืช ืฆืขื“ ื‘ื ื™ื™ื”</td></tr><tr><td>ื”ืงืฉื” ืขืœ ืฉื•ืจื” ืขื ื”ื›ืคืชื•ืจ ื”ื™ืžื ื™</td><td>ืชืคืจื™ื˜ </td></tr></table></body></html>',ConstructionProtocolNavigation:"ืกืจื’ืœ ื ื™ื•ื•ื˜ ืœืฆืขื“ื™ ื‘ื ื™ื™ื”",Continuity:"ื”ืžืฉื›ื™ื•ืช",Continuous:"ืจืฆื™ืฃ",Coordinates:"ืงื•ืื•ืจื“ื™ื ื˜ื•ืช",Copy:"ื”ืขืชืงื”",CopyAsImage:"ื”ืขืชืง ื›ืชืžื•ื ื”",CopyAsLaTeX:"ื”ืขืชืง ื›ึพโ€LaTeXโ€",CopyAsLibreOfficeFormula:"ื”ืขืชืงื” ื›ื ื•ืกื—ืช โ€LibreOfficeโ€",CopyImage:"ื”ืขืชืง ืชืžื•ื ื”",CopyImageAsSVG:"ื”ืขืชืง ืชืžื•ื ื” ื›-โ€SVGโ€",CopyInput:"ื”ืขืชืงืช ืงืœื˜",CopyOfA:"ืขื•ืชืง ืฉืœ โ€โ€Ž%0โ€Žโ€",CopyToClipboard:"ื”ืขืชืงื” ืœืœื•ื— ื’ื–ื™ืจื™ื",CopyToGraphics:"ื”ืขืชืง ืœืชืฆื•ื’ื” ื’ืจืคื™ืช",CopyToInputBar:"ื”ืขืชืง ืœืกืจื’ืœ ืงืœื˜",CopyToSpreadsheet:"ื”ืขืชืง ืœื’ืœื™ื•ืŸ",CopyVisualStyle:"ื”ืขืชืงืช ืขื™ืฆื•ื‘","CopyVisualStyle.Help":"ื‘ื—ืจื™ ืขืฆื, ื•ืื– ืœื—ืฆื™ ืขืœ ืื—ืจื™ื ืœื”ืขืชืงืช ื”ืขื™ืฆื•ื‘ ืฉืœื•",CornerPoint:"ืคื™ื ื”","CorrelationCoefficient.short":"r",Count:"ืกืคื™ืจื”",CountCells:"ืกืคื•ืจ","CountCells.Help":"ื‘ื—ืจื™ ืงื‘ื•ืฆืช ืชืื™ื",Create:"ืฆื•ึนืจ",CreateCurveFit:"ืขืงื•ืžืช ื”ืœื™ืžื•ืช ืžื™ื˜ื‘ื™ืช","CreateCurveFit.Help":"ื‘ื—ืจื™ ืชืื™ื ืœื ืงื•ื“ื•ืช ื•ืื– ืœื—ืฆื™ ืขืœ ื›ืคืชื•ืจ ื”ื›ืœื™",CreateDataFunction:"ื™ืฆื™ืจืช โ€DataFunctionโ€",CreateDataList:"ื™ืฆื™ืจืช ืจืฉื™ืžื”",CreateList:"List","CreateList.Help":"ื‘ื—ืจื™ ืชืื™ื ื•ืื– ืœื—ืฆื™ ืขืœ ื›ืคืชื•ืจ ื”ื›ืœื™",CreateListGraphicsView:"List","CreateListGraphicsView.Help":"ื‘ื—ืจื™ ืขืฆืžื™ื ืขืœ ื™ื“ื™ ื’ืจื™ืจืช ืžืœื‘ืŸ ื”ื‘ื—ื™ืจื”",CreateListOfPoints:"ืจืฉื™ืžืช ื ืงื•ื“ื•ืช","CreateListOfPoints.Help":"ื‘ื—ืจื™ ืชืื™ื ื•ืื– ืœื—ืฆื™ ืขืœ ื›ืคืชื•ืจ ื”ื›ืœื™",CreateMatrix:"ืžื˜ืจื™ืฆื”","CreateMatrix.Help":"ื‘ื—ืจื™ ืชืื™ื ื•ืื– ืœื—ืฆื™ ืขืœ ื›ืคืชื•ืจ ื”ื›ืœื™",CreateNumber:"ืฆื•ืจ ืžืกืคืจ",CreatePolyLine:"ืงื• ืฉื‘ื•ืจ","CreatePolyLine.Help":"ื‘ื—ืจื™ ืชืื™ื ืœื ืงื•ื“ื•ืช ื•ืื– ืœื—ืฆื™ ืขืœ ื›ืคืชื•ืจ ื”ื›ืœื™",CreateSliders:"ืฆื•ืจ ืกืจื’ืœื™ ื’ืจื™ืจื”",CreateSlidersForA:"ืฆื•ืจ ืกืจื’ืœื™ ื’ืจื™ืจื” ืขื‘ื•ืจ: โ€โ€Ž%0โ€Žโ€",CreateTable:"ื˜ื‘ืœื”","CreateTable.Help":"ื‘ื—ืจื™ ืชืื™ื ื•ืื– ืœื—ืฆื™ ืขืœ ื›ืคืชื•ืจ ื”ื›ืœื™",CreateYourOwn:"ื’ืื•ื’ื‘ืจื” ืงืœืืกื™ืช",CreatingAnimatedGIF:"ื™ื•ืฆืจ โ€Animated GIFโ€:",CrossAt:"ื—ื•ืฆื” ื‘ึพโ€",Ctrl:"Ctrl",Cube:"ืงื•ื‘ื™ื”","Cube.Help":"ื‘ื—ืจื™ ืžื™ืฉื•ืจ (ืื ื ื“ืจืฉ) ื•ืื– 2 ื ืงื•ื“ื•ืช","Cube.Tool":"ืงื•ื‘ื™ื”",Cumulative:"ืžืฆื˜ื‘ืจ",CursiveLetters:"ืื•ืชื™ื•ืช ืจื”ื•ื˜ื•ืช",Curve:"ืขืงื•ืžื”",CurveCartesian:"ืขืงื•ืžื” ืคืจืžื˜ืจื™ืช",Custom:"ื‘ื—ื™ืจื” ื—ื•ืคืฉื™ืช",CustomTools:"ื›ืœื™ื ื‘ื”ืชืืžื” ืื™ืฉื™ืช",Cut:"ื—ื™ืชื•ืš",Cylinder:"ื’ืœื™ืœ","Cylinder.Help":"ื‘ื—ืจื™ ืฉืชื™ ื ืงื•ื“ื•ืช, ื•ืงื‘ืขื™ ืจื“ื™ื•ืก","Cylinder.Tool":"ื’ืœื™ืœ",CylinderBetweenABRadiusC:"ื’ืœื™ืœ ื‘ื™ืŸ โ€โ€Ž%0โ€Žโ€ ื•ึพโ€โ€Ž%1โ€Žโ€ ืขื ืจื“ื™ื•ืก โ€โ€Ž%2โ€Žโ€",CylinderWithAxisARadiusB:"ื’ืœื™ืœ ืขื ืฆื™ืจ โ€โ€Ž%0โ€Žโ€ ื•ืจื“ื™ื•ืก โ€โ€Ž%1โ€Žโ€",Data:"ื ืชื•ื ื™ื",DataAnalysis:"ื ื™ืชื•ื— ื ืชื•ื ื™ื",DataColumn:"ื˜ื•ืจ ื ืชื•ื ื™ื",DataColumnName:"ืฉื ื˜ื•ืจ ื ืชื•ื ื™ื",DataConnection:"ื—ื™ื‘ื•ืจ ืขื โ€GeoGebra Sensors appโ€",DataConnectionFailed:"ืžืฆื˜ืขืจื™ื, ื”ื—ื™ื‘ื•ืจ ื ื›ืฉืœ. ืื ื ื‘ื“ืงื™ ืืช ืงื•ื“ ื”ืฉื™ืชื•ืฃ ื•ื ืกื™ ืฉื•ื‘.",DataCount:"ืžืกืคืจ ื ืงื•ื“ื•ืช",DataSharingCode:"ืฉื™ืชื•ืฃ ืงื•ื“",DataSource:"ืžืงื•ืจ ื”ื ืชื•ื ื™ื",DataTitle:"ื›ื•ืชืจืช ื ืชื•ื ื™ื",DataType:"ืกื•ื’ ื”ื ืชื•ื ื™ื",DataWithFrequency:"ื ืชื•ื ื™ื ืขื ืชื“ื™ืจื•ืช",Date:"ืชืืจื™ืš","Day.1":"ื™ื•ื ืจืืฉื•ืŸ","Day.2":"ื™ื•ื ืฉื ื™","Day.3":"ื™ื•ื ืฉืœื™ืฉื™","Day.4":"ื™ื•ื ืจื‘ื™ืขื™","Day.5":"ื™ื•ื ื—ืžื™ืฉื™","Day.6":"ื™ื•ื ืฉื™ืฉื™","Day.7":"ื™ื•ื ืฉื‘ืช",DecimalPlaces:"ืžืงื•ืžื•ืช ืขืฉืจื•ื ื™ื™ื",Decoration:"ืขื™ื˜ื•ืจ",Decreasing:"ื™ื•ืจื“",Default:"ื‘ืจื™ืจืช ืžื—ื“ืœ","Default.Restore":"ืฉื—ื–ื•ืจ ื‘ืจื™ืจื•ืช ืžื—ื“ืœ","Default.Set":"ืงื‘ื™ืขื” ื›ื‘ืจื™ืจืช ืžื—ื“ืœ",DefaultPointStyle:"ืกื’ื ื•ืŸ ื‘ืจื™ืจืช ืžื—ื“ืœ ืœื ืงื•ื“ื”",Defaults:"ื‘ืจื™ืจื•ืช ืžื—ื“ืœ",Definition:"ื”ื’ื“ืจื”",DefinitionAndValue:"ื”ื’ื“ืจื” ื•ืขืจืš",Degree:"ืžืขืœื•ืช",DegreeUnit:"ืžืขืœื•ืช","DegreesOfFreedom.short":"df","DegreesOfFreedom1.short":"df1","DegreesOfFreedom2.short":"df2",Delete:"ืžื—ื™ืงื”","Delete.Help":"ื‘ื—ืจื™ ืขืฆื ืขืœ ืžื ืช ืœืžื—ื•ืง ืื•ืชื•","Delete.Tool":"ืžื—ื™ืงื”",DeleteARows:"ืžื—ืง โ€โ€Ž%0โ€Žโ€ ืฉื•ืจื•ืช",DeleteColumnA:"ืžื—ืง ืืช ื˜ื•ืจ โ€โ€Ž%0โ€Žโ€",DeleteColumnsAtoB:"ืžื—ืง ืืช ื˜ื•ืจื™ื โ€โ€Ž%0โ€Žโ€ ืขื“ โ€โ€Ž%1โ€Žโ€",DeleteFailed:"ืžื—ื™ืงื” ื ื›ืฉืœื”.",DeleteObjects:"ืžื—ืง ืขืฆืžื™ื",DeleteRowA:"ืžื—ืง ืืช ืฉื•ืจื” โ€โ€Ž%0โ€Žโ€",DeleteRowsAtoB:"ืžื—ืง ืฉื•ืจื•ืช โ€โ€Ž%0โ€Žโ€ ืขื“ โ€โ€Ž%1โ€Žโ€",DeleteTool:"ืžื—ืง ืืช ื”ื›ืœื™",Delimiter:"ืชื•ื—ื",Dependency:"ืชืœื•ืช",DependentObjects:"ืขืฆืžื™ื ืชืœื•ื™ื™ื",DepthScaleFactor:"ื’ื•ืจื ืขื•ืžืง",Derivative:"ื ื’ื–ืจืช","Derivative.Help":"ืžื—ืฉื‘ ืืช ื”ื ื’ื–ืจืช ื”ืจืืฉื•ื ื”",DerivativeOfA:"ื ื’ื–ืจืช ืฉืœ โ€โ€Ž%0โ€Žโ€",Descending:"ื™ื•ืจื“",Description:"ืชืื•ืจ","Description.AVRowOutputs":"ืฉื•ืจืช ืชืฆื•ื’ื” ืืœื’ื‘ืจื™ืช %0 ืžืจืื” %1","Description.Done":"ืกื’ื•ืจ ืกืงื™ืจืช ืžื•ืฆืจ","Description.FocusedInputContainsA":"ืงืœื˜ ื ื‘ื—ืจ ืžื›ื™ืœ: โ€โ€Ž%0โ€Ž","Description.HelpOnA":"ืขื–ืจื” ืขืœ %0","Description.Menu":"ืคืชื™ื—ืช ืชืคืจื™ื˜","Description.Next":"ื”ืžืฉื™ื›ื™ ืœืขืžื•ื“ ื”ื‘ื ื‘ืกืงื™ืจืช ื”ืžื•ืฆืจ",DiameterOfAConjugateToB:"ืงื•ื˜ืจ ืฉืœ โ€โ€Ž%0โ€Žโ€ ืžืฆื•ืžื“ ืœึพโ€โ€Ž%1โ€Žโ€","DifferenceOfMeans.short":"ฮผโ‚ - ฮผโ‚‚","DifferenceOfProportions.short":"pโ‚ - pโ‚‚",DifferenceofMeansT:"ืžื‘ื—ืŸ ื”ืคืจืฉ ืžืžื•ืฆืขื™ื",Differences:"ื”ืคืจืฉื™ื","Dilate.Factor":"ื’ื•ืจื",DilateFromPoint:"ืžืชื™ื—ืช ืขืฆื ืžื ืงื•ื“ื”","DilateFromPoint.Help":"ืขืฆื ืœืžืชื™ื—ื”, ื•ืื– ื ืงื•ื“ืช ืžืจื›ื– ื•ืื– ื”ื›ื ืก ื’ื•ืจื ืžืชื™ื—ื”",Dimensions:"ืžื™ืžื“ื™ื",DirectionOfA:"ื”ื›ื™ื•ื•ืŸ ืฉืœ โ€โ€Ž%0โ€Žโ€",Directrix:"ื™ืฉืจ ืžื ื—ื”",DirectrixOfA:"ื™ืฉืจ ืžื ื—ื” ืฉืœ โ€โ€Ž%0โ€Žโ€",Discard:"ื‘ื™ื˜ื•ืœ",Discrete:"ื‘ื“ื™ื“",Display:"ืชืฆื•ื’ื”",DisplayPointSymbol:"ื”ืฆื’ ืืช ื”ืกืžืœ ืœื ืงื•ื“ื•ืช",Distance:"ืžืจื—ืง ืื• ืื•ืจืš","Distance.Help":"ื‘ื—ืจื™ ืฉืชื™ ื ืงื•ื“ื•ืช, ืงื˜ืข, ืžืฆื•ืœืข ืื• ืžืขื’ืœ","DistanceAB.LaTeX":'"\\overline{" + %0 + %1 + "} \\, = \\, " + %2',DistanceOfAandB:"ืžืจื—ืง ื‘ื™ืŸ โ€โ€Ž%0โ€Žโ€ ืœึพโ€โ€Ž%1โ€Žโ€",Distribution:"ื”ืชืคืœื’ื•ืช","Distribution.Binomial":"ื‘ื™ื ื•ืžื™ืช","Distribution.Cauchy":"ืงื•ืฉื™","Distribution.ChiSquare":"xยฒ","Distribution.Exponential":"ืืงืกืคื•ื ื ืฆื™ืืœื™ืช","Distribution.F":"ื”ืชืคืœื’ื•ืช โ€Fโ€","Distribution.Gamma":"ื’ืžื","Distribution.Hypergeometric":"ื”ื™ืคืจื’ืื•ืžื˜ืจื™ืช","Distribution.Logistic":"ืœื•ื’ื™ืกื˜ื™ืช","Distribution.Lognormal":"ืœื•ื’ึพื ื•ืจืžืœื™ืช","Distribution.Normal":"ื ื•ืจืžืœื™ืช","Distribution.Pascal":"ืคืกืงืืœ","Distribution.Poisson":"ืคื•ืืกื•ืŸ","Distribution.Scale":"ืกื•ืœื","Distribution.Shape":"ืฆื•ืจื”","Distribution.StudentT":"ืžื‘ื—ืŸ โ€Tโ€","Distribution.Weibull":"ื•ื•ื™ื‘ื•ืœ",DoYouWantToSaveYourChanges:"ื”ืื ื‘ืจืฆื•ื ืš ืœืฉืžื•ืจ ืืช ื”ืฉื™ื ื•ื™ื™ื ืฉืขืฉื™ืช?",Dodecahedron:"ืชืจื™ืกืจื•ืŸ",DontDeleteTool:"ืืœ ืชืžื—ืง ืืช ื”ื›ืœื™",DontOverwrite:"ืืœ ืชื›ืชื•ื‘ ืขืœ ืงื•ื‘ืฅ ืงื™ื™ื",DontRecordToSpreadsheet:"ืœืœื ืฉืžื™ืจื” ืœื’ื™ืœื™ื•ืŸ",DontSave:"ืืœ ืชืฉืžื•ืจ",DotPlot:"ื“ื™ืื’ืจืžืช ื ืงื•ื“ื•ืช",DoubleClickToOpen:"ื”ืงืฉื” ื›ืคื•ืœื” ืขืœ ื”ืขื›ื‘ืจ ืคื•ืชื—ืช ื—ืœื•ืŸ ื™ืฉื•ื",DoubleLine:"ื™ืฉืจ ื›ืคื•ืœ",DoubleLineEquation:"(a x + b y + c)ยฒ = 0",Down:"ืœืžื˜ื”",Download:"ื”ื•ืจื“ื”",DownloadAs:"ื”ื•ืจื“ ื›-",DownloadAsGgbFile:"ื”ื•ืจื“ ื›ืงื•ื‘ืฅ โ€โ€Ž.ggbโ€Žโ€",DrawAsDropDownList:"ื”ืฆื’ ื›ืจืฉื™ืžื” ื ืคืชื—ืช",DrawingPad:"ืœื•ื— ืกืจื˜ื•ื˜",DrawingPad2:"ืœื•ื— ืกืจื˜ื•ื˜ โ€2โ€",DrawingPadA:"ืœื•ื— ืกืจื˜ื•ื˜ โ€โ€Ž%0โ€Žโ€",DrawingPadAsPSTricks:"ืชืฆื•ื’ื” ื’ืจืคื™ืช ื›ึพPSTricksโ€",DrawingPadAsPicture:"ืชืฆื•ื’ื” ื’ืจืคื™ืช ื›ืชืžื•ื ื”",DrawingPadToClipboard:"ืชืฆื•ื’ื” ื’ืจืคื™ืช ืœืœื•ื— ื’ื–ื™ืจื™ื",DrawingPagAsPGF:"ืชืฆื•ื’ื” ื’ืจืคื™ืช ื›ึพPGF/TikZโ€",Duplicate:"ืฉื›ืคื•ืœ",DynamicColors:"ืฆื‘ืขื™ื ื“ื™ื ืžื™ื™ื",DynamicCoordinatesOfA:"ืงื•ืื•ืจื“ื™ื ื˜ื•ืช ื“ื™ื ืžื™ื•ืช ืฉืœ โ€โ€Ž%0โ€Žโ€",DynamicWorksheetAsWebpage:"ื’ื™ืœื™ื•ืŸ ื“ื™ื ืžื™ ื›ื“ืฃ ืจืฉืช",EccentricityOfA:"ืืงืฆื ื˜ืจื™ื•ืช ืฉืœ โ€โ€Ž%0โ€Žโ€",Edit:"ืขืจื™ื›ื”",EditMenu:"ืขืจื™ื›ื”",Ellipse:"ืืœื™ืคืกื”",Ellipse3:"ืืœื™ืคืกื”","Ellipse3.Help":"ื‘ื—ืจื™ ืฉื ื™ ืžื•ืงื“ื™ื ื•ืื– ื ืงื•ื“ื” ืขืœ ืืœื™ืคืกื”",EllipseEquation:"(x - m)ยฒ / aยฒ + (y - n)ยฒ / bยฒ = 1",EllipseWithFociABPassingThroughC:"ืืœื™ืคืกื” ืขื ืžื•ืงื“ื™ื โ€โ€Ž%0โ€Žโ€ ,โ€โ€Ž%1โ€Žโ€ ืขื•ื‘ืจืช ื“ืจืš โ€โ€Ž%2โ€Žโ€",EllipseWithFociABPassingThroughCParallelToD:"ืืœื™ืคืกื” ืขื ืžื•ืงื“ื™ื โ€โ€Ž%0โ€Žโ€, โ€โ€Ž%1โ€Žโ€, ืขื•ื‘ืจืช ื“ืจืš โ€โ€Ž%2โ€Žโ€ ื‘ืžืงื‘ื™ืœ ืœ-โ€โ€Ž%3โ€Žโ€",EllipseWithFociABandFirstAxisLengthC:"ืืœื™ืคืกื” ืขื ืžื•ืงื“ื™ื โ€โ€Ž%1โ€Žโ€ ,โ€โ€Ž%0โ€Žโ€ ื•ืื•ืจืš ืฆื™ืจ ืจืืฉื•ืŸ โ€โ€Ž%2โ€Žโ€",Ellipsoid:"ืืœื™ืคืกื•ืื™ื“",Email:'ื“ื•ื"ืœ',Embed:"Embed",EmphasizeRightAngle:"ื”ื“ื’ืฉืช ื–ื•ื™ืช ื™ืฉืจื”",EmptyBox:"(ืชื™ื‘ื” ืจื™ืงื”)",EmptySet:"ืงื‘ื•ืฆื” ืจื™ืงื”",EnableLabelDrags:"ืืคืฉืจ ื’ืจื™ืจืช ืชื•ื•ื™ื•ืช",EnableRightClick:"ื”ืคืขืœ ื›ืคืชื•ืจ ืขื›ื‘ืจ ื™ืžื ื™",EnableScripting:"ืืคืฉึถืจ ืชืกืจื™ื˜ื™ื",EndProbabilityOf:")",English:"ืื ื’ืœื™ืช",EnterAltText:"Enter",EnterAppletAddress:"ื”ื›ื ืก ืืช ื›ืชื•ื‘ืช ื”ืจืฉืช ืฉืœ ื”ื™ื™ืฉื•ืžื•ืŸ",EnterExpression:"Enter your equation or expression here.",EnterPercentage:"ื”ื›ื ื™ืกื™ ืื—ื•ื–",EnterWebAddress:"ื”ื›ื ื™ืกื™ ืืช ื›ืชื•ื‘ืช ื”ืจืฉืช",EqualVariance:"ืฉื•ื ื•ืช ืฉื•ื•ื”",Equation:"ืžืฉื•ื•ืื”",Eraser:"ืžื—ืง",ErrorAtLine:"ืฉื’ื™ืื” ื‘ืฉื•ืจื”: โ€",ErrorInJavaScript:"ืฉื’ื™ืื” ื‘ึพโ€JavaScriptโ€",ErrorInJavaScriptAtLineA:"ืฉื’ื™ืื” ื‘ึพJavaScript ื‘ืฉื•ืจื” โ€โ€Ž%0โ€Žโ€",ErrorInScriptAtLineAFromObjectB:"ืฉื’ื™ืื” ื‘ืชืกืจื™ื˜ ื‘ืฉื•ืจื” โ€โ€Ž%0โ€Žโ€ โ€(ื ืงืจืืช ืžึพโ€โ€Ž%1โ€Žโ€)โ€",Esc:"Esc",EstimatedValue:"ืขืจืš ืžืฉื•ืขืจ",Evaluate:"ื”ืขืจื›ื” ืกื™ืžื‘ื•ืœื™ืช","Evaluate.Help":"ื—ื™ืฉื•ื‘ ืžื“ื•ื™ืง",ExamCAS:"ืžื—ืฉื‘ื•ืŸ ื’ืื•ื’ื‘ืจื” ืืœื’ื‘ืจื™ ืœื‘ื—ื™ื ื”","ExamGraphingCalc.long":"ื’ืื•ื’ื‘ืจื” ืœืžื‘ื—ืŸ: ืžื—ืฉื‘ื•ืŸ ื’ืจืคื™","ExamGraphingCalc.short":"ืžื—ืฉื‘ื•ืŸ ื’ืจืคื™ ืœื‘ื—ื™ื ื”","ExamSimpleCalc.long":"ืžื—ืฉื‘ื•ืŸ ื’ืื•ื’ื‘ืจื” ืœื‘ื—ื™ื ื”","Exercise.CreateNew":"ืชืจื’ื™ืœ ื—ื“ืฉ",Exit:"ื™ืฆื™ืื”",ExitExamShutDown:"ื›ื™ื‘ื•ื™",Expand:"ื”ืจื—ื‘ื”","Expand.Help":"ื”ืจื—ื‘ ืกื•ื’ืจื™ื™ื",ExpandAll:"ื”ืจื—ื‘ ื”ื›ืœ",ExpandedForm:"Expanded Form",ExpectedCount:"ืžื ื™ื™ื” ืฆืคื•ื™ื”",ExplicitConicEquation:"y = a xยฒ + b x + c",ExplicitLineEquation:"y = m x + b",ExplicitLineGradient:"m",Exponential:"ืืงืกืคื•ื ื ืฆื™ืืœื™",Export:"ื™ืฆื•ื",ExportAnimatedGIF:"ืชืฆื•ื’ื” ื’ืจืคื™ืช ื›ึพGIF ื ืข",ExportAsPicture:"ื™ืฆื•ื ื›ืชืžื•ื ื”",ExportAsWebpage:"ื™ืฆื•ื ื›ื“ืฃ ืจืฉืช",ExportTextAsShapes:"ื™ืฆื•ื ื˜ืงืกื˜ ื›ืฆื•ืจื•ืช",Expression:"Expression",ExtraLarge:"ืขื ืง",ExtraSmall:"ื–ืขื™ืจ",ExtraViews:"ืขื•ื“ ื—ืœื•ื ื•ืช",Extremum:"ื ืงื•ื“ืช ืงื™ืฆื•ืŸ","Extremum.Help":"ื‘ื—ืจื™ ืคื•ื ืงืฆื™ื”",ExtremumOfA:"ื ืงื•ื“ืช ืงื™ืฆื•ืŸ ืฉืœ โ€โ€Ž%0โ€Žโ€",Extrusion:"ื”ืคื™ื›ื” ืœืžื ืกืจื” ืื• ื’ืœื™ืœ","Extrusion.Help":"ื’ืจืจื™ ืžืฆื•ืœืข\\ืžืขื’ืœ ืื• ื‘ื—ืจื™ ืžืฆื•ืœืข\\ืžืขื’ืœ ื•ื”ื›ื ื™ืกื™ ื’ื•ื‘ื” ืœื™ืฆื™ืจืช ืžื ืกืจื”\\ื’ืœื™ืœ ื™ืฉืจ.",EyeDistance:"ืžืจื—ืง ืžื”ืžืกืš",EyeSeparation:"ื”ืคืจื“ืช ืขื™ื ื™ื™ื",EyesSeparation:"ืžืจื—ืง ืžื”ืขื™ื ื™ื™ื",FStatistic:"F",Factor:"ืคืจืง ืœื’ื•ืจืžื™ื","Factor.Help":"ืžืฆื ื’ื•ืจืžื™ื",Fading:"ื“ื•ื”ื”",FastHelp:"ืขื–ืจื” ืžื”ื™ืจื”",File:"ืงื•ื‘ืฅ","File.HTML":"ืงื•ื‘ืฅ: โ€โ€ŽHTMLโ€Žu200","File.SCORM":"ืงื•ื‘ืฅ: โ€โ€ŽSCORMโ€Žโ€","File.epub":"ืงื•ื‘ืฅ: โ€โ€Žepubโ€Žโ€","File.iBook":"ืงื•ื‘ืฅ: โ€โ€ŽiBookโ€Žโ€",FileBrowser:"ื“ืคื“ืคืŸ ืงื‘ืฆื™ื",FileLoadingError:"ืœื ื ื™ืชืŸ ืœื˜ืขื•ืŸ ืืช ื”ืงื•ื‘ืฅ. ืื ื ื›ืชื‘ื™ ืœ[email protected]โ€",FileSystem:"ืžืขืจื›ืช ืงื‘ืฆื™ื",Filename:"ืฉื ืงื•ื‘ืฅ",Files:"ืงื‘ืฆื™ื",FillType:"ืกื•ื’ ืžื™ืœื•ื™",Filling:"ืžื™ืœื•ื™","Filling.Brick":"ืœื‘ื ื™ื","Filling.Chessboard":"ืœื•ื— ืฉื—","Filling.Crosshatch":"ืžืงื•ื•ืงื•ื•","Filling.CurrentSymbol":"ืกืžืœ ื ื•ื›ื—ื™","Filling.Dotted":"ื ืงื•ื“ื•ืช","Filling.Hatch":"ืฉืชื™ ื•ืขืจื‘","Filling.Honeycomb":"ื›ื•ื•ืจืช","Filling.Image":"ืชืžื•ื ื”","Filling.Standard":"ืจื’ื™ืœ","Filling.Symbol":"ืกืžืœ","Filling.Weaving":"ืจื™ืงืžื”",Finish:"ืกื™ื•ื",FirstAxisLengthOfA:"ืื•ืจืš ื”ืฆื™ืจ ื”ืจืืฉื™ ืฉืœ โ€โ€Ž%0โ€Žโ€",FirstAxisOfA:"ืฆื™ืจ ืจืืฉื•ืŸ ืฉืœ โ€โ€Ž%0โ€Žโ€",FitCurve:"ืขืงื•ืžืช ืชืื™ืžื•ืช ืžื™ื˜ื‘ื™ืช","FitCurve.Help":"ื‘ื—ืจื™ ื ืงื•ื“ื•ืช ื‘ืืžืฆืขื•ืช ืžืœื‘ืŸ ื‘ื—ื™ืจื”, ืื• ืจืฉื™ืžืช ื ืงื•ื“ื•ืช",FitLine:"ืงื• ืžื’ืžื”","FitLine.Help":"ื‘ื—ืจื™ ื›ืžื” ื ืงื•ื“ื•ืช ืื• ืจืฉื™ืžื” ืฉืœ ื ืงื•ื“ื•ืช",Fix:"ื”ืคืขืœืช ื›ื™ื‘ื•ื™ ืงื™ื‘ื•ืข","Fix.Help":"ื‘ื—ืจื™ ืขืฆื ื›ื“ื™ ืœืงื‘ืข ืœืฉื—ืจืจ ืื•ืชื•",FixCheckbox:"ืงื™ื‘ื•ืข ืชื™ื‘ืช ืกื™ืžื•ืŸ",FixObject:"ืงื™ื‘ื•ืข ืขืฆื",FixedSize:"ื’ื•ื“ืœ ืงื‘ื•ืข",FixedToGrid:"ืงื™ื‘ื•ืข ื‘ืจืฉืช",FloorAltText:"Floor Function",FocusOfA:"ืžื•ืงื“ ืฉืœ โ€โ€Ž%0โ€Žโ€",FontSize:"ื’ื•ื“ืœ ื’ื•ืคืŸ",ForceGnuplotPgf:"ืฉื™ืžื•ืฉ ื‘ Gnuplot ืœืกืจื˜ื•ื˜ ืคื•ื ืงืฆื™ื•ืช",ForegroundColor:"ืฆื‘ืข ื—ื–ื™ืช",Format:"ืคื•ืจืžื˜",Formulas:"ื ื•ืกื—ืื•ืช",Fraction:"ืฉื‘ืจ",FractionTotal:"ื—ืœืง ื›ื•ืœืœ",FrakturLetters:"ืื•ืชื™ื•ืช ืคืจืงื˜ื•ืจ",FreeObjects:"ืขืฆืžื™ื ื—ื•ืคืฉื™ื™ื",FreehandFunction:"ืคื•ื ืงืฆื™ื” ื‘ืฆื™ื•ืจ ื—ื•ืคืฉื™","FreehandFunction.Help":"ืฆื™ื™ืจื™ ืคื•ื ืงืฆื™ื” ื—ื•ืคืฉื™ืช",FreehandFunctionOnIntervalAB:"ืคื•ื ืงืฆื™ื” ื‘ืฆื™ื•ืจ ื—ื•ืคืฉื™ ื‘ืงื˜ืข โ€โ€Ž[%0, %1] โ€Ž",FreehandShape:"ืฆื•ืจื” ื‘ืฆื™ื•ืจ ื—ื•ืคืฉื™","FreehandShape.Help":"ืฆื™ื™ืจื™ ืคื•ื ืงืฆื™ื” ืื• ืขืฆื ื’ืื•ืžื˜ืจื™",Frequencies:"ืชื“ื™ืจื•ื™ื•ืช",Frequency:"ืชื“ื™ืจื•ืช",FrequencyHz:"ืชื“ื™ืจื•ืช (ื”ืจืฅ)โ€",FrequencyPolygon:"ืžืฆื•ืœืข ืชื“ื™ืจื•ืช",FrequencyTable:"ื˜ื‘ืœืช ืชื“ื™ืจื•ืช","FrequencyTable.Count":"ืฉื›ื™ื—ื•ืช","FrequencyTable.Frequency":"ืฉื›ื™ื—ื•ืช","FrequencyTable.RelativeFrequency":"ืฉื›ื™ื—ื•ืช ื™ื—ืกื™ืช",FrequencyType:"ืกื•ื’ ืชื“ื™ืจื•ืช",Fullscreen:"ืžืกืš ืžืœื",Function:"ืคื•ื ืงืฆื™ื”","Function.acos":"acos","Function.acosd":"acosd","Function.acosh":"acosh","Function.asin":"asin","Function.asind":"asind","Function.asinh":"asinh","Function.atan":"atan","Function.atand":"atand","Function.atanh":"atanh","Function.conjugate":"ืฆืžื•ื“","Function.cos":"cos","Function.cosh":"cosh","Function.cot":"cot","Function.coth":"coth","Function.csc":"csc","Function.csch":"csch","Function.fractionalPart":"fractionalPart","Function.freehand":"freehand","Function.imaginary":"imaginary","Function.nroot":"nroot","Function.real":"real","Function.sec":"sec","Function.sech":"sech","Function.sin":"sin","Function.sinh":"sinh","Function.tan":"tan","Function.tanh":"tanh",FunctionAonIntervalBC:"ืคื•ื ืงืฆื™ื” โ€โ€Ž%0โ€Žโ€ ืขืœ ืงื˜ืข [โ€โ€Ž%1โ€Žโ€, โ€โ€Ž%2โ€Žโ€]โ€",FunctionInspector:"ื‘ื•ื—ืŸ ืคื•ื ืงืฆื™ื•ืช","FunctionInspector.Help":"ื‘ื—ืจื™ ืคื•ื ืงืฆื™ื”",FunctionNVar:"ืคื•ื ืงืฆื™ื”",Functionality:"ืชืคืงื•ื“ื™ื•ืช",GUIFontSize:"ื’ื•ื“ืœ ื’ื•ืคืŸ ืชืคืจื™ื˜",General:"ื›ืœืœื™",GeneralLineEquation:"a x + b y + c = 0",GeneralTools:"ื›ืœื™ื ื›ืœืœื™ื™ื",GenerallyTrue:"(ื ื›ื•ืŸ ื‘ืื•ืคืŸ ื›ืœืœื™)",GenerallyTrueAcondB:"ื‘ืื•ืคืŸ ื›ืœืœื™ ื–ื” ื ื›ื•ืŸ ืฉ-โ€โ€Ž%0โ€Žโ€ ืชื—ืช ื”ืชื ืื™ โ€โ€Ž%1โ€Žโ€.",GenerateCode:"ืฆื•ึนืจ ืงื•ื“",GeneratePgf:"ื™ืฆื•ืจ ืงื•ื“ PGF/TikZโ€",GeneratePstricks:"ื™ืฆื•ืจ PSTricksโ€",GeoGebra3DGrapher:"ืžืกืจื˜ื˜ โ€โ€Ž3Dโ€ ืฉืœ ื’ืื•ื’ื‘ืจื”","GeoGebra3DGrapher.short":"ืžื—ืฉื‘ื•ืŸ 3Dโ€",GeoGebraForum:"ืคื•ืจื•ื ื’ืื•ื’ื‘ืจื”",GeoGebraGeometry:"ื’ืื•ื’ื‘ืจื” ื’ืื•ืžื˜ืจื™ื”",GeoGebraGraphingCalculator:"ืžื—ืฉื‘ื•ืŸ ื’ืจืคื™ ืฉืœ ื’ืื•ื’ื‘ืจื”",GeoGebraMaterials:"ื—ื•ืžืจื™ ื’ืื•ื’ื‘ืจื”",GeoGebraProperties:"ืชื›ื•ื ื•ืช ื’ืื•ื’ื‘ืจื”",GeogebraToAsymptoteExport:"ื™ืฆื ืืช โ€GeoGebraโ€ ืœึพโ€Asymptoteโ€",GeometricObjects:"ืขืฆืžื™ื ื’ืื•ืžื˜ืจื™ื™ื",Geometry:"ื’ืื•ืžื˜ืจื™ื”",Glasses:"ื–ื›ื•ื›ื™ื•ืช",Global:"ื’ืœื•ื‘ืœื™",GlobalJavaScript:"โ€JavaScriptโ€ ื’ืœื•ื‘ืœื™",GoToDownloadPage:"ืขื‘ื•ืจ ืœื“ืฃ ื”ื”ื•ืจื“ื”",GoToPlayStore:"ืขื‘ืจื• ืœ-Play Store",GoodnessOfFitTest:"ืžื‘ื—ืŸ ื”ืœื™ืžืช ืงื™ืจื•ื‘",GoogleDrive:"Google Drive",GoogleDriveSaveProblem:"ื”ื™ืชื” ื‘ืขื™ื” ื‘ืฉืžื™ืจืช ืงื•ื‘ืฅ ื–ื” ื‘-โ€Google Driveโ€",Graph:"ื’ืจืฃ",GraphicsView3D:"ืชืฆื•ื’ื” ื’ืจืคื™ืช ืชืœืชึพืžื™ืžื“ื™ืช",GraphicsViewAsAsymptote:"ืชืฆื•ื’ื” ื’ืจืคื™ืช ื›ืืกื™ืžืคื˜ื•ื˜ื”",GraphicsViewForPlaneA:"ืชืฆื•ื’ื” ืฉืœ โ€โ€Ž%0โ€Žโ€",Graphing:"ืกืจื˜ื•ื˜ ื’ืจืคื™ื",Graphing3D:"3D Graphing Calculator",GraphingCalculator:"ืžื—ืฉื‘ื•ืŸ ื’ืจืคื™","GraphingCalculator.short":"ืžื—ืฉื‘ื•ืŸ ื’ืจืคื™","GraphingCalculator3D.Function3D":"ืคื•ื ืงืฆื™ื•ืช z=f(x,y)","GraphingCalculator3D.LinearEquations":"ืžืฉื•ื•ืื•ืช ืœื™ื ื™ืืจื™ื•ืช",GrayScale:"ื’ื•ื•ื ื™ ืืคื•ืจ",GreekCharacterA:"ืื•ืช ื™ื•ื•ื ื™ืช: โ€โ€Ž%0โ€Žโ€",Grid:"ืกืจื™ื’","Grid.Major":"ืงื•ื•ื™ ืจืฉืช ืจืืฉื™ื™ื","Grid.MajorAndMinor":"ืงื•ื•ื™ ืจืฉืช ืจืืฉื™ื™ื ื•ืžืฉื ื™ื™ื","Grid.No":"ืœืœื ืจืฉืช",GridType:"ืกื•ื’ ืกืจื™ื’",Gridlines:"ืงื•ื•ื™ ืจืฉืช",GroupObjects:"ืงื‘ืฅ ืขืฆืžื™ื",Growth:"ื’ื“ื™ืœื”",HSL:"HSL",HSV:"HSV",HTML5Only:"ื™ืฆื•ื ืœึพโ€HTML5โ€ ื‘ืœื‘ื“",Height:"ื’ื•ื‘ื”",HeightOfA:"ื’ื•ื‘ื” ืฉืœ โ€โ€Ž%0โ€Žโ€",Help:"ืขื–ืจื”",Hexagon:"ืžืฉื•ืฉื”",Hidden:"ืžื•ืกืชืจ","Hidden.Dashed":"ืžืงื•ื•ืงื•","Hidden.Invisible":"ื ืกืชืจ","Hidden.Unchanged":"ืœื ื”ืฉืชื ื”",HiddenLineStyle:"ืกื’ื ื•ืŸ ืงื• ืžื•ืกืชืจ",Hide:"ื”ืกืชืจื”",HideLabel:"ื”ืกืชืจืช ืชื•ื•ื™ืช",HideTrace:"ื”ื—ื‘ืืช ืขืงื‘ื•ืช",Highlighter:"Highlighter",Hint:"ืจืžื–",Histogram:"ื”ื™ืกื˜ื•ื’ืจืžื”",Home:"ื‘ื™ืช",HomeDirectory:"ืชื™ืงื™ื™ืช ื‘ื™ืช",HorizontalScrollbars:"ืคืกื™ ื’ืœื™ืœื” ืื•ืคืงื™ื™ื",HorizontalSplit:"ืคื™ืฆื•ืœ ืื•ืคืงื™",Hue:"ื’ื•ื•ืŸ",Hyperbola:"ื”ื™ืคืจื‘ื•ืœื”",Hyperbola3:"ื”ื™ืคืจื‘ื•ืœื”","Hyperbola3.Help":"ื‘ื—ืจื™ ืฉื ื™ ืžื•ืงื“ื™ื ื•ืื– ื ืงื•ื“ื” ืขืœ ื”ื”ื™ืคืจื‘ื•ืœื”",HyperbolaEquation:"(x - m)ยฒ / aยฒ - (y - n)ยฒ / bยฒ = 1",HyperbolaWithFociABPassingThroughC:"ื”ื™ืคืจื‘ื•ืœื” ืขื ืžื•ืงื“ื™ื โ€โ€Ž%0โ€Žโ€, โ€โ€Ž%1โ€Žโ€ ืขื•ื‘ืจืช ื“ืจืš โ€โ€Ž%2โ€Žโ€",HyperbolaWithFociABandFirstAxisLengthC:"ื”ื™ืคืจื‘ื•ืœื” ืขื ืžื•ืงื“ื™ื โ€โ€Ž%0โ€Žโ€, โ€โ€Ž%1โ€Žโ€ ื•ืื•ืจืš ืฆื™ืจ ืจืืฉื•ืŸ โ€โ€Ž%2โ€Žโ€",HyperbolicCylinder:"ื’ืœื™ืœ ื”ื™ืคืจื‘ื•ืœื™",HyperbolicParaboloid:"ืคืจื‘ื•ืœื•ืื™ื“ ื”ื™ืคืจื‘ื•ืœื™",HyperboloidOneSheet:"ื”ื™ืคืจื‘ื•ืœื•ืื™ื“ ืฉืœ ืžื™ืฉื•ืจ ืื—ื“",HyperboloidTwoSheets:"ื”ื™ืคืจื‘ื•ืœื•ืื™ื“ ืฉืœ ืฉื ื™ ืžื™ืฉื•ืจื™ื","Hypergeometric.number":"n","Hypergeometric.population":"ืื•ื›ืœื•ืกื™ื”","Hypergeometric.sample":"ื“ื’ื™ืžื”","HypothesizedMean.short":"ฮผ","HypothesizedProportion.short":"p",Icon:"ืฆืœืžื™ืช",Icosahedron:"ืขืฉืจื™ืžื•ืŸ",IllegalArgumentAinCustomToolB:"ืืจื’ื•ืžื ื˜ ืœื ื—ื•ืงื™ โ€โ€Ž%0โ€Žโ€ ื‘ื›ืœื™ ืžืฉืชืžืฉ โ€โ€Ž%1โ€Žโ€",Image:"ืชืžื•ื ื”","Image.Help":"ื‘ื—ืจื™ ืชืžื•ื ื” ืžืงื•ื‘ืฅ ืื• ืžืฆืœืžื”","Image.Tool":"ืชืžื•ื ื”",Images:"ืชืžื•ื ื•ืช",ImplicitConicEquation:"a xยฒ + b xy + c yยฒ + d x + e y = f",ImplicitLineEquation:"a x + b y = c",ImplicitPoly:"ืขืงื•ืžืช ืคื•ื ืงืฆื™ื” ืกืชื•ืžื”",ImplicitSurface:"ืžืฉื˜ื— ืžืฉืชืžืข",ImportDataFile:"ื™ื‘ื•ื ืงื•ื‘ืฅ ื ืชื•ื ื™ื",IncircleOfTriangleABC:"ืžืขื’ืœ ื—ืกื•ื ื‘ืžืฉื•ืœืฉ โ€โ€Ž%0%1%2โ€Žโ€",Increasing:"ืขื•ืœื”",IncreasingOnce:"ืขื•ืœื” (ืคืขื ืื—ืช)",Inequality:"ืื™ึพืฉื•ื•ื™ื•ืŸ",InfiniteConePointAVectorBNumberC:"ื—ืจื•ื˜ ืขื ืžืจื›ื– โ€โ€Ž%0โ€Žโ€, ืฆื™ืจ ืžืงื‘ื™ืœ ืœึพโ€โ€Ž%1โ€Žโ€, ื–ื•ื•ื™ืช โ€โ€Ž%2โ€Žโ€",InfiniteConePointsABNumberC:"ื—ืจื•ื˜ ืขื ืžืจื›ื– โ€โ€Ž%0โ€Žโ€, ืฆื™ืจ ื“ืจืš ืœึพโ€โ€Ž%1โ€Žโ€, ื–ื•ื•ื™ืช โ€โ€Ž%2โ€Žโ€",InfiniteCylinderPointAVectorBNumberC:"ื’ืœื™ืœ ืขื ืฆื™ืจ ื“ืจืš โ€โ€Ž%0โ€Žโ€ ื•ืžืงื‘ื™ืœ ืœึพโ€โ€Ž%1โ€Žโ€, ืจื“ื™ื•ืก โ€โ€Ž%2โ€Žโ€",InfiniteCylinderPointsABNumberC:"ื’ืœื™ืœ ืขื ืฆื™ืจ ื“ืจืš โ€โ€Ž%0โ€Žโ€ ื•ึพโ€โ€Ž%1โ€Žโ€, ืจื“ื™ื•ืก โ€โ€Ž%2โ€Žโ€",InflectionPointofA:"ื ืงื•ื“ืช ื”ื˜ื™ื” ืฉืœ โ€โ€Ž%0โ€Žโ€",InputField:"ืฉื“ื” ืงืœื˜","InputField.Help":"ื‘ื—ืจื™ ืขืฆื ื›ื“ื™ ืœื”ืขืชื™ืง ืืช ืฉืžื• ืœืฉื“ื” ืงืœื˜",InputFieldHelp:'<html><body><p><b>ืฉื™ืžื•ืฉ ื‘ืฉื“ื” ื”ืงืœื˜</b></p><table border="1"><tr><td>Enter </td><td>ื‘ื™ืฆื•ืข ืงืœื˜</td></tr><tr><td>Escape</td><td>ื ื™ืงื•ื™ ืฉื“ื” ืงืœื˜</td></tr><tr><td>โ†‘</td><td>ื”ืงืœื˜ ื”ืงื•ื“ื</td></tr><tr><td>โ†“</td><td>ื”ืงืœื˜ ื”ื‘ื</td></tr><tr><td>F1</td><td>ืขื–ืจื” ืขื‘ื•ืจ ื”ืคืงื•ื“ื” ื”ื ื•ื›ื—ื™ืช</td></tr><tr><td>TAB</td><td>ื”ืฆื’ ืืช ื”ืคืงื•ื“ื” ื”ืžืื™ืžื” ื”ื‘ืื”</td></tr></table><p><br><b>ื”ืฉืœืžื” ืื•ื˜ื•ืžื˜ื™ืช ืฉืœ ืคืงื•ื“ื•ืช</b><br>ืœืื—ืจ ื”ืงืฉืช ืฉืœื•ืฉืช ื”ืื•ืชื™ื•ืช ื”ืจืืฉื•ื ื•ืช ืฉืœ ื”ืคื“ื•ืงื”<br>ื’ืื•ื’ื‘ืจื” ืชืฉืœื™ื ืืช ื”ืคืงื•ื“ื” ื‘ืฉื‘ื™ืœืš.</p><table border="1"><tr><td>Enter </td><td>ืงื‘ืœื™ ืืช ื”ืคืงื•ื“ื” ื”ืžื•ืฆืขืช</td></tr><tr><td>ืขื•ื“ ืื•ืช</td><td>ืžืขื“ื›ื ืช ืืช ื”ืคืงื•ื“ื” ื”ืžื•ืฆืขืช</td></tr></table></body></html>',InputForm:"ื˜ื•ืคืก ืงืœื˜",InputHelp:"ืขื–ืจื” ืœืงืœื˜",InputLabel:"ืงืœื˜",InputLabelToolTip:"ื”ืงืœื“ ืคืงื•ื“ื”",InputObjects:"ืขืฆืžื™ ืงืœื˜",Insert:"ื”ื•ืกืคื”",InsertAbove:"ื”ื•ืกืคื” ืžืขืœ",InsertBelow:"ื”ื•ืกืคื” ืžืชื—ืช",InsertCommand:"ื”ื›ื ืกืช ืคืงื•ื“ื”",InsertFile:"ื”ื›ื ืก ืงื•ื‘ืฅ",InsertImageFrom:"ื”ื›ื ืก ืชืžื•ื ื” ืžึพโ€",InsertLeft:"ื”ื•ืกืคื” ืžืฉืžืืœ",InsertPictureOfAllOpenViews:"ื”ื•ืกืคืช ืชืžื•ื ื” ืฉืœ ื›ืœ ื”ืชืฆื•ื’ื•ืช ื”ืคืชื•ื—ื•ืช",InsertPictureOfConstruction:"ื”ื•ืกืคืช ืชืžื•ื ื” ืฉืœ ืชืฆื•ื’ื” ื’ืจืคื™ืช",InsertRight:"ื”ื•ืกืคื” ืžื™ืžื™ืŸ",Integer:"ืฉืœื",Integral:"ืื™ื ื˜ื’ืจืœ","Integral.Help":"ืžื•ืฆื ืืช ื”ืื™ื ื˜ื’ืจืœ ื”ืœื ืžืกื•ื™ื",IntegralOfA:"ืื™ื ื˜ื’ืจืœ ืฉืœ โ€โ€Ž%0โ€Žโ€",IntegralOfAfromBtoC:"ืื™ื ื˜ื’ืจืœ ืฉืœ โ€โ€Ž%0โ€Žโ€ ืžึพโ€โ€Ž%1โ€Žโ€ ืœึพโ€โ€Ž%2โ€Žโ€",Intercept:"ืœื›ื™ื“",InternalCAS:"ื—ื™ืฉื•ื‘ ืืœื’ื‘ืจื™ ืคื ื™ืžื™",Interpolate:"ืกืจื˜ื˜ ืขื ืื™ื ื˜ืจืคื•ืœืฆื™ื”",Intersect:"ื—ื™ืชื•ืš","Intersect.Help":"ื‘ื—ืจื™ ื”ื—ื™ืชื•ืš ืื• ืฉื ื™ ืขืฆืžื™ื ื‘ืจืฆืฃ",IntersectingLines:"ื™ืฉืจื™ื ื ื—ืชื›ื™ื",IntersectionCircleOfAB:"ืžืขื’ืœ ื—ื™ืชื•ืš ืฉืœ โ€โ€Ž%0โ€Žโ€Ž%10โ€Ž{{rlm}",IntersectionCurve:"ื—ืชื•ืš ืฉื ื™ ืžืฉื˜ื—ื™ื","IntersectionCurve.Help":"ื™ื•ืฆืจ ืขืงื•ืžื” ืขืœ-ื™ื“ื™ ื—ื™ืชื•ืš ืฉื ื™ ืžืฉื˜ื—ื™ื",IntersectionCurveOfAB:"ืขืงื•ืžืช ื—ื™ืชื•ืœ ืฉืœ โ€โ€Ž%0โ€Žโ€,โ€โ€Ž%1โ€Žโ€",IntersectionLineOfAB:"ื™ืฉืจ ื—ื™ืชื•ืš ืฉืœ โ€โ€Ž%0โ€Žโ€, โ€โ€Ž%1โ€Žโ€",IntersectionOfAandB:"ื—ื™ืชื•ืš ืฉืœ โ€โ€Ž%0โ€Žโ€ ื•ึพโ€โ€Ž%1โ€Žโ€",IntersectionPointOfAB:"ื ืงื•ื“ืช ื—ื™ืชื•ืš ืฉืœ โ€โ€Ž%0โ€Žโ€, โ€โ€Ž%1โ€Žโ€",IntersectionPointOfABNearC:"ื ืงื•ื“ืช ื—ื™ืชื•ืš ืฉืœ โ€โ€Ž%0โ€Žโ€, โ€โ€Ž%1โ€Žโ€ ืœื™ื“ ื ืงื•ื“ื” โ€โ€Ž%2โ€Žโ€",IntersectionPointOfABWithInitialValueC:"ื ืงื•ื“ืช ื—ื™ืชื•ืš ืฉืœ โ€โ€Ž%0โ€Žโ€, โ€โ€Ž%1โ€Žโ€ ืขื ืขืจืš ืชื—ื™ืœื™ โ€โ€Ž%2โ€Žโ€",Interval:"ืงื˜ืข",IntervalProb:"ื“ื• ืฆื“ื“ื™",IntervalType:"ืกื•ื’ ืงื˜ืข",InverseFilling:"ืžื™ืœื•ื™ ื”ืคื•ืš",InvertSelection:"ื”ืคื•ืš ื—ื™ืชื•ืš",Isometric:"ืื™ื–ื•ืžื˜ืจื™",Italic:"ื ื˜ื•ื™","Italic.Short":"I",JavaScript:"JavaScript",Join:"ื™ืฉืจ","Join.Help":"ืฉืชื™ ื ืงื•ื“ื•ืช ืื• ืžื™ืงื•ืžื™ื",KeepDotColors:"ืฉืžื•ืจ ืฆื‘ืขื™ ื ืงื•ื“ื•ืช",KeepInput:"ืฉืžื•ืจ ืงืœื˜","KeepInput.Help":"ืฉื•ืžืจ ื•ื‘ื•ื“ืง ืงืœื˜",Keyboard:"ืžืงืœื“ืช","Keyboard.ABC":"ืื‘ื’","Keyboard.Greek":"ืžืงืœื“ืช ื™ื•ื•ื ื™ืช","Keyboard.Math":"ืžืงืœื“ืช ืžืชืžื˜ื™ืช","Keyboard.Numeric":"ืžื—ืฉื‘ื•ืŸ","Keyboard.Standard":"ืžืงืœื“ืช ืจื’ื™ืœื”","Keyboard.row1":"/Q'WืงEืจRืTื˜Yื•UืŸIืOืคP","Keyboard.row2":"ืฉAื“Sื’Dื›FืขGื™Hื—JืœKืšL","Keyboard.row3":"ื–ZืกXื‘Cื”Vื BืžNืฆM''",LaTeXFormula:"ื ื•ืกื—ืช LaTeXโ€",Label:"ืชื•ื•ื™ืช",LabelColumn:"ื˜ื•ืจ ืชื•ื•ื™ื•ืช",LabelColumnName:"ืฉื ื˜ื•ืจ ืชื•ื•ื™ื•ืช",LabelStyle:"ืกื’ื ื•ืŸ ืชื•ื•ื™ืช",Labeling:"ื”ืฆืžื“ืช ืชื•ื•ื™ื•ืช","Labeling.automatic":"ืื•ื˜ื•ืžื˜ื™ืช","Labeling.off":"ืœื ืœืขืฆืžื™ื ื—ื“ืฉื™ื","Labeling.on":"ืœื›ืœ ื”ืขืฆืžื™ื ื”ื—ื“ืฉื™ื","Labeling.pointsOnly":"ืจืง ืœื ืงื•ื“ื•ืช ื—ื“ืฉื•ืช","Labeling.propertiesDefault":"ืฉื™ืžื•ืฉ ื‘ืชื›ื•ื ื•ืช ื‘ืจื™ืจืช ืžื—ื“ืœ",Labels:"ืชื•ื•ื™ื•ืช",Landscape:"ืชืกื“ื™ืจ ืื•ืคืงื™",Language:"ืฉืคื”",Large:"ื’ื“ื•ืœ",LatexFontSize:"ื’ื•ื“ืœ ื’ื•ืคืŸ LaTeXโ€",Layer:"ืฉื›ื‘ื”",LayerA:"ืฉื›ื‘ื” โ€%0โ€",Layout:"ืžืชื•ื•ื”",LeftArrowAltText:"Left Arrow",LeftClassRule:"โ‰ค x <",LeftProb:"ืชื—ื•ื ืžืฉืžืืœ",Length:"ืื•ืจืš","Length.short":"n",LengthOfA:"ืื•ืจืš ืฉืœ โ€โ€Ž%0โ€Žโ€",Lengths:"ืื•ืจื›ื™ื",LevelOfDetail:"ื“ืจื’ืช ืคื™ืจื•ื˜",License:"ืจืฉื™ื•ืŸ",Light:"ืขื•ืฆืžืช ืื•ืจ",Lightness:"ื‘ื”ื™ืจื•ืช",Line:"ื™ืฉืจ",LineAB:"ื™ืฉืจ โ€โ€Ž%0โ€Žโ€, โ€โ€Ž%1โ€Žโ€",LineBisector:"ืื ืš ืืžืฆืขื™","LineBisector.Help":"ืฉืชื™ ื ืงื•ื“ื•ืช ืื• ืงื˜ืข ืื—ื“",LineBisectorAB:"ืื ืš ืืžืฆืขื™ ืฉืœ โ€โ€Ž%0โ€Žโ€โ€โ€Ž%1โ€Žโ€",LineBisectorOfA:"ืื ืš ืืžืฆืขื™ ืฉืœ โ€โ€Ž%0โ€Žโ€",LineGraph:"ื’ืจืฃ ืœื™ื ื™ืืจื™",LineMenu:"ื™ืฉืจ",LineOpacity:"ืื˜ื™ืžื•ืช ืงื•",LinePerpendicularToAandB:"ื™ืฉืจ ื ื™ืฆื‘ ืœ-โ€โ€Ž%0โ€Žโ€ ื•-โ€โ€Ž%1โ€Žโ€",LineStyle:"ืกื’ื ื•ืŸ ืงื•",LineThroughAB:"ื™ืฉืจ ื“ืจืš โ€โ€Ž%0โ€Žโ€, โ€โ€Ž%1โ€Žโ€",LineThroughAParallelToB:"ื™ืฉืจ ื“ืจืš โ€โ€Ž%0โ€Žโ€ ืžืงื‘ื™ืœ ืœึพโ€โ€Ž%1โ€Žโ€",LineThroughAParallelToBPerpendicularToC:"ืงื• ื“ืจืš โ€โ€Ž%0โ€Žโ€ ืžืงื‘ื™ืœ ืœ-โ€โ€Ž%1โ€Žโ€ ื•ืžืื•ื ืš ืœ-โ€โ€Ž%2โ€Žโ€",LineThroughAPerpendicularToB:"ื™ืฉืจ ื“ืจืš โ€โ€Ž%0โ€Žโ€ ืžืื•ื ืš ืœึพโ€โ€Ž%1โ€Žโ€",LineThroughAPerpendicularToBAndC:"ืงื• ื“ืจืš โ€โ€Ž%0โ€Žโ€ ืžืื•ื ืš ืœ-โ€โ€Ž%1โ€Žโ€ ื•ืœ-โ€โ€Ž%2โ€Žโ€",LineThroughAPerpendicularToBParallelToC:"ืงื• ื“ืจืš โ€โ€Ž%0โ€Žโ€ ืžืื•ื ืš ืœ-โ€โ€Ž%1โ€Žโ€ ื•ืžืงื‘ื™ืœ ืœ-โ€โ€Ž%2โ€Žโ€",LineThroughAPerpendicularToBinSpace:"ืงื• ื‘ื—ืœืœ ืชืœืช-ืžื™ืžื“ื™ ื“ืจืš โ€โ€Ž%0โ€Žโ€, ื—ื•ืชืš ื•ืžืื•ื ืš ืœ-โ€โ€Ž%1โ€Žโ€",LineThroughAwithDirectionB:"ื™ืฉืจ ื“ืจืš โ€โ€Ž%0โ€Žโ€ ืขื ื›ื™ื•ื•ืŸ โ€โ€Ž%1โ€Žโ€",Linear:"ืœื™ื ื™ืืจื™",LinearEccentricityOfA:"ืืงืฆื ื˜ืจื™ื•ืช ืงื•ื™ืช ืฉืœ โ€โ€Ž%0โ€Žโ€",LinearInequality:"ืื™ึพืฉื•ื•ื™ื•ืŸ ืœื™ื ื™ืืจื™",Lines:"ื™ืฉืจื™ื",Link:"ืงื™ืฉื•ืจ",LinkedFiles:"ืงื‘ืฆื™ื ืžืงื•ืฉืจื™ื",LinkedObject:"ืขืฆื ืžืงื•ืฉืจ",List:"ืจืฉื™ืžื”","List.Create":"List",ListOfPoints:"ืจืฉื™ืžืช ื ืงื•ื“ื•ืช",Load:"ืคืชื™ื—ื”",Loading:"ืžื•ืจื™ื“ โ€ฆโ€",Local:"ืžืงื•ืžื™",LocalizedDigits:"ื”ืฉืชืžืฉ ื‘ืกืคืจื•ืช ืžืงื•ืžื™ื•ืช",LocalizedLabels:"ืฉืžื•ืช ื ืงื•ื“ื•ืช ืžืงื•ืžื™ื™ื",Location:"ืžื™ืงื•ื",LockObject:"ื ืขื™ืœืช ืขืฆื",LockView:"ื ืขื™ืœืช ืชืฆื•ื’ื”",Locus:"ืžืงื•ื ื’ืื•ืžื˜ืจื™","Locus.Help":"ื ืงื•ื“ืช ื”ืžืงื•ื ื”ื’ืื•ืžื˜ืจื™, ื•ืื– ื ืงื•ื“ื” ืขืฆื ืื• ืขืœ ืกืจื’ืœ ื’ืจื™ืจื”","Locus.Tool":"ืžืงื•ื ื’ืื•ืžื˜ืจื™",Log:"ืœื•ื’",LogBAltText:"Log with Base",LogIntoGoogleDrive:"ืœื—ืฆื™ ื›ืืŸ ืœื›ื ื™ืกื” ืœ-โ€โ€ŽGoogle Driveโ€Žโ€",LogIntoSkyDrive:"ืœื—ืฅ ื›ืืŸ ืœื›ื ื™ืกื” ืœ-โ€โ€ŽSkyDriveโ€Žโ€",LoggedIntoGoogleDrive:"ืืชื” ื”ืชื—ื‘ืจืช ืœ-โ€โ€ŽGoogle Driveโ€Žโ€",LoggedIntoSkyDrive:"ืืช ื”ืชื—ื‘ืจืช ืœ-โ€โ€ŽSkyDriveโ€Žโ€",LoggingError:"ื‘ืขื™ื” ื‘ืจื™ืฉื•ื ื™ื•ืžืŸ",Login:"ื›ื ื™ืกื” ืœื—ืฉื‘ื•ืŸ",Logistic:"ืœื•ื’ื™ืกื˜ื™",LookAndFeel:"ืžืจืื” ื•ื”ืจื’ืฉื”",Loudness:"ืขื•ืฆืžืช ืงื•ืœ",LowerLimit:"ื’ื‘ื•ืœ ืชื—ืชื•ืŸ","LowerQuartile.short":"Q1",MagneticField:"ืฉื“ื” ืžื’ื ื˜ื™",ManagePerspectives:"ื ื™ื”ื•ืœ ืชืฆื•ืจื•ืช",Manual:"ืกืคืจ ื”ื“ืจื›ื”",MarginOfError:"ืฉื•ืœื™ ืฉื’ื™ืื”","MarginOfError.short":"ME",MathematicalFunctions:"ืคื•ื ืงืฆื™ื•ืช ืžืชืžื˜ื™ื•ืช",Matrices:"ืžื˜ืจื™ืฆื•ืช",Matrix:"ืžื˜ืจื™ืฆื”",MaxCells:"ืžืงืกื™ืžื•ื","MaxCells.Help":"ื‘ื—ืจื™ ืงื‘ื•ืฆืช ืชืื™ื","Maximum.short":"Max",Mean:"ืžืžื•ืฆืข","Mean.short":"ฮผ",MeanCells:"ืžืžื•ืฆืข","MeanCells.Help":"ื‘ื—ืจื™ ืงื‘ื•ืฆืช ืชืื™ื",MeanDifference:"ื”ืคืจืฉ ืžืžื•ืฆืข","MeanSquare.short":"MS",MeanX:"MeanX",MeanY:"MeanY",MeasurementTools:"ื›ืœื™ ืžื“ื™ื“ื”",Median:"ื—ืฆื™ื•ืŸ",Medium:"ื‘ื™ื ื•ื ื™",Menu:"ืชืคืจื™ื˜ ืจืืฉื™",Metal:"ืžืชื›ืชื™",Midpoint:"ื ืงื•ื“ืช ืืžืฆืข","Midpoint.Help":"ืฉืชื™ ื ืงื•ื“ื•ืช, ืงื˜ืข, ืžืขื’ืœ ืื• ื—ืชืš ื—ืจื•ื˜","Midpoint.Tool":"ื ืงื•ื“ืช ืืžืฆืข",MidpointOfA:"ื ืงื•ื“ืช ืืžืฆืข ืฉืœ โ€โ€Ž%0โ€Žโ€",MidpointOfAB:"ื ืงื•ื“ืช ืืžืฆืข ืฉืœ โ€โ€Ž%0โ€Žโ€, โ€โ€Ž%1โ€Žโ€",MinCells:"ืžื™ื ื™ืžื•ื","MinCells.Help":"ื‘ื—ืจ ืงื‘ื•ืฆืช ืชืื™ื","Minimum.short":"Min",MirrorAtCircle:"ืฉื™ืงื•ืฃ ื™ื—ืกื™ืช ืœืžืขื’ืœ","MirrorAtCircle.Help":"ื ืงื•ื“ื” ื•ืžืขื’ืœ",MirrorAtLine:"ืฉื™ืงื•ืฃ ื™ื—ืกื™ืช ืœื™ืฉืจ","MirrorAtLine.Help":"ืขืฆื ืœืฉืงืฃ, ื•ืื– ื™ืฉืจ ื”ืฉื™ืงื•ืฃ",MirrorAtPlane:"ืฉื™ืงื•ืฃ ื™ื—ืกื™ืช ืœืžื™ืฉื•ืจ","MirrorAtPlane.Help":"ื‘ื—ืจื™ ืขืฆื ืœืฉืงืฃ, ื•ืืช ืžื™ืฉื•ืจ ื”ืฉื™ืงื•ืฃ",MirrorAtPoint:"ืฉื™ืงื•ืฃ ื™ื—ืกื™ืช ืœื ืงื•ื“ื”","MirrorAtPoint.Help":"ืขืฆื ืœืฉืงืฃ, ื•ืื– ื ืงื•ื“ืช ื”ืฉื™ืงื•ืฃ",Miscellaneous:"ืฉื•ื ื•ืช",Mode:"ืื•ืคืŸ",Monochrome:"ืžื•ื ื•ื›ืจื•ื","Month.1":"ื™ื ื•ืืจ","Month.10":"ืื•ืงื˜ื•ื‘ืจ","Month.11":"ื ื•ื‘ืžื‘ืจ","Month.12":"ื“ืฆืžื‘ืจ","Month.2":"ืคื‘ืจื•ืืจ","Month.3":"ืžืจืฅ","Month.4":"ืืคืจื™ืœ","Month.5":"ืžืื™","Month.6":"ื™ื•ื ื™","Month.7":"ื™ื•ืœื™","Month.8":"ืื•ื’ื•ืกื˜","Month.9":"ืกืคื˜ืžื‘ืจ",More:"ืขื•ื“",Motif:"ืžื•ื˜ื™ื‘",Move:"ื”ื–ื–ื”","Move.Help":"ื’ืจืจื™ ืื• ื‘ื—ืจื™ ืขืฆืžื™ื",MoveRotate:"ืกื™ื‘ื•ื‘ ืกื‘ื™ื‘ ื ืงื•ื“ื”","MoveRotate.Help":"ื‘ื—ืจื™ ืืช ื ืงื•ื“ืช ืžืจื›ื– ื”ืกื™ื‘ื•ื‘, ื•ืื– ื”ื–ื™ื–ื™ ืขืฆื",MovementTools:"ื›ืœื™ ื”ื–ื–ื”",MultiVarStats:"ื ื™ืชื•ื— ืžืฉืชื ื™ื ืžืจื•ื‘ื™ื","MultiVarStats.Help":"ื ื™ืชื•ื— ืฉืœ ืฉื ื™ ื ืชื•ื ื™ื ืื• ื™ื•ืชืจ ืžื”ื˜ื•ืจื™ื ื”ื ื‘ื—ืจื™ื",MultiVariableStatistics:"ืกื˜ื˜ื™ืกื˜ื™ืงื” ืฉืœ ืžืฉืชื ื™ื ืžืจื•ื‘ื™ื",MultivariableFunction:"ืคื•ื ืงืฆื™ื” ื‘ื›ืžื” ืžืฉืชื ื™ื",MyProfile:"ื”ืคืจื•ืคื™ืœ ืฉืœื™",NSolve:"ืคืชืจื•ืŸ ื ื•ืžืจื™","NSolve.Help":"ืคืชื™ืจื” ืฉืœ ืžืฉื•ื•ืื” ืื—ืช ืื• ื™ื•ืชืจ ื‘ืื•ืคืŸ ื ื•ืžืจื™",Name:"ืฉื","Name.button":"button","Name.edge":"edge","Name.face":"face","Name.graph":"graph","Name.list":"L","Name.locus":"loc","Name.matrix":"M","Name.numericalIntegral":"numericalIntegral","Name.penStroke":"stroke","Name.picture":"pic","Name.polygon":"poly","Name.quadrilateral":"q","Name.slopefield":"slopefield","Name.text":"text","Name.textfield":"InputBox","Name.triangle":"t","Name.turtle":"turtle",NameAndValue:"ืฉื ื•ืขืจืš",NameIcon:"ืฉื ื•ืฆืœืžื™ืช",NavigationBar:"ืกืจื’ืœ ื ื™ื•ื•ื˜",Net:"ืจืฉืช","Net.Help":"ื‘ื—ืจื™ ืคืื•ืŸ","Net.Tool":"ืจืฉืช",New:"ื—ื“ืฉ",NewExpression:"ื‘ื™ื˜ื•ื™ ื—ื“ืฉ",NewNameForA:"ืฉื ื—ื“ืฉ ืขื‘ื•ืจ โ€โ€Ž%0โ€Žโ€",NewToGeoGebra:"ื—ื“ืฉื” ื‘ื’ืื•ื’ื‘ืจื”?",NewWindow:"ื—ืœื•ืŸ ื—ื“ืฉ",NewerVersionA:"ื’ื™ืจืกื” ื—ื“ืฉื” ื™ื•ืชืจ ืฉืœ โ€GeoGebraโ€ ื–ืžื™ื ื”.\nื”ืื ืชืจืฆื™ ืœื”ื•ืจื™ื“ ืืช โ€GeoGebra %0โ€Žโ€ ืขื›ืฉื™ื•?",Next:"ื”ื‘ื",NextCell:"ื”ืชื ื”ื‘ื","No.":"ืžืก'",NoWebGL:"ืื ื ื”ืคืขืœ โ€WebGLโ€ ื‘ื“ืคื“ืคืŸ",None:"ืื™ืŸ",NormalCurve:"ืขืงื•ืžื” ื ื•ืจืžืœื™ืช",NormalQuantilePlot:"ืขืงื•ืžืช ืงื•ื•ื™ื ื˜ื™ื™ืœ ื ื•ืจืžืœื™ืช",Normalized:"ืžื ื•ืจืžืœ",NotAvailable:"ืื™ื ื• ื‘ื ืžืฆื",NotIncluded:"ืœื ื›ืœื•ืœ",NullHypothesis:"ื”ืฉืขืจืช ืืคืก","NullHypothesis.short":"ื”ื ื—ืช ื”ืืคืก",Number:"ืžืกืคืจ",Numeric:"ืžืกืคืจ","Numeric.Help":"ื”ืขืจื›ื” ืžืกืคืจื™ืช","Numeric.Tool":"ื”ืขืจื›ื” ืžืกืคืจื™ืช",NumericObjects:"ืขืฆืžื™ื ืžืกืคืจื™ื™ื",OK:"ืื™ืฉื•ืจ",ObjectType:"ืกื•ื’ ืขืฆื",Objects:"ืขืฆืžื™ื",Oblique:"ืžืœื•ื›ืกื ืช",ObliqueProjection:"ื”ื™ื˜ืœ ื ื˜ื•ื™",ObservedCount:"ืžื ื™ื™ื” ื ืฆืคื™ืช",Octahedron:"ืชืžื ื™ื•ืŸ",Off:"ื›ื‘ื•ื™",Offline:"ืœื ืžืงื•ื•ืŸ",OldExpression:"ื‘ื™ื˜ื•ื™ ื™ืฉืŸ",OmitGreen:"ื—ืกืจ ื™ืจื•ืง",On:"ืžื•ืคืขืœ",OnClick:"ื‘ื”ืงืฉื”",OnMouseOver:"ื‘ืจื™ื—ื•ืฃ",OnUpdate:"ื‘ืขื“ื›ื•ืŸ",OneVarStats:"ื ื™ืชื•ื— ืžืฉืชื ื” ื‘ื•ื“ื“","OneVarStats.Help":"ื ื™ืชื•ื— ืขืจื›ื™ื ืžืกืคืจื™ื™ื ืžื”ืชืื™ื ื”ื ื‘ื—ืจื™ื",OneVariable:"ืžืฉืชื ื” ืื—ื“",OneVariableStatistics:"ืกื˜ื˜ื™ืกื˜ื™ืงื” ืฉืœ ืžืฉืชื ื” ืื—ื“",OnlyOpaqueFills:"ืจืง ืžื™ืœื•ื™ื™ื ืื˜ื•ืžื™ื",Opacity:"ืื˜ื™ืžื•ืช",Open:"ืคืชื™ื—ื”",OpenButton:"ื›ืคืชื•ืจ ืœืคืชื™ื—ืช ื—ืœื•ืŸ ื™ื™ืฉื•ื ืขื ื‘ื ื™ื™ื”",OpenFileFolder:"ืคืชื— ืืช ืชื™ืงื™ื™ืช ื”ืงื•ื‘ืฅ",OpenFromGeoGebraTube:"ืคืชื™ื—ื” ื‘-โ€โ€Ž GeoGebraโ€Žโ€",OpenFromGoogleDrive:"ืคืชื™ื—ื” ืž-โ€โ€ŽGoogle Driveโ€Žโ€",OpenFromSkyDrive:"ืคืชื™ื—ื” ืž-โ€โ€ŽSkyDriveโ€Žโ€",OpenFromWebpage:"ืคืชื— ืžื“ืฃ ืจืฉืช",OpenTutorial:"ืžื“ืจื™ืš ืคืชื•ื—",OpenWebpage:"ืคืชื— ื“ืฃ ืจืฉืช",Operation:"ืคืขื•ืœื”",OperationTable:"ืœื•ื— ืคืขื•ืœื”",Options:"ืืคืฉืจื•ื™ื•ืช",Orientation:"ืื•ืจื™ื™ื ื˜ืฆื™ื”",Orthogonal:"ืื ืš ื“ืจืš ื ืงื•ื“ื”","Orthogonal.Help":"ื ืงื•ื“ื” ื•ื™ืฉืจ",OrthogonalPlane:"ืžื™ืฉื•ืจ ื ื™ืฆื‘","OrthogonalPlane.Help":"ื‘ื—ืจื™ ื ืงื•ื“ื” ื•ื™ืฉืจ ื ื™ืฆื‘",OrthogonalThreeD:"ื™ืฉืจ ื ื™ืฆื‘","OrthogonalThreeD.Help":"ื‘ื—ืจื™ ื ืงื•ื“ื” ื•ื™ืฉืจ ืื• ืžื™ืฉื•ืจ ื ื™ืฆื‘",Orthographic:"ื”ื˜ืœื” ื ื™ืฆื‘ื™ืช",Oscillating:"ืžืชื ื•ื“ื“",Other:"ืื—ืจ",OutlineColor:"ืฆื‘ืข ืžืชืืจ",OutputObjects:"ืขืฆืžื™ ืคืœื˜",Overlay:"ืจื•ื‘ื“",OverlayFrequencyPolygon:"ืžืฆื•ืœืข ืชื“ื™ืจื•ืช ืจื•ื‘ื“",OverlayNormalCurve:"ืขืงื•ืžืช ืจื•ื‘ื“ ื ื•ืจืžืœื™ืช",Overwrite:"ื›ืชื™ื‘ื” ืขืœ ื ืชื•ื ื™ื ืงื™ื™ืžื™ื",OverwriteFile:"ื”ืื ื‘ืจืฆื•ื ืš ืœื›ืชื•ื‘ ืขืœ ื”ืงื•ื‘ืฅ?","PGFExport.Grayscale":"ื’ื•ื•ื ื™ ืืคื•ืจ",PValue:"P",PageControl:"Page Overview",PairedT:"ื–ื™ื•ื•ื’ โ€Tโ€",Parabola:"ืคืจื‘ื•ืœื”","Parabola.Help":"ื‘ื—ืจื™ ื ืงื•ื“ื” ื•ื™ืฉืจ ืžื ื—ื”","Parabola.Tool":"ืคืจื‘ื•ืœื”",ParabolaConicForm:"4p(y โ€“ k) = (x โ€“ h)ยฒ",ParabolaEquation:"โ€โ€Žyยฒ =โ€Žโ€ ืื• โ€โ€Žxยฒ =โ€Žโ€",ParabolaVertexForm:"y=a(x โ€“ h)ยฒ + k",ParabolaWithFocusAandDirectrixB:"ืคืจื‘ื•ืœื” ืขื ืžื•ืงื“ โ€โ€Ž%0โ€Žโ€ ื•ื™ืฉืจ ืžื ื—ื” โ€โ€Ž%1โ€Žโ€",ParabolicCylinder:"ื’ืœื™ืœ ืคืจื‘ื•ืœื•ืื™ื“ื™",Paraboloid:"ืคืจื‘ื•ืœื•ืื™ื“",Parallel:"ืžืงื‘ื™ืœ ื“ืจืš ื ืงื•ื“ื”","Parallel.Help":"ื ืงื•ื“ื” ื•ื™ืฉืจ",ParallelLines:"ื™ืฉืจื™ื ืžืงื‘ื™ืœื™ื",ParallelPlane:"ืžื™ืฉื•ืจ ืžืงื‘ื™ืœ","ParallelPlane.Help":"ื‘ื—ืจื™ ื ืงื•ื“ื” ื•ืžื™ืฉื•ืจ ืžืงื‘ื™ืœ",ParallelProjection:"ื”ื™ื˜ืœ ืžืงื‘ื™ืœื™",ParameterOfA:"ืคืจืžื˜ืจ ืฉืœ โ€โ€Ž%0โ€Žโ€",ParametricDerivativeOfA:"ื ื’ื–ืจืช ืคืจืžื˜ืจื™ืช ืฉืœ โ€%0โ€",ParametricForm:"ืฆื•ืจื” ืคืจืžื˜ืจื™ืช",Paste:"ื”ื“ื‘ืงื”",PasteSpecial:"ื”ื“ื‘ืงื” ืžื™ื•ื—ื“ืช",Pause:"ื”ืฉื”ื™ื”",Pen:"ืขื˜","Pen.Help":"ื›ืชื‘ื™ ืื• ืฆื™ื™ืจื™, ื‘ื—ืจื™ ืฆื‘ืข ื‘ืกืจื’ืœ ื”ืกื’ื ื•ืŸ",PenStroke:"PenStroke",Pencil:"ืขื™ืคืจื•ืŸ","Pencil.Help":"ืฆื™ื™ืจื™ ืื• ื›ืชื‘ื™, ื‘ื—ืจื™ ืฆื‘ืข ื‘ืขื–ืจืช ืกืจื’ืœ ื”ืกื’ื ื•ืŸ.",Pentagon:"ืžื—ื•ืžืฉ",PerformToolOn:"ื”ืคืขืœ ื›ืœื™ ืขืœ",PerimeterOfA:"ื”ื”ื™ืงืฃ ืฉืœ โ€โ€Ž%0โ€Žโ€",PerpendicularBisectorOfAParallelToB:"ืื ืš ืืžืฆืขื™ ืฉืœ โ€โ€Ž%0โ€Žโ€ ืžืงื‘ื™ืœ ืœ-โ€โ€Ž%1โ€Žโ€",PerpendicularBisectorOfAPerpendicularToB:"ืื ืš ืืžืฆืขื™ ืฉืœ โ€โ€Ž%0โ€Žโ€ ื ื™ืฆื‘ ืœ-โ€โ€Ž%1โ€Žโ€",Perspective:"ืคืจืกืคืงื˜ื™ื‘ื”","Perspective.3DGraphics":"ื’ืจืคื™ืงื” ืชืœืช-ืžืžื“ื™ืช","Perspective.AlgebraAndGraphics":"ืืœื’ื‘ืจื”","Perspective.CAS":"ื—ื™ืฉื•ื‘ ืืœื’ื‘ืจื™","Perspective.CASAndGraphics":"ื—ื™ืฉื•ื‘ ืืœื’ื‘ืจื™ ื•ืชืฆื•ื’ื” ื’ืจืคื™ืช","Perspective.Geometry":"ื’ืื•ืžื˜ืจื™ื”","Perspective.Primary":"ืขื™ืงืจื™ืช","Perspective.Probability":"ื”ืกืชื‘ืจื•ืช","Perspective.Spreadsheet":"ื’ื™ืœื™ื•ืŸ","Perspective.TableAndGraphics":"ื˜ื‘ืœื” ื•ืœื•ื— ืกืจื˜ื•ื˜","Perspective.Whiteboard":"ืœื•ื—",PerspectiveName:"ืฉื ื”ืชืฆื•ืจื”",PerspectivePanel:"ืœื•ื— ืชืฆื•ืจื•ืช",PerspectiveProjection:"ื”ื™ื˜ืœ ืคืจืกืคืงื˜ื™ื‘ื”",Perspectives:"ืชืฆื•ืจื•ืช",Picture:"ืชืžื•ื ื”",PictureHeight:"ื’ื•ื‘ื” ืชืžื•ื ื”",PictureWidth:"ืจื•ื—ื‘ ืชืžื•ื ื”",PiecewiseFunction:"ืคื•ื ืงืฆื™ื” ืžื•ื’ื“ืจืช ื‘ืงื˜ืขื™ื",PinToScreen:"ื”ืฆืžื“ื” ืœืžืกืš","Pixels.short":"px",Plane:"ืžื™ืฉื•ืจ","Plane.Help":"ื‘ื—ืจื™ ืฉืœื•ืฉ ื ืงื•ื“ื•ืช, ืื• ื ืงื•ื“ื” ื•ืงื• ืื• ืฉื ื™ ืงื•ื•ื™ื, ืื• ืžืฆื•ืœืข","Plane.Tool":"ืžื™ืฉื•ืจ",PlaneA:"ืžื™ืฉื•ืจ โ€โ€Ž%0โ€Žโ€",PlaneContainingA:"ืžื™ืฉื•ืจ ื”ืžื›ื™ืœ ืืช โ€โ€Ž%0โ€Žโ€",PlaneFromA:"ืžื™ืฉื•ืจ ืฉื ื•ืฆืจ ืžึพโ€โ€Ž%0โ€Žโ€",PlaneThreePoint:"ืžื™ืฉื•ืจ ื“ืจืš 3 ื ืงื•ื“ื•ืช","PlaneThreePoint.Help":"ื‘ื—ืจื™ ืฉืœื•ืฉ ื ืงื•ื“ื•ืช",PlaneThroughAB:"ืžื™ืฉื•ืจ ื“ืจืš โ€โ€Ž%0โ€Žโ€, โ€โ€Ž%1โ€Žโ€",PlaneThroughABC:"ืžื™ืฉื•ืจ ื“ืจืš โ€โ€Ž%0โ€Žโ€,โ€โ€Ž%1โ€Žโ€, โ€โ€Ž%2โ€Žโ€",PlaneThroughAParallelToB:"ืžื™ืฉื•ืจ ื“ืจืš โ€โ€Ž%0โ€Žโ€ ืžืงื‘ื™ืœ ืœึพโ€โ€Ž%1โ€Žโ€",PlaneThroughAPerpendicularToB:"ืžื™ืฉื•ืจ ื“ืจืš โ€โ€Ž%0โ€Žโ€ ื ื™ืฆื‘ ืœ-โ€โ€Ž%1โ€Žโ€",Play:"ื”ืฆื’ื”",PlayButton:"ื›ืคืชื•ืจ ื”ืฆื’ื”",PleaseInstallA:"ืื ื ื”ืชืงื™ื ื™ %0",PleaseWait:"ืื ื ื”ืžืชืŸโ€ฆ",Point:"ื ืงื•ื“ื”","Point.Help":"ื‘ื—ืจื™ ืžื™ืงื•ื ืื• ืงื•, ืคื•ื ืงืฆื™ื” ืื• ืขืงื•ืžื”","Point.Tool":"ื ืงื•ื“ื”",PointAplusB:"ื ืงื•ื“ื” โ€โ€Ž%0 + %1โ€Žโ€",PointCapturing:"ืœื›ื™ื“ืช ื ืงื•ื“ื”",PointDep:"ืชืœื•ื™ื”",PointFree:"ื—ื•ืคืฉื™ืช",PointInA:"ื ืงื•ื“ื” ื‘ึพโ€โ€Ž%0โ€Žโ€",PointInside:"ื‘ืชื•ืš ืื–ื•ืจ",PointMenu:"ื ืงื•ื“ื”",PointOn:"ื ืงื•ื“ื” ืขืœ",PointOnA:"ื ืงื•ื“ื” ืขืœ โ€โ€Ž%0โ€Žโ€",PointOnAClosestToB:"ื”ื ืงื•ื“ื” ืขืœ โ€โ€Ž%0โ€Žโ€ ื”ืงืจื•ื‘ื” ื‘ื™ื•ืชืจ ืœึพโ€โ€Ž%1โ€Žโ€",PointOnObject:"ื ืงื•ื“ื” ืขืœ ืขืฆื","PointOnObject.Help":"ื‘ื—ืจื™ ืขืฆื ืื• ืืช ื”ื™ืงืคื•",PointOnPath:"ืขืœ ืžืกืœื•ืœ",PointSize:"ื’ื•ื“ืœ ื ืงื•ื“ื”",PointStyle:"ืกื’ื ื•ืŸ ื ืงื•ื“ื”",PointTools:"ื›ืœื™ ื ืงื•ื“ื”",Points:"ืงื•ื“ืงื•ื“ื™ื",Polar:"ืงื•ื˜ื‘ื™",PolarCoords:"ืงื•ืื•ืจื“ื™ื ื˜ื•ืช ืงื•ื˜ื‘ื™ื•ืช",PolarDiameter:"ื™ืฉืจ ืงื•ื˜ื‘ื™","PolarDiameter.Help":"ืชื—ื™ืœื” ื ืงื•ื“ื” ืื• ื™ืฉืจ, ื•ืื– ืžืขื’ืœ ืื• ื—ืชืš ื—ืจื•ื˜",PolarLineOfARelativeToB:"ื™ืฉืจ ืงื•ื˜ื‘ื™ ืฉืœ โ€โ€Ž%0โ€Žโ€ ื™ื—ืกื™ืช ืœึพโ€โ€Ž%1โ€Žโ€",Polarized:"ืงื˜ื‘",PoleOfLineARelativeToB:"ื™ืฉืจ ืงื•ื˜ื‘ื™ ืฉืœ โ€โ€Ž%0โ€Žโ€ ื‘ื™ื—ืก ืœ- โ€โ€Ž%1โ€Žโ€",PolyLine:"ืงื• ืฉื‘ื•ืจ","PolyLine.Help":"ื‘ื—ืจื™ ืืช ื›ืœ ื”ืงื“ืงื“ื™ื ื•ืื– ืฉื•ื‘ ืืช ื”ืงื•ื“ืงื•ื“ ื”ืจืืฉื•ืŸ","PolyLine.Tool":"ืงื• ืฉื‘ื•ืจ",Polygon:"ืžืฆื•ืœืข","Polygon.Help":"ื‘ื—ืจื™ ืืช ื›ืœ ื”ืงื“ืงื“ื™ื ื•ืื– ืฉื•ื‘ ืืช ื”ืงื•ื“ืงื•ื“ ื”ืจืืฉื•ืŸ","Polygon.Tool":"ืžืฆื•ืœืข",PolygonA:"ืžืฆื•ืœืข โ€โ€Ž%0โ€Žโ€",PolygonAParallelToB:"ืžืฆื•ืœืข โ€โ€Ž%0โ€Žโ€ ืžืงื‘ื™ืœ ืœ-โ€โ€Ž%1โ€Žโ€",PolygonTools:"ื›ืœื™ ืžืฆื•ืœืข",Polynomial:"ืคื•ืœื™ื ื•ื",Pooled:"ื ืื’ืจ",Portrait:"ืชืกื“ื™ืจ ืื ื›ื™",PositiveDirectionOnly:"ื›ื™ื•ื•ืŸ ื—ื™ื•ื‘ื™ ื‘ืœื‘ื“",PositiveValuesFollowTheView:"ืขืจื›ื™ื ื—ื™ื•ื‘ื™ื™ื ืขื•ืงื‘ื™ื ืื—ืจ ื”ืชืฆื•ื’ื”",PossiblyGenerallyTrue:"(ื™ืชื›ืŸ ื›ื™ ื ื›ื•ืŸ ื‘ืื•ืคืŸ ื›ืœืœื™)",PowEAltText:"e to the Power of",PowTenAltText:"Ten to the Power of",Power:"ื—ื–ืงื”",PowerAltText:"Power",Preferences:"Preferences",PreferencesOfA:"ื”ืขื“ืคื•ืช - โ€โ€Ž%0โ€Žโ€",PressArrowsToMove:"Press the arrow keys to move the object",PressDownToDecrease:"Press down arrow to decrease the value",PressEnterToEdit:"Press enter to edit",PressEnterToOpenSettings:"Press enter to open settings",PressSlashToHide:"Press / to hide object",PressSlashToShow:"Press / to show object",PressSpaceCheckboxOff:"Press space to uncheck checkbox",PressSpaceCheckboxOn:"Press space to check checkbox",PressSpaceStartAnimation:"Press space to start animation",PressSpaceStopAnimation:"Press space to stop animation",PressSpaceToRunScript:"Press space to run script",PressUpToIncrease:"Press up arrow to increase the value",Preview:"ืชืฆื•ื’ื” ืžืงื“ื™ืžื”",PreviewUnavailable:"ืื™ืŸ ืชืฆื•ื’ื” ืžืงื“ื™ืžื”",Print:"ื”ื“ืคืกื”",PrintPreview:"ืชืฆื•ื’ื” ืžืงื“ื™ืžื” ืœื”ื“ืคืกื”",Prism:"ืžื ืกืจื”","Prism.Help":"ื‘ื—ืจื™ ืื• ืฆืจื™ ืžืฆื•ืœืข ื‘ืกื™ืก, ื•ืื– ื‘ื—ืจื™ ืื• ืฆืจื™ ื ืงื•ื“ืช ืงื•ื“ืงื•ื“ ืจืืฉื•ื ื”.","Prism.Tool":"ืžื ืกืจื”",Private:"ืคืจื˜ื™",Probability:"ื”ืกืชื‘ืจื•ืช",ProbabilityCalculator:"ืžื—ืฉื‘ื•ืŸ ื”ืกืชื‘ืจื•ืช","ProbabilityCalculator.Help":"ืชื™ื‘ืช ื“ื•-ืฉื™ื— ืœื—ื™ืฉื•ื‘ ื”ืกืชื‘ืจื•ืช","ProbabilityCalculator.Tool":"ืžื—ืฉื‘ื•ืŸ ื”ืกืชื‘ืจื•ืช",ProbabilityOf:"P(",ProductTour:"ืกื™ื•ืจ ื•ื™ืจื˜ื•ืืœื™",Projection:"ื”ื˜ืœื”",Properties:"ืชื›ื•ื ื•ืช","Properties.Algebra":"ืืœื’ื‘ืจื”","Properties.Basic":"ื‘ืกื™ืกื™","Properties.Position":"ืžื™ืงื•ื","Properties.Style":"ืกื’ื ื•ืŸ",PropertiesOfA:"ืชื›ื•ื ื•ืช โ€“ โ€%0โ€","Proportion.short":"p",Proximity:"ืžืจื—ืง",Public:"ืฆื™ื‘ื•ืจื™",Pyramid:"ืคื™ืจืžื™ื“ื”","Pyramid.Help":"ื‘ื—ืจื™ ืื• ืฆืจื™ ืžืฆื•ืœืข ืœื‘ืกื™ืก, ื•ืื– ื‘ื—ืจื™ ืื• ืฆืจื™ ื ืงื•ื“ืช ืงื•ื“ืงื•ื“.","Pyramid.Tool":"ืคื™ืจืžื™ื“ื”",PythonWindow:"ื—ืœื•ืŸ ืคื™ื™ืชื•ืŸ",Quadrangle:"ืžืจื•ื‘ืข",Quadric:"ืจื™ื‘ื•ืขื™",Quadrilateral:"ืžืจื•ื‘ืข",Quality:"ืื™ื›ื•ืช",Question:"ืฉืืœื”",RGB:"RGB","RSquare.Short":"Rยฒ",Radiant:"ืจื“ื™ืื ื™ื",Radius:"ืจื“ื™ื•ืก",RadiusOfA:"ืจื“ื™ื•ืก ืฉืœ โ€โ€Ž%0โ€Žโ€",Random:"ืืงืจืื™",Range:"ื˜ื•ื•ื—",RawData:"ื ืชื•ื ื™ื ื’ื•ืœืžื™ื™ื",Ray:"ืงืจืŸ","Ray.Help":"ื‘ื—ืจื™ ื ืงื•ื“ืช ืžื•ืฆื ื•ื ืงื•ื“ื” ื ื•ืกืคืช ืขืœ ื”ืงืจืŸ","Ray.Tool":"ืงืจืŸ",RayThroughAB:"ืงืจืŸ ื“ืจืš โ€โ€Ž%0โ€Žโ€, โ€โ€Ž%1โ€Žโ€",RayThroughAWithDirectionB:"ืงืจืŸ ื“ืจืš โ€โ€Ž%0โ€Žโ€ ืขื ื›ื™ื•ื•ืŸ โ€โ€Ž%1โ€Žโ€","RealSense.DetectedMessage":"ื‘ืจื›ื•ืช, ืžืฆืœืžืช โ€โ€ŽIntelยฎ RealSenseโ„ขโ€Žโ€ ืžื•ื›ื ื” ืœืขื‘ื•ื“ื” ืขื ื’ืื•ื’ื‘ืจื”!","RealSense.DownloadRuntimes":"ื™ืฉ ืœื”ืชืงื™ืŸ ืžื•ื“ื•ืœ ืžืขื•ื“ื›ืŸ ืขื‘ื•ืจ ืžืฆืœืžืช Intelยฎ RealSenseโ„ขโ€Žโ€","RealSense.DownloadUpdate":"ืื ื• ืžืฆื™ืขื™ื ืฉืชืขื“ื›ื ื™ ืœืžืฆืœืžืช โ€F200โ€Žโ€ ื•ื”ืชืงื ื™ โ€DCMโ€ ื”ืžืขื•ื“ื›ื ื™ื ื‘ื™ื•ืชืจ ื›ืืŸ:","RealSense.NotUpToDate":"ื”ืชืงื ืช โ€โ€Ž Intelยฎ RealSenseโ„ขโ€Žโ€ ืื™ื ื” ืžืขื•ื“ื›ื ืช ( โ€โ€Ž%0โ€Žโ€)","RealSense.Tutorial":"ืžื“ืจื™ืš โ€โ€Ž Intelยฎ RealSenseโ„ขโ€Žโ€","RealSense.UpdatedRuntimes":"ื”ืžื•ื“ื•ืœื™ื ื”ื—ื“ืฉื™ื ืขื‘ื•ืจ ืžืฆืœืžืช โ€Intelยฎ RealSenseโ„ขโ€Žโ€ ื”ื•ืชืงื ื•",RealSenseNotUpToDate1:"ื”ืชืงื ื™ ืžืฆืœืžืช โ€Intelยฎ RealSenseโ„ขโ€Žโ€ ืื™ื ื ืžืขื•ื“ื›ื ื™ื. ืื ื• ื ื•ืจื™ื“ ื•ื ืชืงื™ืŸ ื”ืชืงื ื™ื ื—ื“ืฉื™ื.",RealSenseNotUpToDate2:"ืคืขื•ืœื” ื–ื• ืขืฉื•ื™ื” ืœืืจื•ืš ืžืกืคืจ ื“ืงื•ืช, ืชืงื‘ืœ ื”ื•ื“ืขื” ืœื›ืฉื”ืคืขื•ืœื” ืชืกืชื™ื™ื",RealSenseUpdated1:"ื”ืชืงื ื™ โ€โ€ŽIntelยฎ RealSenseโ„ขโ€Žโ€ ืžืขื•ื“ื›ื ื™ื ืขื›ืฉื™ื•.",RealSenseUpdated2:"ื ื ื”ืคืขื™ืœื™ ืžื—ื“ืฉ ืืช ื’ืื•ื’ื‘ืจื” ืœืฉื™ืžื•ืฉ ื‘ืžืฆืœืžื”.",ReallySignOut:"ื”ืื ืืช ื‘ืืžืช ืจื•ืฆื” ืœืฆืืช?",ReceivedData:"ื ืชื•ื ื™ื ื ื›ื ืกื™ื",Recent:"ืœืื—ืจื•ื ื”",RecentColor:"ืœืื—ืจื•ื ื”",RecentlyUsed:"ื‘ืฉื™ืžื•ืฉ ืœืื—ืจื•ื ื”",RecomputeAllViews:"ื—ืฉื‘ ืžื—ื“ืฉ ืืช ื›ืœ ื”ืขืฆืžื™ื",RecordToSpreadsheet:"ืจืฉื•ื ื‘ื’ืœื™ื•ืŸ","RecordToSpreadsheet.Help":"ื‘ื—ืจื™ ืขืฆื ืœืžืขืงื‘, ื•ืื– ืฉื ื™ ืืช ื”ื‘ื ื™ื™ื”",Recover:"ืฉื—ื–ืจ",RecoverUnsaved:"ืฉื—ื–ื•ืจ ืฉื™ื ื•ื™ื™ื ืฉืœื ื ืฉืžืจื•",RecoveryCancel:"ื‘ื˜ืœ",RecoveryCancelQuestion:"ื”ืื ืืช ื‘ื˜ื•ื—ื” ืฉื‘ืจืฆื•ื ืš ืœื‘ื˜ืœ ืืช ื”ืฉื™ื—ื–ื•ืจ? ืงื‘ืฆื™ื ืฉืœื ื ืฉืžืจื• ื™ืื‘ื“ื•.",RecoveryOpen:"ืคืชื—",RecoverySave:"ืฉืžื•ืจ",RecoveryText:"ื ื™ืชืŸ ืœืฉื—ื–ืจ ืืช ื”ืงื‘ืฆื™ื ื”ื‘ืื™ื.",RecoveryTitle:"ืฉื—ื–ื•ืจ ืงื‘ืฆื™ื",Redefine:"ื”ื’ื“ืจื” ืžื—ื“ืฉ",Redo:"ืฉื—ื–ื•ืจ",Refresh:"ืจื™ืขื ื•ืŸ",RegressionAnalysis:"ื ื™ืชื•ื— ื ืกื™ื’ื”",RegressionModel:"ืชื‘ื ื™ืช ื ืกื™ื’ื”",RegularPolygon:"ืžืฆื•ืœืข ืžืฉื•ื›ืœืœ","RegularPolygon.Help":"ื‘ื—ืจื™ ืฉืชื™ ื ืงื•ื“ื•ืช ื•ืื– ื”ื›ื ื™ืกื™ ืืช ืžืกืคืจ ื”ืงื•ื“ืงื•ื“ื™ื",Relation:"ื™ื—ืก","Relation.Help":"ืฉื ื™ ืขืฆืžื™ื",Relative:"ื™ื—ืกื™",Remove:"ื”ืกืจื”",RemoveColumn:"ื”ืกืจืช ืขืžื•ื“ื”",RemoveFavorite:"ื”ืกืจ ืžื•ืขื“ืคื™ื",RemoveLineBreaks:"ื”ืกืจืช ืกื•ืคื™ ืฉื•ืจื”",RemoveRow:"ื”ืกืจ ืฉื•ืจื”",RemoveTrace:"ื”ืกืจืช ืขืฆื ืžืจืฉื™ืžืช ื”ืขืงื‘ื•ืช",Rename:"ืฉื ื•ื™ ืฉื",Repeat:"ื—ื–ืจื”",ReplaceAll:"ื”ื—ืœืฃ ืืช ื›ืœ ื”ืชืื™ื",ReportBug:"ื“ื•ื•ื— ืขืœ ื‘ืื’",RequireEquals:'ื ื“ืจืฉ "=" ืœืคื ื™ ื”ืคืงื•ื“ื”',Reset:"ืื™ืคื•ืก",ResidualPlot:"ื’ืจืฃ ืฉึดื™ื•ึผืจื™",ResizeAngle:"ืฉื ื” ื’ื•ื“ืœ ื–ื•ื•ื™ืช ื‘ืื•ืคืŸ ืื•ื˜ื•ืžื˜ื™",ResolutionInDPI:"ื”ืคืจื“ื” ื‘ื ืงื•ื“ื•ืช ืœืื™ื ืฅ'",RestoreSettings:"ืฉื—ื–ื•ืจ ื”ื’ื“ืจื•ืช",Result:"ืชื•ืฆืื”","Result.Exercise":"ืชื•ืฆืื”",ResultsFor:"ืชืŸืฆืื•ืช ืขื‘ื•ืจ %0โ€",ReturnAngleInverseTrig:"ื”ื—ื–ืจ ื–ื•ื•ื™ืช ืžืคื•ื ืงืฆื™ื•ืช ื˜ืจื™ื’ื•ื ื•ืžื˜ืจื™ื•ืช ื”ืคื•ื›ื•ืช",ReverseMouseWheel:"ื”ืคื•ืš ื’ืœื’ืœ ืขื›ื‘ืจ",RightAngleStyle:"ืกื’ื ื•ืŸ ื–ื•ื™ืช ื™ืฉืจื”",RightArrowAltText:"Right Arrow",RightClassRule:"< x โ‰ค",RightProb:"ืชื—ื•ื ืžื™ืžื™ืŸ",RigidPolygon:"ืžืฆื•ืœืข ืงืฉื™ื—","RigidPolygon.Help":"ื‘ื—ืจื™ ืืช ื›ืœ ื”ืงื•ื“ืงืŸื“ื™ื ื•ืื– ืฉื•ื‘ ืืช ื”ืงื•ื“ืงื•ื“ ื”ืจืืฉื•ืŸ ืœื™ืฆื™ืจืช ืžืฆื•ืœืข",RootAltText:"Root",RootOfA:"ืฉื•ืจืฉ ืฉืœ โ€โ€Ž%0โ€Žโ€",RootOfAWithInitialValueB:"ืฉื•ืจืฉ ืฉืœ โ€โ€Ž%0โ€Žโ€ ืขื ืขืจืš ืชื—ื™ืœื™ โ€โ€Ž%1โ€Žโ€",RootOfAonIntervalBC:"ืฉื•ืจืฉ ืฉืœ โ€โ€Ž%0โ€Žโ€ ืขืœ ืงื˜ืข [โ€โ€Ž%1โ€Žโ€, โ€โ€Ž%2โ€Žโ€]",Roots:"ืฉื•ืจืฉื™ื","Roots.Help":"ื‘ื—ืจื™ ืคื•ื ืงืฆื™ื”",RootsAndFractions:"ืฉื•ืจืฉื™ื ื•ืฉื‘ืจื™ื",RotateAroundLine:"ืกื™ื‘ื•ื‘ ืกื‘ื™ื‘ ืงื•","RotateAroundLine.Help":"ื‘ื—ืจื™ ืขืฆื ืœืกื•ื‘ื‘, ื•ืื– ืงื•, ื•ืฆื™ื™ื ื™ ื–ื•ื•ื™ืช",RotateByAngle:"ืกื™ื‘ื•ื‘ ืกื‘ื™ื‘ ื ืงื•ื“ื”","RotateByAngle.Help":"ื‘ื—ืจื™ ืขืฆื ืœืกื•ื‘ื‘ ื•ื ืงื•ื“ืช ืžืจื›ื–, ื•ื”ื›ื ื™ืกื™ ื–ื•ื•ื™ืช",RotateView:"ืกื™ื‘ื•ื‘ ืชืฆื•ื’ื” ืชืœืช-ืžื™ืžื“ื™ืช","RotateView.Help":"ื’ืจืจื™ ืืช ื”ืชืฆื•ื’ื” ื”ืชืœืช-ืžื™ืžื“ื™ืช",RotationAroundVerticalAxis:"ืกื™ื‘ื•ื‘ ืžืกื‘ื™ื‘ ืœืฆื™ืจ ืื ื›ื™",Rounding:"ืขื™ื’ื•ืœ",RowHeader:"ื›ื•ืชืจืช ืฉื•ืจื”",RowLimit:"ื’ื‘ื•ืœ ืฉื•ืจื”",RowOrder:"ืกื“ืจ ืฉื•ืจื”",RowPercent:"ืฉื•ืจื” โ€โ€Ž%โ€Žโ€",Rows:"ืฉื•ืจื•ืช",SMARTBoardConnectionError:"ื”ืชื—ื‘ืจื•ืช ืœืœื•ื— โ€SMARTโ€ ื ื›ืฉืœื”. ื”ืื ืžื ื”ืœื™ ื”ื”ืชืงืŸ ืžื•ืชืงื ื™ื?",SMARTBoardDLLErrorA:"ื”ืงื•ื‘ืฅ ื”ื ื—ื•ืฅ โ€โ€Ž%0โ€Žโ€ ืœื ื ืžืฆื",Sample:"ื“ื’ื™ืžื”",Sample1:"ื“ื’ื™ืžื” 1",Sample2:"ื“ื’ื™ืžื” 2","SampleStandardDeviation.short":"s",SansSerif:"Sans-Serif",Saturation:"ืจื•ื•ื™ื”",Save:"ืฉืžื•ืจ",SaveAccountFailed:"ืฉืžื™ืจื” ืžืงื•ื•ื ืช ื ื›ืฉืœื”",SaveAs:"ืฉืžื•ืจ ื‘ืฉื",SaveCurrentFileQuestion:"ื”ืื ืœืฉืžื•ืจ ืืช ื”ืงื•ื‘ืฅ ื”ื ื•ื›ื—ื™?",SaveCurrentPerspective:"ืฉืžื•ืจ ืชืฆื•ืจื” ื ื•ื›ื—ื™ืช",SaveLocalCopyFailed:"ื”ืฉืžื™ืจื” ืœื”ืชืงืŸ ื–ื” ื ื›ืฉืœื”",SavePrintUndo:"ืืคืฉืจ ืฉืžื™ืจื” ื•ื”ื“ืคืกื”",SaveToGoogleDrive:"ืฉืžื™ืจื” ืœึพโ€Google Driveโ€",SaveToSkyDrive:"ืฉืžื™ืจื” ืœ-โ€โ€ŽOneDriveโ€Žโ€",SaveToXML:"ืฉืžื•ืจ ืœึพโ€XMLโ€",SavedLocalCopySuccessfully:"ื ืฉืžืจ ื‘ื”ืฆืœื—ื” ืขืœ ื”ืชืงืŸ ื–ื”",SavedSuccessfully:"ื ืฉืžืจ ื‘ื”ืฆืœื—ื”.",SavedToAccountSuccessfully:"ืฉืžื™ืจื” ืžืงื•ื•ื ืช ื”ืฆืœื™ื—ื”",Saving:"ืฉื•ืžืจ โ€ฆโ€",ScaleInCentimeter:'ืงื ื” ืžื™ื“ื” ื‘ืก"ืž',Scatterplot:"ื“ื™ืื’ืจืžืช ืคื™ื–ื•ืจ",Script:"ืชืกืจื™ื˜ ื’ืื•ื’ื‘ืจื”",Scripting:"ืชืกืจื™ื˜",SearchCommands:"ืคืงื•ื“ื•ืช ื—ื™ืคื•ืฉ",SearchInA:"ื—ื™ืคื•ืฉ ื‘-โ€โ€Ž%0โ€Žโ€",SecondAxisLengthOfA:"ืื•ืจืš ืฆื™ืจ ื”ืžืฉื ื™ ืฉืœ โ€โ€Ž%0โ€Žโ€",SecondAxisOfA:"ืฆื™ืจ ืฉื ื™ ืฉืœ โ€โ€Ž%0โ€Žโ€",Sector:"ื’ื™ื–ืจื”",Segment:"ืงื˜ืข","Segment.Help":"ื‘ื—ืจื™ ืฉืชื™ ื ืงื•ื“ื•ืช ืื• ืžื™ืงื•ืžื™ื","Segment.Tool":"ืงื˜ืข",SegmentAB:"ืงื˜ืข โ€โ€Ž%0โ€Žโ€, โ€โ€Ž%1โ€Žโ€",SegmentABofC:"ืงื˜ืข [โ€โ€Ž%0โ€Žโ€, โ€โ€Ž%1โ€Žโ€] ืฉืœ โ€โ€Ž%2โ€Žโ€",SegmentFixed:"ืงื˜ืข ืขื ืื•ืจืš ื ืชื•ืŸ","SegmentFixed.Help":"ื‘ื—ืจื™ ื ืงื•ื“ื” ื•ืื– ื”ื›ื ื™ืกื™ ืื•ืจืš ืงื˜ืข",Select:"ื‘ื—ืจื™ ืขืฆืžื™ื","Select.Help":"ื”ืงื™ืฉื™ ืขืœ ืขืฆื ืœื‘ื—ื™ืจืชื• ืืŸ ื’ืจื™ืจื” ืžืœื‘ืŸ ืœื‘ื—ื™ืจืช ื›ืžื” ืขืฆืžื™ื",SelectACurve:"ื‘ื—ื™ืจืช ืขืงื•ืžื”",SelectAll:"ื‘ื—ืจ ื”ื›ืœ",SelectAnObjectToTrace:"ื‘ื—ืจื™ ืขืฆื ืœื”ืคืขืœืช ืขืงื‘ื•ืช",SelectAncestors:"ื‘ื—ื™ืจืช ืื‘ื•ืช",SelectAnother:"ื‘ื—ื™ืจืช ืขืฆื ืื—ืจ",SelectCurrentLayer:"ื‘ื—ื™ืจืช ืฉื›ื‘ื” ื ื•ื›ื—ื™ืช",SelectDescendants:"ื‘ื—ื™ืจืช ืฆืืฆืื™ื",SelectedBar:"ืขืžื•ื“ื” ื ื‘ื—ืจืช",Selection:"ื‘ื—ื™ืจื”",SelectionAllowed:"ื‘ื—ื™ืจื” ืžื•ืชืจืช",Semicircle:"ื—ืฆื™ ืžืขื’ืœ","Semicircle.Help":"ืฉืชื™ ื ืงื•ื“ื•ืช","Semicircle.Tool":"ื—ืฆื™ ืžืขื’ืœ ื“ืจืš 2 ื ืงื•ื“ื•ืช",SemicircleThroughAandB:"ื—ืฆื™ ืžืขื’ืœ ื“ืจืš โ€โ€Ž%0โ€Žโ€ ื•ึพโ€โ€Ž%1โ€Žโ€",Semicolon:"ื ืงื•ื“ื” ืคืกื™ืง",Send:"ืฉืœื™ื—ื”",SendFeedback:"ืฉืœื—ื™ ืžืฉื•ื‘",Sensors:"ื—ื™ื™ืฉื ื™ื",Separator:"ืงื• ืžืคืจื™ื“",Serif:"Serif",SetClasssesManually:"ืงื‘ื™ืขืช ืžื—ืœืงื•ืช ื‘ืื•ืคืŸ ื™ื“ื ื™",SetToCurrentLocation:"ืงื‘ืข ืœืžื™ืงื•ื ื ื•ื›ื—ื™",Settings:"ื”ื’ื“ืจื•ืช","Settings.ResetDefault":"ืฉื—ื–ื•ืจ ื”ื’ื“ืจื•ืช ื‘ืจื™ืจืช ืžื—ื“ืœ","Settings.Save":"ืฉืžื™ืจืช ื”ื’ื“ืจื•ืช",SeveralVersionsOfA:"ืฉื™ืžื™ ืœื‘ ืฉื™ืฉ ืžืกืคืจ ื’ืจืกืื•ืช ืฉืœ: โ€โ€Ž%0",ShapeFreeform:"ืฆื•ืจื” ื—ื•ืคืฉื™ืช",ShapePolygon:"Regular Polygon",ShapeRectangle:"ืžืœื‘ืŸ",ShapeRoundedRectangle:"Rounded Rectangle",ShapeSquare:"ืจื™ื‘ื•ืข",ShapeTriangle:"ืžืฉื•ืœืฉ",Share:"ืฉืชืฃ",ShareDialogDescription:'ืฉืœื—ื™ ื‘ื“ื•ื"ืœ, ื”ืขืœื™ ืœ-โ€GeoGebraโ€ ืื• ืœืžืื’ืจื™ื ืื—ืจื™ื.',ShareDialogTitle:"ืฉืชืฃ ื‘ื ื™ื™ื”",Shared:"ืžืฉื•ืชืฃ",SharedByA:"ืฉื™ืชืฃ: %0โ€",Show:"ื”ืฆื’",ShowAas2DView:"ืฆื•ืจ ืชืฆื•ื’ื” ื“ื•-ืžื™ืžื“ื™ืช ืขื‘ื•ืจ โ€โ€Ž%0โ€Žโ€",ShowAllObjects:"ื”ืฆื’ืช ื›ืœ ื”ืขืฆืžื™ื",ShowAtTop:"ื”ืฆื’ ืœืžืขืœื”",ShowAutomatically:"ื”ืฆื’ ื‘ืื•ืคืŸ ืื•ื˜ื•ืžื˜ื™",ShowAxes:"ื”ืฆื’ ืฆื™ืจื™ื",ShowAxesGrid:"ื”ืฆื’ ืฆื™ืจื™ื\\ืกืจื™ื’",ShowAxisNumbers:"ื”ืฆื’ ืžืกืคืจื™ื",ShowCheckBox:"ืชื™ื‘ืช ื‘ื—ื™ืจื”","ShowCheckBox.Help":"ื‘ื—ืจื™ ืžื™ืงื•ื",ShowClipping:"Show clipping",ShowColumnHeader:"ื”ืฆื’ ื›ื•ืชืจืช ื˜ื•ืจ",ShowCoordinatesIn3D:"ื”ืฆื’ ืงืื•ืจื“ื™ื ื˜ื•ืช ื‘ืชืœืชึพืžื™ืžื“",ShowCoordinatesProjectedOntoA:"ื”ืฆื’ ืงื•ืื•ืจื“ื™ื ื˜ื•ืช ืžื•ื˜ืœื•ืช ืขืœ โ€โ€Ž%0โ€Žโ€",ShowCoordinatesProjectedOntoXYPlane:"ื”ืฆื’ ืงื•ืื•ืจื“ื™ื ื˜ื•ืช ืžื•ื˜ืœื•ืช ืขืœ ืžื™ืฉื•ืจ โ€โ€Žxyโ€Žโ€.",ShowCornerCoordinates:"ื”ืฆื’ ืฉื™ืขื•ืจื™ ืคื™ื ื•ืช",ShowData:"ื”ืฆื’ ื ืชื•ื ื™ื",ShowDataSource:"ื”ืฆื’ ืืช ืžืงื•ืจ ื”ื ืชื•ื ื™ื",ShowFileBrowser:"ื”ืฆื’ ื“ืคื“ืคืŸ ืงื‘ืฆื™ื",ShowGrid:"ื”ืฆื’ ืจืฉืช",ShowGridlines:"ื”ืฆื’ ืงื•ื•ื™ ืกืจื™ื’",ShowHide:"ื”ืฆื’\\ื”ืกืชืจ ืขืฆืžื™ื",ShowHideLabel:"ื”ืฆื’ืช / ื”ืกืชืจืช ืชื•ื•ื™ืช","ShowHideLabel.Help":"ื‘ื—ืจื™ ืขืฆื ืœื”ืฆื’ืช ืื• ื”ืกืชืจืช ืชื•ื•ื™ืช",ShowHideLabels:"ื”ืฆื’\\ื”ืกืชืจ ืชื•ื•ื™ื•ืช",ShowHideObject:"ื”ืฆื’ืช / ื”ืกืชืจืช ืขืฆื","ShowHideObject.Help":"ื‘ื—ืจื™ ืขืฆืžื™ื ื›ื“ื™ ืœื”ืกืชื™ืจ ืื•ืชื, ื•ืื– ืฉื ื™ ื›ืœื™ ืœื”ื—ืœืช ื”ืฉื™ื ื•ื™ื™ื",ShowHorizontalScrollbars:"ื”ืฆื’ ืคืกื™ ื’ืœื™ืœื” ืื•ืคืงื™ื™ื",ShowInToolBar:"ื”ืฆื’ื” ื‘ืกืจื’ืœ ื›ืœื™ื",ShowInputField:"ื”ืฆื’ืช ืฉื“ื” ืงืœื˜",ShowInterval:"ื”ืฆื’ ืžืจื•ื•ื—",ShowLabel:"ื”ืฆื’ ืชื•ื•ื™ืช",ShowMenuBar:"ื”ืฆื’ืช ืกืจื’ืœ ืชืคืจื™ื˜",ShowMouseCoordinates:"ื”ืฆื’ ืงื•ืื•ืจื“ื™ื ื˜ื•ืช ืขื›ื‘ืจ",ShowObject:"ื”ืฆื’ ืขืฆื",ShowOnXAxis:"ื”ืฆื’ ืขืœ ืฆื™ืจ โ€xโ€",ShowOnlineHelp:"ื”ืฆื’ ืขื–ืจื” ืžืงื•ื•ื ืช",ShowOnlyBreakpoints:"ื”ืฆื’ ืจืง ื ืงื•ื“ื•ืช ืฉื‘ื™ืจื”",ShowOutliers:"ื”ืฆื’ ื ืงื•ื“ื•ืช ื—ื™ืฆื•ื ื™ื•ืช",ShowPlane:"Show Plane",ShowPlot2:"ื”ืฆื’ ื’ืจืฃ ืฉื ื™",ShowResetIcon:"ื”ืฆื’ืช ืฆืœืžื™ืช ืœืื™ืชื—ื•ืœ ื‘ื ื™ื™ื”",ShowRowHeader:"ื”ืฆื’ ื›ื•ืชืจืช ืฉื•ืจื”",ShowSidebar:"ื”ืฆื’ ืกืจื’ืœ ืฆื“",ShowSliderInAlgebraView:"ื”ืจืื” ืกืจื’ืœ ื’ืจื™ืจื” ื‘ื—ืœื•ืŸ ืืœื’ื‘ืจื”",ShowStatistics:"ื”ืฆื’ ืกื˜ื˜ื™ืกื˜ื™ืงื”",ShowTitleBar:"ื”ืฆื’ ืกืจื’ืœ ื›ื•ืชืจืช",ShowToolBar:"ื”ืฆื’ืช ืกืจื’ืœ ื›ืœื™ื",ShowToolBarHelp:"ื”ืฆื’ืช ืขื–ืจื” ืœืกืจื’ืœ ื›ืœื™ื",ShowTrace:"ื”ืฆื’ ืขืงื‘ื•ืช",ShowTrimmed:"ื”ืฆื’ ืงื•ื•ื™ ื—ื™ืชื•ืš ืžืงื•ืฆืจื™ื",ShowValue:"ื”ืฆื’ืช ืขืจืš",ShowValueIn3D:"ื”ืจืื” ืขืจืš ื‘ืชืœืช-ืžื™ืžื“",ShowValueProjectedOntoXYPlane:"ื”ืฆื’ ืขืจืš ืžื•ื˜ืœ ืขืœ ืžื™ืฉื•ืจ โ€โ€Žxyโ€Žโ€",ShowVerticalScrollbars:"ื”ืฆื’ ืคืกื™ ื’ืœื™ืœื” ืื ื›ื™ื™ื",ShowxAxis:"ื”ืฆื’ ืฆื™ืจ โ€โ€Žxโ€Žโ€",ShowyAxis:"ื”ืฆื’ ืฆื™ืจ โ€โ€Žyโ€Žโ€",ShowzAxis:"ื”ืฆื’ ืืช ืฆื™ืจ โ€โ€Žzโ€Žโ€",ShutDownGreen:"ื—ืกืจ ืขืจื•ืฅ ื™ืจื•ืง",Shutter:"ืฆืžืฆื",Sidebar:"ืกืจื’ืœ ืฆื“",SignIn:"ื”ื™ื›ื ืกื™...","SignIn.Help":"ื”ื›ื ืกื™ ืœ-โ€โ€ŽGeoGebraโ€Žโ€",SignInError:"ื›ื ื™ืกื” ื ื›ืฉืœื” - ืื ื ื ืกื™ ืฉื•ื‘",SignInInProgress:"ื ื›ื ืก",SignInProgress:"ื ื›ื ืก",SignInSuccessful:"ื›ื ื™ืกื” ื”ืฆืœื™ื—ื”",SignInToGGT:"ื›ื ื™ืกื” ืœ-โ€โ€ŽGeoGebraโ€Žโ€",SignOut:"ื™ื•ืฆื",SignedInAsA:"ื ื›ื ืก ื›-โ€โ€Ž%0โ€Žโ€",SimpleCalc:"Simple Calc",SimpleCalculator:"Simple Calculator",SimpleFormulas:"ื ื•ืกื—ืื•ืช ืคืฉื•ื˜ื•ืช",Sin:"Sin",SingleFile:"ืงื•ื‘ืฅ ื™ื—ื™ื“",SingleFileTabs:"ืงื•ื‘ืฅ ื™ื—ื™ื“ (ื›ืจื˜ื™ืกื™ื•ืช)",Size:"ื’ื•ื“ืœ",SizeInPixels:"ื’ื•ื“ืœ ื‘ืคื™ืงืกืœื™ื",Slider:"ืกืจื’ืœ ื’ืจื™ืจื”","Slider.Help":"ื‘ื—ืจื™ ืžื™ืงื•ื","Slider.Tool":"ืกืจื’ืœ ื’ืจื™ืจื”",Slope:"ืฉื™ืคื•ืข","Slope.Help":"ื‘ื—ืจื™ ื™ืฉืจ",SlopeOfA:"ืฉื™ืคื•ืข ืฉืœ โ€โ€Ž%0โ€Žโ€",Small:"ืงื˜ืŸ",SnapToGrid:"ืœื›ื™ื“ื” ื‘ืจืฉืช",SnapToObjects:"ืœื›ื™ื“ื” ืœืขืฆืžื™ื",SnapToPoints:"ืœื›ื™ื“ื” ืœื ืงื•ื“ื•ืช",Solids:"ืžื•ืฆืงื™ื",Solution:"ืคืชืจื•ืŸ","Solution.Help":"ืžืฆื™ืืช ืคื™ืชืจื•ืŸ ืœืžืฉื•ื•ืื” ืื• ืžืฉื•ื•ืื•ืช",Solve:"ืคืชื•ึนืจ","Solve.Help":"ืคื•ืชืจ ืžืฉื•ื•ืื” ื‘ื ืขืœื ืื—ื“",Sort:"ืกื“ืจ ืชืื™ื","Sort.Help":"ื‘ื—ืจื™ ืชืื™ื ืœืกื“ืจ",SortBy:"ืกื™ื“ื•ืจ ืœืคื™",SortObjectsBy:"ืกื“ืจ ืขืฆืžื™ื ืœืคื™...โ€",Source:"ืžืงื•ืจ",Space:"ืจื•ื•ื—",SpaceBetweenThousands:"ืจื•ื•ื— ื‘ื™ืŸ ืืœืคื™ื",Spacing:"ืžืจื•ื•ื—","Spearman.short":"ฯ",SpecialLineTools:"ื›ืœื™ ื™ืฉืจื™ื ืžื™ื•ื—ื“ื™ื",SpecialObjectTools:"ื›ืœื™ ืขืฆืžื™ื ืžื™ื•ื—ื“ื™ื",Speed:"ืžื”ื™ืจื•ืช",Sphere:"ืกืคื™ืจื”",Sphere2:"ืกืคื™ืจื” ืขื ืžืจื›ื– ื“ืจืš ื ืงื•ื“ื”","Sphere2.Help":"ื‘ื—ืจื™ ืžืจื›ื–, ื•ืื– ื ืงื•ื“ื” ืขืœ ื”ืกืคื™ืจื”",SphereEquation:"(x - m)ยฒ + (y - n)ยฒ + (z - p)ยฒ = rยฒ",SpherePointRadius:"ืกืคื™ืจื” ืขื ืžืจื›ื– ื•ืจื“ื™ื•ืก","SpherePointRadius.Help":"ื‘ื—ืจื™ ื ืงื•ื“ื” ืœืžืจื›ื– ืกืคื™ืจื”, ื•ื”ื–ื™ื ื™ ืจื“ื™ื•ืก",SphereThroughAwithCenterB:"ืกืคืจื” ื“ืจืš โ€โ€Ž%0โ€Žโ€ ืขื ืžืจื›ื– โ€โ€Ž%1โ€Žโ€",SphereWithCenterAandRadiusB:"ืกืคืจื” ืขื ืžืจื›ื– โ€โ€Ž%0โ€Žโ€ ื•ืจื“ื™ื•ืก โ€โ€Ž%1โ€Žโ€",Spherical:"ืงื•ืื•ืจื“ื™ื ื˜ื•ืช ืกืคืจื™ื•ืช",Split:"ืคืฆืœ ื˜ื•ืจื™ ืชืื™ื","Split.Help":"ื‘ื—ืจื™ ื˜ื•ืจื™ื ืœืคื™ืฆื•ืœ",Spreadsheet:"ื’ื™ืœื™ื•ืŸ",SpreadsheetOptions:"ืืคืฉืจื•ื™ื•ืช ื’ื™ืœื™ื•ืŸ ื ืชื•ื ื™ื",SquareAltText:"Square",SquareRootAltText:"Square Root",Stack:"ื”ืฆืžื“ ื˜ื•ืจื™ ืชืื™ื","Stack.Help":"ื‘ื—ืจื™ ื˜ื•ืจื™ื ืœื”ืฆืžื™ื“",StackedBoxPlots:"ืชื™ื‘ื•ืช ืกืจื˜ื•ื˜ ืžื•ืฆืžื“ื•ืช","StandardDeviation.short":"ฯƒ",StandardError:"ืฉื’ื™ืืช ืชืงืŸ","StandardError.short":"SE",StandardObject:"ืขืฆื ืจื’ื™ืœ",StandardView:"ืชืฆื•ื’ื” ืจื’ื™ืœื”",Start:"ื”ืชื—ืœื”",StartRow:"ืฉื•ืจืช ื”ืชื—ืœื”",StartingPoint:"ื ืงื•ื“ืช ื”ืชื—ืœื”",Statistics:"ืกื˜ื˜ื™ืกื˜ื™ืงื”",Statistics2:"ืกื˜ื˜ื™ืกื˜ื™ืงื” 2",StemPlot:"ื’ืจืฃ ื’ื–ืข ื•ืขืœื”","StemPlot.KeyAMeansB":"ืžืคืชื—: โ€โ€Ž%0โ€Žโ€ ืžืฉืžืขื•ืชื• โ€โ€Ž%1โ€Žโ€","StemPlot.high":"ื’ื‘ื•ื”","StemPlot.low":"ื ืžื•ืš",Step:"ืฆืขื“",StepGraph:"ื’ืจืฃ ืžื“ืจื’ื•ืช",Steps:"ืฆืขื“ื™ื",StickToEdge:"ื”ื“ื‘ืง ืœืงืฆื”",StickyTools:"ื›ืœื™ื ื“ื‘ื™ืงื™ื",Stop:"ืขืฆื•ืจ",StopScript:"ืขืฆื•ืจ ืชืกืจื™ื˜",SubscriptAltText:"Subscript",Substitute:"ื”ืฆื‘ื”","Substitute.Help":"ื”ื—ืœืคืช ื—ืœืง ืžื”ื‘ื™ื˜ื•ื™","Substitute.Tool":"ื”ืฆื‘ื”",SubstituteDialog:"ื“ื™ืืœื•ื’ ื”ื—ืœืคื”",SubstituteForAinB:"ื”ืฆื‘ โ€โ€Ž%0โ€Žโ€ ื‘ึพโ€โ€Ž%1โ€Žโ€",SubstituteSimplify:"ื”ืฆื‘ื” ื•ืคื™ืฉื•ื˜",Successes:"ื”ืฆืœื—ื•ืช","Suggestion.CreateSlider":"ื™ืฆื™ืจืช ืกืจื’ืœ ื’ืจื™ืจื”","Suggestion.SpecialPoints":"ื ืงื•ื“ื•ืช ืžื™ื•ื—ื“ื•ืช",Sum:"ืกื›ื•ื",Sum2:"ฮฃxยฒ",SumCells:"ืกื›ื•ื","SumCells.Help":"ื‘ื—ืจื™ ืงื‘ื•ืฆืช ืชืื™ื","SumSquaredErrors.short":"SSE","SumSquares.short":"SS",SumsAndIntegrals:"ืกื›ื•ืžื™ื ื•ืื™ื ื˜ื’ืจืœื™ื",Surface:"ืžืฉื˜ื—",Sx:"Sx",Sxx:"Sxx",Sxy:"Sxy",Sy:"Sy","Symbol.And":"ื’ื","Symbol.Angle":"ื–ื•ื•ื™ืช","Symbol.AngleMeasure":"ื’ื•ื“ืœ ื–ื•ื•ื™ืช","Symbol.Assignment":"ื”ืฆื‘ื”","Symbol.BooleanEqual":"ืฉื•ื•ื™ื•ืŸ ื‘ื•ืœื™ืื ื™","Symbol.Cube":"ื‘ืฉืœื™ืฉื™ืช","Symbol.Degree":"ืžืขืœื•ืช","Symbol.DynamicReference":"ืžืฆื‘ื™ืข ื“ื™ื ืžื™","Symbol.ElementOf":"ืื™ื‘ืจ","Symbol.GreaterThanEqualTo":"ื’ื“ื•ืœ ืื• ืฉื•ื•ื”","Symbol.Implication":"ื”ืฉืœื›ื”","Symbol.Infinity":"ืื™ื ืกื•ืฃ","Symbol.LessThanEqualTo":"ืงื˜ืŸ ืื• ืฉื•ื•ื”","Symbol.NBSP":"ืจื•ื•ื— ืงืฉื™ื—","Symbol.Negation":"ืฉืœื™ืœื”","Symbol.NotEqual":"ืื™ ืฉื•ื•ื™ื•ืŸ","Symbol.Or":"ืื•","Symbol.Parallel":"ืžืงื‘ื™ืœ","Symbol.Perpendicular":"ืžืื•ื ืš","Symbol.Square":"ื‘ืจื™ื‘ื•ืข","Symbol.StaticReference":"ืžืฆื‘ื™ืข ืกื˜ื˜ื™","Symbol.StrictSubset":"ืชืช-ืงื‘ื•ืฆื” ืžืžืฉ","Symbol.Subset":"ืชืช-ืงื‘ื•ืฆื”","Symbol.VectorProduct":"ืžื›ืคืœื” ื•ืงื˜ื•ืจื™ืช",Symbolic:"ืกื™ืžื‘ื•ืœื™",Symbols:"ืกืžืœื™ื",Syntax:"ื›ืชื™ื‘",SyntaxErrorAisNotAList:"ื˜ืขื•ืช ืชื—ื‘ื™ืจ: โ€โ€Ž%0โ€Žโ€ ืื™ื ื• ืจืฉื™ืžื”",SystemInformation:"ืžื™ื“ืข ืžืขืจื›ืช",SystemInformationMessage:"ืžื™ื“ืข ืžืขืจื›ืช ื”ื•ืขืชืง ื‘ื”ืฆืœื—ื” ืœื•ื— ื’ื–ื™ืจื™ื",Syy:"Syy",TEstimateDifferenceOfMeans:"ืžื‘ื—ืŸ โ€Tโ€, ื”ืคืจืฉ ืžืžื•ืฆืขื™ื",TEstimatePairedDifferences:"ืžื‘ื—ืŸ โ€Tโ€, ื”ืคืจืฉื™ื ืžื–ื•ื•ื’ื™ื",TMeanInterval:"ืžื‘ื—ืŸ โ€Tโ€ ืฉืœ ืžืžื•ืฆืขื™ื",TMeanTest:"ืžื‘ื—ืŸ T ืฉืœ ืžืžื•ืฆืข",TStatistic:"t",TTestDifferenceOfMeans:"ืžื‘ื—ืŸ โ€Tโ€, ื”ืคืจืฉ ืžืžื•ืฆืขื™ื",TTestPairedDifferences:"ืžื‘ื—ืŸ โ€Tโ€, ื”ืคืจืฉื™ื ืžื–ื•ื•ื’ื™ื",Tab:"ื˜ืื‘",Table:"ื˜ื‘ืœื”",Tangent:"ืžืฉื™ืงื™ื","Tangent.Help":"ื‘ื—ืจื™ ื ืงื•ื“ื” ืื• ืงื•, ื•ืื– ืžืขื’ืœ, ื—ืชืš ื—ืจื•ื˜ ืื• ืคื•ื ืงืฆื™ื”",TangentToAParallelToB:"ืžืฉื™ืง ืœึพโ€โ€Ž%0โ€Žโ€ ื‘ืžืงื‘ื™ืœ ืœึพโ€โ€Ž%1โ€Žโ€",TangentToAThroughB:"ืžืฉื™ืง ืœึพโ€โ€Ž%0โ€Žโ€ ื“ืจืš โ€โ€Ž%1โ€Žโ€",TangentToAatB:"ืžืฉื™ืง ืœึพโ€โ€Ž%0โ€Žโ€ ื‘ึพโ€โ€Ž%1โ€Žโ€",Tetrahedron:"ืืจื‘ืขื•ืŸ","Tetrahedron.Help":"ื‘ื—ืจื™ ืžื™ืฉื•ืจ (ืื ื ื“ืจืฉ) ื•ืื– ืฉืชื™ ื ืงื•ื“ื•ืช","Tetrahedron.Tool":"ืืจื‘ืขื•ืŸ ืžืฉื•ื›ืœืœ",Text:"ื˜ืงืกื˜","Text.Help":"ื‘ื—ืจื™ ืžื™ืงื•ื ืื• ื ืงื•ื“ื” ืงื™ื™ืžืช","Text.Tool":"ื˜ืงืกื˜",TextAfterConstruction:"ื˜ืงืกื˜ ืœืื—ืจ ื”ื‘ื ื™ื™ื”",TextBeforeConstruction:"ื˜ืงืกื˜ ืžืขืœ ื”ื‘ื ื™ื™ื”",TextField:"ืฉื“ื” ื˜ืงืกื˜",TextFieldAction:"ืชื™ื‘ืช ืงืœื˜","TextFieldAction.Help":"ื‘ื—ืจื™ ืžื™ืงื•ื",TextfieldLength:"ืื•ืจืš ืฉื“ื” ื˜ืงืกื˜",ThanksForSigningIn:"ืชื•ื“ื” ืฉื ื›ื ืกืช ืœ-โ€โ€ŽGeoGebraโ€Žโ€.",TheFollowingAreCollinearA:"โ€โ€Ž%0โ€Ž ื ืžืฆืื•ืช ืขืœ ื™ืฉืจ ืžืฉื•ืชืฃ",TheFollowingAreConcurrentA:"โ€โ€Ž%0โ€Ž ืžืชืื™ืžื™ื",TheFollowingAreConcyclicA:"โ€Žโ€%0โ€ ื ืžืฆืื•ืช ืขืœ ืžืขื’ืœ ืžืฉื•ืชืฃ",TheFollowingAreCongruentA:"โ€โ€Ž%0โ€Ž ื—ื•ืคืคื™ื",TheFollowingAreEqualA:"โ€โ€Ž%0โ€Ž ืฉื•ื•ื™ื",TheFollowingAreNotEqualA:"โ€โ€Ž%0โ€Ž ืื™ื ื ืฉื•ื•ื™ื",TheFollowingAreParallelA:"โ€โ€Ž%0โ€Ž ืžืงื‘ื™ืœื™ื",ThenBy:"ืื– ืขืœ-ื™ื“ื™",Thickness:"ืขื•ื‘ื™ ืงื•",TickDistance:"ืžืจื—ืง",TimeBetweenFrames:"ื–ืžืŸ ื‘ื™ืŸ ืžืกื’ืจื•ืช",TimeExpired:"ืคื’ ืชื•ืงืฃ ื”ื”ืชื—ื‘ืจื•ืช ืฉืœืš, ืื ื ื”ืชื—ื‘ืจื™ ืฉื•ื‘",Timestamp:"ืชื‘ื‘ื™ืขืช ื–ืžืŸ",Title:"ื›ื•ืชืจืช",TitleExportPgf:"ื™ืฆื•ื ืžึพGeoGebra ืœึพPGF",TitleExportPstricks:"ื™ืฆื•ื ืžึพGeoGebra ืœึพPSTricks",ToViewInstallA:"ื›ื“ื™ ืœืฆืคื•ืช ื‘ื—ื•ืžืจ ืขืœื™ืš ืœื”ืชืงื™ืŸ %0",ToggleStyleBar:"ื”ืฆื’\\ื”ืกืชืจ ืกืจื’ืœ ืขื™ืฆื•ื‘",Tool:"ื›ืœื™","Tool.CreateNew":"ื™ืฆื™ืจืช ื›ืœื™ ื—ื“ืฉ","Tool.CreationSuccess":"ื›ืœื™ ื—ื“ืฉ ื™ื•ืฆืจ ื‘ื”ืฆืœื—ื”","Tool.DeleteQuestion":"ื”ืื ื‘ืจืฆื•ื ืš ืœืžื—ื•ืง ืืช ื”ื›ืœื™ื ื”ื ื‘ื—ืจื™ื?","Tool.DontReplace":"ืืœ ืชื—ืœื™ืฃ","Tool.Filter":"ืžืกื ืŸ ื›ืœื™ื","Tool.Manage":"ื ื™ื”ื•ืœ ื›ืœื™ื","Tool.NotCompatible":"ื”ืคืœื˜ ืฉืœ ื›ืœื™ ื–ื” ืœื ืžืชืื™ื ืœื›ืœื™ ื”ื™ืฉืŸ - ืื ื ื‘ื—ืจื™ ืฉื ืื—ืจ.","Tool.Replace":"ื”ื—ืœืคื”","Tool.ReplaceQuestion":'ื”ืื ืืช ื‘ืืžืช ืจื•ืฆื” ืœื”ื—ืœื™ืฃ ืืช ื”ื›ืœื™ ื”ืงื™ื™ื "โ€โ€Ž%0โ€Žโ€"?โ€',"Tool.SelectObjects":"ื‘ื—ืจ ืขืฆืžื™ื ื‘ื‘ื ื™ื™ื” ืื• ื‘ื—ืจ ืžื”ืจืฉื™ืžื”","ToolCategory.BasicTools":"ื›ืœื™ื ื‘ืกื™ืกื™ื™ื","ToolCategory.Circles":"ืžืขื’ืœื™ื","ToolCategory.Conics":"ื—ืชื›ื™ ื—ืจื•ื˜","ToolCategory.Construct":"ืžื‘ื ื™ื","ToolCategory.Curves":"ืขืงื•ืžื•ืช","ToolCategory.Edit":"ืขืจื™ื›ื”","ToolCategory.Lines":"ืงื•ื•ื™ื","ToolCategory.LinesAndPolygons":"ืงื•ื•ื™ื ื•ืžืฆื•ืœืขื™ื","ToolCategory.Measure":"ืžื“ื™ื“ื•ืช","ToolCategory.Media":"ืžื“ื™ื”","ToolCategory.Others":"ืื—ืจื™ื","ToolCategory.Planes":"ืžื™ืฉื•ืจื™ื","ToolCategory.Points":"ื ืงื•ื“ื•ืช","ToolCategory.Polygons":"ืžืฆื•ืœืขื™ื","ToolCategory.SelectAndFormat":"ื‘ื—ื™ืจื” ื•ืขื™ืฆื•ื‘","ToolCategory.Solids":"ืžื•ืฆืงื™ื","ToolCategory.SpecialLines":"ืงื•ื•ื™ื ืžื™ื•ื—ื“ื™ื","ToolCategory.Transform":"ื”ืชืžืจื”",ToolHelp:"ืขื–ืจื” ืœื›ืœื™",ToolName:"ืฉื ื›ืœื™",Toolbar:"ืกืจื’ืœ ื›ืœื™ื","Toolbar.Customize":"ื”ืชืืžื” ืื™ืฉื™ืช ืฉืœ ืกืจื’ืœ ื›ืœื™ื","Toolbar.ResetDefault":"ืฉื—ื–ื•ืจ ืกืจื’ืœ ื›ืœื™ื ืžื‘ืจื™ืจืช ืžื—ื“ืœ",ToolbarIcon:"ืฆืœืžื™ืช",ToolbarIconsConstructionProtocolExport:"ื”ืฆื’ ืฆืœืžื™ื•ืช ืกืจื’ืœ ื›ืœื™ื",Tools:"ื›ืœื™ื","Tools.Less":"ืคื—ื•ืช","Tools.More":"ืขื•ื“","ToolsetLevel.Advanced":"ืžืชืงื“ื","ToolsetLevel.Empty":"ื‘ืกื™ืกื™","ToolsetLevel.Standard":"ืกื˜ื ื“ืจื˜ื™",Tooltip:"ื—ืœื•ื ื™ืช (โ€tooltipโ€)โ€",TooltipLanguage:"ืฉืคืช ื—ืœื•ื ื™ืช",TooltipTimeout:"ืคืกืง ื–ืžืŸ ื—ืœื•ื ื™ืช (ื‘ืฉื ื™ื•ืช)โ€",Tooltips:"ื—ืœื•ื ื™ื•ืช โ€(tooltips)โ€",Total:"ืกืš ื”ื›ืœ",TotalPercent:"ืกืš ื”ื›ืœ โ€โ€Ž%โ€Žโ€",Trace:"ื”ืคืขืœืช ื›ื™ื‘ื•ื™ ืขืงื‘ื•ืช","Trace.Help":"ื‘ื—ืจื™ ืขืฆื ื›ื“ื™ ืœื”ืฆื™ื’ ืื• ืœื”ืกืชื™ืจ ืืช ืขืงื‘ื•ืชื™ื•",TraceMode:"ืขืงื‘ื•ืช:",TraceOff:"ื‘ื™ื˜ื•ืœ ืขืงื‘ื•ืช",TraceOn:"ืขืงื‘ื•ืช",TraceToList:"ืขืงื‘ื•ืช ืœืจืฉื™ืžื”",TraceToSpreadsheet:"ืืชืจ ื‘ื’ื™ืœื™ื•ืŸ",TransformationTools:"ื›ืœื™ ื”ืชืžืจื”",TranslateByVector:"ื”ื–ื–ื” ื‘ื•ืงื˜ื•ืจ","TranslateByVector.Help":"ืขืฆื ืœื”ื–ื–ื”, ื•ืื– ื•ืงื˜ื•ืจ",TranslateView:"ื”ื–ื–ืช ืœื•ื— ืกืจื˜ื•ื˜","TranslateView.Help":"ื’ืจืจื™ ืืช ื”ืจืงืข ืื• ืฆื™ืจ (Shift + ืื• ื’ืจื™ืจื”)",TranslationOfAbyB:"ื”ื–ื–ื” ืฉืœ โ€โ€Ž%0โ€Žโ€ ื‘ึพโ€โ€Ž%1โ€Žโ€",TranslationOfAtoB:"ื”ื–ื–ื” ืฉืœ โ€โ€Ž%0โ€Žโ€ ืœึพโ€โ€Ž%1โ€Žโ€",Transparent:"ืฉืงื•ืฃ",Transpose:"ืžืฉื•ื—ืœืฃ",TreeModeDependency:"ืžื™ื™ืŸ ืขืฆืžื™ื ืœืคื™ ืชืœื•ืช",TreeModeLayer:"ืกื“ืจ ืขืฆืžื™ื ืœืคื™ ืฉื›ื‘ื”",TreeModeType:"ืžื™ื™ืŸ ืขืฆืžื™ื ืœืคื™ ืกื•ื’",TreeModeView:"ืžื™ื™ืŸ ืขืฆืžื™ื ืœืคื™ ืชืฆื•ื’ื”",Triangle:"ืžืฉื•ืœืฉ",TriangleABCnonDegenerate:"ืžืฉื•ืœืฉ โ€โ€Ž%0โ€Žโ€ ืื™ื ื• ืžื ื•ื•ืŸ",Turtle:"ืฆื‘",Tutorial:"ืžื“ืจื™ืš",Tutorials:"ืžื“ืจื™ื›ื™ื",TwoVarStats:"ื ื™ืชื•ื— ื ืกื™ื’ื” ืฉืœ ืฉื ื™ ืžืฉืชื ื™ื","TwoVarStats.Help":"ื ื™ืชื•ื— ื–ื•ื’ื•ืช ืžืกืคืจื™ื ืžืชืื™ื ื ื‘ื—ืจื™ื",TwoVariable:"ืฉื ื™ ืžืฉืชื ื™ื","Type.3D":"ืชืœืช-ืžื™ืžื“","Type.Algebra":"ืืœื’ื‘ืจื”","Type.CAS":"ื›ืœืœื™ ื›ืชื™ื‘ื” ืœื—ื™ืฉื•ื‘ ืืœื’ื‘ืจื™","Type.Chart":"ืœื•ื—","Type.Conic":"ื—ืชืš ื—ืจื•ื˜","Type.DiscreteMath":"ืžืชืžื˜ื™ืงื” ื‘ื“ื™ื“ื”","Type.Financial":"ื›ืœื›ืœื™","Type.FunctionsAndCalculus":'ืคื•ื ืงืฆื™ื•ืช ื•ื—ื“ื•"ื',"Type.GeoGebra":"ื’ืื•ื’ื‘ืจื”","Type.Geometry":"ื’ืื•ืžื˜ืจื™ื”","Type.List":"ืจืฉื™ืžื”","Type.Logic":"ืœื•ื’ื™ืงื”","Type.OptimizationCommands":"ืคืงื•ื“ื•ืช ืื•ืคื˜ื™ืžื™ื–ืฆื™ื”","Type.Probability":"ื”ืกืชื‘ืจื•ืช","Type.Scripting":"ืชืกืจื™ื˜","Type.Spreadsheet":"ื’ื™ืœื™ื•ืŸ","Type.Statistics":"ืกื˜ื˜ื™ืกื˜ื™ืงื”","Type.Text":"ื˜ืงืกื˜","Type.Transformation":"ื”ืชืžืจื•ืช","Type.VectorAndMatrix":"ื•ืงื˜ื•ืจื™ื ื•ืžื˜ืจื™ืฆื•ืช",URL:"URL",UncollapseRows:"ื”ืคืจื“ ืฉื•ืจื•ืช",Undefined:"ืœืย ืžื•ื’ื“ืจ",UnderCertainConditionsA:"ืชื—ืช ืชื ืื™ื ืžืกื•ื™ืžื™ื: โ€โ€Ž%0โ€Žโ€",Undo:"ื‘ื™ื˜ื•ืœ",UngroupObjectes:"ืคื–ืจ ืงื‘ื•ืฆืช ืขืฆืžื™ื",UnitVectorOfA:"ื•ืงื˜ื•ืจ ื™ื—ื™ื“ื” ืฉืœ โ€โ€Ž%0โ€Žโ€",UnitVectorPerpendicularToA:"ื•ืงื˜ื•ืจ ื™ื—ื™ื“ื” ื ื™ืฆื‘ ืœึพโ€โ€Ž%0โ€Žโ€",UnlockObject:"ืฉื—ืจืจ ืขืฆื",UnpinFromScreen:"ืฉื—ืจืจ ืžื”ืžืกืš",UnsavedChangesFound:"ื’ืื•ื’ื‘ืจื” ืžืฆืื” ืฉื™ื ื•ื™ื™ื ืœื ืฉืžื•ืจื™ื. ื”ืื ืืช ืจื•ืฆื” ืœืฉื—ื–ืจ ืื• ืœืžื—ื•ืง ืื•ืชื?",Untitled:"ืœืœื ื›ื•ืชืจืช",UntitledA:"Untitled%0",UntitledConstruction:"ื‘ื ื™ื™ื” ืœืœื ืฉื",Up:"ืœืžืขืœื”",Upload:"ื”ืขืœืื”",UploadError:"ืฉื’ื™ืื” ื‘ื–ืžืŸ ื”ื”ืขืœืื”",UploadGeoGebraTube:"ื”ืขืœื™ ืœืžืื’ืจ ื”ื—ื•ืžืจื™ื ืฉืœ ื’ืื•ื’ื‘ืจื”",UploadPrepare:"ืžื›ื™ืŸ ื”ืขืœืื”",UpperLimit:"ื’ื‘ื•ืœ ืขืœื™ื•ืŸ","UpperQuartile.short":"Q3",UseAutoComplete:"ื”ืฉืœืžื” ืื•ื˜ื•ืžื˜ื™ืช",UseBrowserForJS:"ื”ืฉืชืžืฉ ื‘ื“ืคื“ืคืŸ ืขื‘ื•ืจ ืชืกืจื™ื˜ื™ โ€JavaScriptโ€",UseButtonsAndCheckboxes:"ื”ืฉืชืžืฉ ื‘ื›ืคืชื•ืจื™ื ื•ืชื™ื‘ื•ืช ื‘ื—ื™ืจื”",UseClipping:"ื”ืฉืชืžืฉ ื‘ืงื˜ื™ืžื”",UseHeaderAsTitle:"ืฉื™ืžื•ืฉ ื‘ื›ื•ืชืจืช",UseHeaderRow:"ื”ืฉืชืžืฉ ื‘ืฉื•ืจืช ื›ื•ืชืจืช",UseLighting:"ืฉื™ืžื•ืฉ ื‘ืชืื•ืจื”",UsePairNames:"ืฉื™ืžื•ืฉ ื‘ืฉืžื•ืช ื–ื•ื’ื•ืช",UsePathAndRegionParameters:"ื”ืฉืชืžืฉ ื‘ืคืจืžื˜ืจื™ื โ€โ€ŽPathโ€Žโ€ ื•ึพโ€โ€ŽRegionโ€Žโ€.",UserInterface:"ืžืžืฉืง ืžืฉืชืžืฉ",Value:"ืขืจืš",ValueOfA:"ืขืจืš ืฉืœ โ€โ€Ž%0โ€Žโ€",Values:"ืขืจื›ื™ื",ValuesAndFrequency:"ืขืจื›ื™ื ื•ืชื“ื™ืจื•ืช",ValuesOfA:"ืขืจื›ื™ื ืฉืœ โ€โ€Ž%0โ€Žโ€",Vector:"ื•ืงื˜ื•ืจ","Vector.Help":"ืฉืชื™ ื ืงื•ื“ื•ืช","Vector.Tool":"ื•ืงื˜ื•ืจ",VectorFromPoint:"ื•ืงื˜ื•ืจ ืžื ืงื•ื“ื”","VectorFromPoint.Help":"ื ืงื•ื“ืช ื”ืชื—ืœื” ื•ื•ืงื˜ื•ืจ",VectorMenu:"ื•ืงื˜ื•ืจ",VectorPerpendicularToA:"ื•ืงื˜ื•ืจ ืžืื•ื ืš ืœึพโ€โ€Ž%0โ€Žโ€",VectorPolygon:"ืžืฆื•ืœืข ื•ืงื˜ื•ืจื™","VectorPolygon.Help":"ื‘ื—ืจื™ ืืช ื›ืœ ื”ืงื•ื“ืงื•ื“ื™ื, ื•ืื– ืฉื•ื‘ ืืช ื”ืงื•ื“ืงื•ื“ ื”ืจืืฉื•ืŸ",Vectors:"ื•ืงื˜ื•ืจื™ื",VertexOfA:"ืงื•ื“ืงื•ื“ ืฉืœ โ€โ€Ž%0โ€Žโ€",VerticalScrollbars:"ืคืกื™ ื’ืœื™ืœื” ืื ื›ื™ื™ื",VeryLarge:"ื’ื“ื•ืœ ืžืื•ื“",VerySmall:"ืงื˜ืŸ ืžืื•ื“",View:"ืชืฆื•ื’ื”",ViewCloseExtraWindow:"ื”ืจืื” ืชืฆื•ื’ื” ื‘ื—ืœื•ืŸ ื”ืจืืฉื™",ViewInFrontOf:"ืชืฆื•ื’ื” ืžืขืœ","ViewInFrontOf.Help":"ืฉื ื” ืืช ื”ืชืฆื•ื’ื” ืžืขืœ ื”ืขืฆื ื”ื ื‘ื—ืจ",ViewMaterial:"ื”ืฆื’",ViewOpenExtraWindow:"ื”ืจืื” ืชืฆื•ื’ื” ื‘ื—ืœื•ืŸ ื—ื“ืฉ",ViewPanel:"ื”ืฆื’ ืœื•ื—",VirtualKeyboard:"ืžืงืœื“ืช ื•ื™ืจื˜ื•ืืœื™ืช",VirtualKeyboardLanguage:"ืฉืคืช ืžืงืœื“ืช ื•ื™ืจื˜ื•ืืœื™ืช",VisualStyle:"ืกื’ื ื•ืŸ ื—ื–ื•ืชื™","VisualStyle.Help":"ื”ืงื™ืฉื™ ืขืœ ืขืฆืžื™ื ืื• ื’ืจืจื™ ืžืœื‘ืŸ ืœืฉื™ื ื•ื™ ื”ืชื›ื•ื ื•ืช ืฉืœื”ื",Volume:"ื ืคื—","Volume.Help":"ื‘ื—ืจื™ ืคื™ืจืžื™ื“ื”, ืžื ืกืจื”, ืกืคื™ืจื”, ื—ืจื•ื˜ ื•ื›ื“ื•ืžื”",VolumeOfA:"ื”ื ืคื— ืฉืœ โ€โ€Ž%0โ€Žโ€",Webcam:"ืžืฆืœืžืช ืจืฉืช","Webcam.Chrome":"ืœื—ืฅ 'ืืคืฉืจ' ื‘ืชืคืจื™ื˜","Webcam.Denied.Caption":"You denied access to the Camera","Webcam.Denied.Message":"Without access to the Camera the Video Tool will not work. Please change your Browser Settings.","Webcam.Edge":"ืื ื ื”ืงื™ืฉื™ 'ืื™ืฉื•ืจ' ื‘ื—ืœื•ื ื™ืช","Webcam.Firefox":"ืœื—ืฅ 'ืฉืชืฃ ื”ืชืงืŸ ื ื‘ื—ืจ' ื‘ืชืคืจื™ื˜","Webcam.Notsupported.Caption":"Your Browser doesn't support Webcam","Webcam.Notsupported.Message":"Please try another browser","Webcam.Problem":"ื‘ืขื™ื” ื‘ืชืงืฉื•ืจืช ืขื ื”ืžืฆืœืžื”","Webcam.Problem.Message":"Please check if a Camera is attached or try another browser","Webcam.Request":"GeoGebra needs access to your Camera",WelcomeExam:"ืื ื ื”ืžืชื™ื ื• ืขื“ ืฉื”ืžื•ืจื” ื™ื‘ืงืฉ ืžื›ื ืœื”ืชื—ื™ืœ ื‘ื‘ื—ื™ื ื”.",Width:"ืื•ืจืš",Window:"ื—ืœื•ืŸ",WindowOpened:"ื—ืœื•ืŸ ื ืคืชื—",Windows:"ื—ืœื•ื ื•ืช",WithOpacityPen:"ืขื ืขื˜ ืื™ื˜ื•ื",WithinGroups:"ื‘ืชื•ืš ืงื‘ื•ืฆื•ืช",XLessThanOrEqual:"X โ‰ค",XMLTagANotFound:"ืงื•ื‘ืฅ ืœื ืชืงื™ืŸ: ืชื•ื•ื™ืช XML โ€โ€Ž%0โ€Žโ€ ืœื ื ืžืฆืื”",XUnits:'ื™ื—ื™ื“ื•ืช X (ืก"ืž)',YAxisVertical:"ืฆื™ืจ โ€yโ€ ืื ื›ื™",YUnits:'ื™ื—ื™ื“ื•ืช Y (ืก"ืž)',ZEstimateDifferenceOfMeans:"ืžื‘ื—ืŸ โ€Zโ€, ื”ืคืจืฉ ืžืžื•ืฆืขื™ื",ZEstimateDifferenceOfProportions:"ืื•ืžื“ืŸ โ€Zโ€, ื”ืคืจืฉ ืคืจื•ืคื•ืจืฆื™ื•ืช",ZMeanInterval:"ื”ืขืจื›ืช โ€Zโ€ ืฉืœ ืžืžื•ืฆืข",ZMeanTest:"ืžื‘ื—ืŸ โ€Zโ€ ืฉืœ ืžืžื•ืฆืข",ZProportionInterval:"ืื•ืžื“ืŸ โ€Z{{rlm} ืฉืœ ืคืจื•ืคื•ืจืฆื™ื”",ZProportionTest:"ืžื‘ื—ืŸ โ€Z{{rlm} ืฉืœ ืคืจื•ืคื•ืจืฆื™ื”","ZSpace.DetectedMessage":"ื‘ืจื›ื•ืช, ืชื—ื ืช โ€zSpace โ€ ืžื•ื›ื ื” ืœืฉื™ืžื•ืฉ ืขื ื’ืื•ื’ื‘ืจื”!",ZStatistic:"Z",ZTestDifferenceOfMeans:"ืžื‘ื—ืŸ โ€Zโ€, ื”ืคืจืฉ ืžืžื•ืฆืขื™ื",ZTestDifferenceOfProportions:"ืžื‘ื—ืŸ โ€Zโ€, ื”ืคืจืฉ ืคืจื•ืคื•ืจืฆื™ื•ืช",Zoom:"ืžืจื—ืง ืžืชืฆื•ื’ื”",ZoomIn:"ื”ื’ื“ืœืช ืชืฆื•ื’ื”","ZoomIn.Help":"ื”ืงื™ืฉื™ ืœืฉื™ื ื•ื™ ืžืจื—ืง ืžืชืฆื•ื’ื” (ืื• ื’ืœื’ืœืช ืขื›ื‘ืจ)","ZoomIn.Tool":"ื”ื’ื“ืœืช ืชืฆื•ื’ื”",ZoomOut:"ื”ืงื˜ื ืช ืชืฆื•ื’ื”","ZoomOut.Help":"ื”ืงื™ืฉื™ ืœืฉื™ื ื•ื™ ืžืจื—ืง ืžืชืฆื•ื’ื” (ืื• ื’ืœื’ืœืช ืขื›ื‘ืจ)","ZoomOut.Tool":"ื”ืงื˜ื ืช ืชืฆื•ื’ื”",allowOutlyingIntersections:"ื”ืจืฉื” ื—ื™ืชื•ื›ื™ื ืขืœ ื”ื”ืžืฉืš ืœืงื˜ืข",allowReflexAngle:"ื”ืจืฉื” ื–ื•ื™ืช ื ื™ืฉืื”","ar.activity.3dfunction":"ื’ืจืฃ ื–ื” ืžืฆื™ื’ ืืช ื”ืคื•ื ืงืฆื™ื” z=xยฒyโ€. ืฆืœืžื™ ืชืžื•ื ื” ืื—ืช ื”ืžืฆื™ื’ื” ืคืจื‘ื•ืœื”, ื•ืื—ืช ื”ืžืฆื™ื’ื” ืจืง ืงื•ื•ื™ื ื™ืฉืจื™ื. ื”ื™ื›ืŸ ื”ืค ื”ืฆื™ืจื™ื x, y, zโ€?","ar.activity.basicsolids":"ืฆืœืžื™ ืืช ื›ืœ ื”ืžืฆื•ืœืขื™ื ืฉื”ื:\nื) ืคื™ืจืžื™ื“ื•ืช\nื‘) ืžื ืกืจื•ืช\nื’) ื‘ื ื•ื™ื™ื ืจืง ืžืžืฉื•ืœืฉื™ื\nื“) ื‘ื ื•ื™ื™ื ืจืง ืžืจื™ื‘ื•ืขื™ื\ne) have six faces\nf) have twelve edges","ar.activity.football":"ื”ืื ืืช ื™ื›ื•ืœื” ืœื‘ื ื•ืช ื›ื“ื•ืจ-ืจื’ืœ ืžืื™ืงื•ืกืื“ืจื•ืŸ ืžืฉื•ื›ืœืœ?","ar.activity.kleinsbottle":"ืฆืœืžื™ ื›ืžื” ืชืžื•ื ื•ืช ื‘ื”ืŸ ืืช ื ื›ื ืกืช ืœื‘ืงื‘ื•ืง, ื”ื•ืœื›ืช ื‘ืขืงื‘ื•ืช ื”ืžื ื”ืจื”, ื•ืœื‘ืกื•ืฃ ื ืœื›ื“ืช ื‘ืฆื•ื•ืืจ ื”ื‘ืงื‘ื•ืง","ar.activity.penrose":"ืฆืœืžื™ ืžืกืš ื›ืš ืฉืชื™ื•ื•ืฆืจ ืืฉืœื™ื” ืฉืœ ืžืฉื•ืœืฉ ืžื—ื•ื‘ืจ","ar.activity.ruledsurface":"ืฆืœืžื™ ืชืžื•ื ืช ืžืกืš ื”ืžืจืื”:\nื) 3 ืžืขื’ืœื™ื\nื‘) ื–ื” ืขืฉื•ื™ ืžืงื˜ืขื™ื ื™ืฉืจื™ื\nื’) ืฉื ื™ ืขื ืคื™ื ืฉืœ ื”ื™ืคืจื‘ื•ืœื”","ar.activity.sierpinski":"ืงื—ื™ ื›ืžื” ืชืžื•ื ื•ืช ืžืกืš ืœื”ืฆื’ืช ืื•ืชื” ืชื‘ื ื™ืช ื‘ืจืžื•ืช ืคืจืงื˜ืœื™ื•ืช ืฉื•ื ื•ืช","ar.interruption.message":"ื”ืชืงืฉื•ืจืช ืชืื•ืชื—ืœ ื‘ืชื•ื ื”ื”ืคืจืขื”","ar.interruption.title":"ื‘ืขื™ื™ืช ืชืงืฉื•ืจืช","ar.message.hint":"ืฉื•ื˜ื˜ื™ ื‘ืื™ื˜ื™ื•ืช ืขื“ ืฉื™ื•ืคื™ืข ืจื™ื‘ื•ืข","ar.privacy.camera":"ื”ืžืฆืœืžื” ืžืฉืžืฉืช ืœืฉื™ืœื•ื‘ ืขืฆืžื™ื ืชืœืช ืžื™ืžื“ื™ื™ื ื‘ืกื‘ื™ื‘ืชืš.","ar.privacy.photo":"ืฉืžืจื™ ืชืžื•ื ื•ืช ืฉืœ ืขืฆืžื™ื™ื ืชืœืช ืžื™ืžื“ื™ื™ื ืžืฉื•ืœื‘ื™ื ื‘ืกื‘ื™ื‘ืชืš.","ar.title.3dfunction":"ืคื•ื ืงืฆื™ื•ืช ืชืœืช ืžื™ืžื“ื™ื•ืช","ar.title.basicsolids":"ืžื•ืฆืงื™ื ื‘ืกื™ืกื™ื™ื","ar.title.football":"ื›ื“ื•ืจ-ืจื’ืœ","ar.title.kleinsbottle":"ื‘ืงื‘ื•ืง ืงืœื™ื™ืŸ","ar.title.penrose":"ืžืฉื•ืœืฉ ืคื ืจื•ื–","ar.title.ruledsurface":"ืžืฉื˜ื— ืžื›ื•ื™ืœ","ar.title.sierpinski":"ืคื™ืจืžื™ื“ืช ืกื™ืจืคื™ื ืกืงื™",back:"ื—ื–ืจื”",cartesian:"ืงืจื˜ื–ื™",clockwise:"ืขื ื›ื™ื•ื•ืŸ ื”ืฉืขื•ืŸ",counterClockwise:"ื ื’ื“ ื›ื™ื•ื•ืŸ ื”ืฉืขื•ืŸ",dependent:"ืชืœื•ื™",emf:"emf",eps:"eps",equal:"ืฉื•ื•ื™ื",exam_accept_app_self_lock:'Please allow "App Self-Lock" before starting the exam',exam_accept_pin:'ืื ื ืืคืฉืจื™ "ืงื™ื‘ื•ืข ืžืกืš" ืœืคื ื™ ืชื—ื™ืœืช ื”ืžื‘ื—ืŸ',exam_activity:"Activity",exam_alert:"Alert",exam_choose_calculator:"Please choose the calculator type for your exam:",exam_current_time:"ื–ืžืŸ ื‘ื—ื™ื ื” ืฉืขื‘ืจ",exam_custom_description:"ืื ื ื”ื—ืœื™ื˜ื™ ืื ื—ืœื•ื ื•ืช ื’ืื•ื’ื‘ืจื” ื”ื‘ืื™ื ื™ื”ื™ื• ืžื•ืฆื’ื™ื ื‘ืžื‘ื—ืŸ.",exam_custom_header:"ื’ืื•ื’ื‘ืจื” ืœืžื‘ื—ืŸ",exam_end_time:"ืฉืขืช ืกื™ื•ื ื”ืžื‘ื—ืŸ",exam_ended:"ืžื‘ื—ืŸ ื”ืกืชื™ื™ื",exam_exit_confirmation:"ื”ืื ืืช ื‘ืืžืช ืจื•ืฆื” ืœืฆืืช ืžืžืฆื‘ ื‘ื—ื™ื ื”?",exam_exit_header:"ืœืฆืืช ืžื”ืžื‘ื—ืŸ?",exam_instructions_before_start:'โ€ข ื—ื›ื™ ืœื”ื•ืจืืช ื”ืžื•ืจื” ืœืœื—ื•ืฅ ืขืœ "ื”ืชื—ืœ ื‘ื—ื™ื ื”"\nโ€ข ืืœ ืชืฆืื™ ืžืืคืœื™ืงืฆื™ื™ืช ื’ืื•ื’ื‘ืจื” ื‘ืžื”ืœืš ื”ื‘ื—ื™ื ื”\nโ€ข ื™ื•ืžืŸ ื”ื‘ื—ื™ื ื” ืžืจืื” ืืช ื–ืžื ื™ื ื‘ืžื”ืœืš ื”ื‘ื—ื™ื ื”\nโ€ข ืกืจื’ืœ ืžืฆื‘ ื™ืจื•ืง = ื”ื›ืœ ืชืงื™ื\nโ€ข ืกืจื’ืœ ืžืฆื‘ ืื“ื•ื = ืื–ืขืงืช ื”ืขืชืงื” (ืืช ื™ืฆืืช ืžืืคืœื™ืงืฆื™ื™ืช ื’ืื•ื’ื‘ืจื”)',exam_lock_button:"Lock app",exam_log_airplane_mode_off:"ืžืฆื‘ ื˜ื™ืกื” ื›ื‘ื•ื™",exam_log_airplane_mode_on:"ืžืฆื‘ ื˜ื™ืกื” ืžื•ืคืขืœ",exam_log_bluetooth_disabled:"โ€Bluetooth ืžื›ื•ื‘ื”",exam_log_bluetooth_enabled:"โ€Bluetooth ืžื•ืคืขืœ",exam_log_header:"ื™ื•ืžืŸ ื‘ื—ื™ื ื”",exam_log_header_calculator_time_check:"Exam log: %0 %1 %2",exam_log_pin:"ื™ื™ืฉื•ืžื•ืŸ ืžืฉื•ื“ืš",exam_log_screen_off:"ืžืกืš ืžื›ื•ื‘ื”",exam_log_screen_on:"ืžืกืš ืžื•ืคืขืœ",exam_log_show_screen_to_teacher:"ื”ืฆื™ื’ื™ ืžืกืš ื–ื” ืœืžื•ืจื” ืฉืœืš",exam_log_unpin:"ื™ื™ืฉื•ืžื•ืŸ ืžื ื•ืชืง",exam_log_wifi_disabled:"โ€WiFi ืžื›ื•ื‘ื”",exam_log_wifi_enabled:"โ€WiFi ืžื•ืคืขืœ",exam_log_window_entered:"ื›ื ื™ืกื” ืžื—ื•ื“ืฉืช ืœื—ืœื•ืŸ ื”ื‘ื—ื™ื ื”",exam_log_window_left:"ื™ืฆืืช ืžื—ืœื•ืŸ ื‘ื—ื™ื ื”",exam_menu_enter:"ื”ืชื—ืœืช ื‘ื—ื™ื ื”",exam_menu_enter_calculator_type:"Start Exam: %0",exam_menu_entry:"ืžืฆื‘ ื‘ื—ื™ื ื”",exam_menu_exit:"ื™ืฆื™ืื” ืžืžื‘ื—ืŸ",exam_not_supported:"ืžืฆื˜ืขืจื™ื, ืžืฆื‘ ื‘ื—ื™ื ื” ืฉืœ ื’ืื•ื’ื‘ืจื” ื ืชืžืš ืจืง ื‘ืื ื“ืจื•ื™ื“ ืžื’ืจืกื” 5 ื•ืžืขืœื”.",exam_not_supported_ios:"Sorry, GeoGebra Exam Mode is supported only on iOS 9.3.2 or later versions.",exam_pin:"ืงื™ื‘ื•ืข ื™ื™ืฉื•ืžื•ืŸ",exam_prepare_header:"ื”ื›ื ืช ืžืฆื‘ ื‘ื—ื™ื ื”",exam_set_airplane_mode_on:"ื”ืคืขืœ ืžืฆื‘ ื˜ื™ืกื” ื•ื›ื‘ื” ืจืฉืช ืืœื—ื•ื˜ื™ืช ื•-Bluetoothโ€ ืœื”ืžืฉืš",exam_start_button:"ื”ืชื—ืœืช ื‘ื—ื™ื ื”",exam_start_date:"ืชืืจื™ืš ืชื—ื™ืœืช ื‘ื—ื™ื ื”",exam_start_time:"ื–ืžืŸ ื”ืชื—ืœืช ื‘ื—ื™ื ื”",exam_started:"ื‘ื—ื™ื ื” ื”ืชื—ื™ืœื”",exam_views_deactivated:"ื—ืœื•ื ื•ืช ืฉื ืกื’ืจื•",firstAxisLength:"ืื•ืจืš ืฆื™ืจ ืจืืฉื•ืŸ",fixed:"ืงื‘ื•ืข","fncInspector.Curvature":"ืขืงืžื•ืžื™ื•ืช","fncInspector.Derivative":"ื ื’ื–ืจืช","fncInspector.Derivative2":"ื ื’ื–ืจืช ืฉื ื™ื”","fncInspector.Difference":"ื”ืคืจืฉ","fncInspector.Interval":"ืงื˜ืข","fncInspector.MultipleRoots":"ืฉื•ืจืฉื™ื ืžืจื•ื‘ื™ื","fncInspector.NoRoots":"ืื™ืŸ ืฉื•ืจืฉื™ื","fncInspector.Points":"ื ืงื•ื“ื•ืช","fncInspector.Property":"ืชื›ื•ื ื”","fncInspector.ShowArea":"ื”ืฆื’ ืฉื˜ื—","fncInspector.Value":"ืขืจืš","fncInspector.addColumn":"ื”ื•ืกืคืช ื˜ื•ืจ","fncInspector.removeColumn":"ื”ืกืจืช ื˜ื•ืจ ืื—ืจื•ืŸ","fncInspector.showOscCircle":"ื”ืฆื’ ืžืขื’ืœ ื ื™ืฉื•ืง","fncInspector.showTable":"ื”ืฆื’ ื˜ื‘ืœืช ื ืงื•ื“ื•ืช","fncInspector.showTangent":"ื”ืฆื’ ืงื• ืžืฉื™ืง","fncInspector.showXYLines":"ื”ืฆื’ ืงื•ื•ื™ ืžื™ืงื•ื โ€x,yโ€","fncInspector.step":"ื’ื•ื“ืœ ืฆืขื“ ืฉืœ ืขืจื›ื™ โ€xโ€",forceReflexAngle:"ืืœืฅ ื–ื•ื™ืช ื ื™ืฉืื”",forward:"ืงื“ื™ืžื”",free:"ื—ื•ืคืฉื™",horizontal:"ืื•ืคืงื™",html:"ื“ืฃ ืจืฉืช",insert_worksheet:"ื”ื›ื ืก ื’ื™ืœื™ื•ืŸ",jpg:"ืคื•ืจืžื˜ JPGโ€",materials:"ื—ื•ืžืจื™ื",math_apps:"ื’ืื•ื’ื‘ืจื” ืงืœืืกื™ืช",max:"ืžืงืกื™ืžื•ื",min:"ืžื™ื ื™ืžื•ื",off:"ื›ื™ื‘ื•ื™",on:"ืžื•ืคืขืœ",otherwise:"ืื—ืจืช",page:"Page",parallel:"ืžืงื‘ื™ืœ",pdf:"pdf",phone_change_visibility:"Change Visibility",phone_change_visibility_text:'If you share this private material, its visibility status will be changed to "Shared with Link".',phone_loading_materials_failed:"ืื ื• ืžืฆื˜ืขืจื™ื ืืš ื›ืจื’ืข ื”ื—ื•ืžืจื™ื ืœื ื ื’ื™ืฉื™ื.",phone_loading_materials_offline:"ื ื ื‘ื“ื•ืง ืืช ื”ื—ื™ื‘ื•ืจ ืฉืœืš ืœืื™ื ื˜ืจื ื˜.",phone_no_materials_found:"ืœื ื ืžืฆืื• ื—ื•ืžืจื™ื",phone_tour_done:"ื‘ื•ืฆืข",phone_try_again_loading:"ื ืกื” ืฉื•ื‘",png:"png",polar:"ืงื•ื˜ื‘ื™",resetConstruction:"ืื™ืชื—ื•ืœ ื‘ื ื™ื™ื”",search_geogebra_materials:"ื—ืคืฉ ื‘ื—ื•ืžืจื™ื ืฉืœ 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