' +
+ '
')
+ });
+ if (equationGroup.get('groupHeight').length) {
+
+ me.equationPickers.push(equationPicker);
+ me.toolbar.btnInsertEquation.menu.on('show:after', function () {
+
+ if (me.equationPickers.length) {
+ var element = $(this.el).find('.over').find('.menu-shape');
+ if (element.length) {
+ for (var i = 0; i < me.equationPickers.length; ++i) {
+ if (element[0].id == me.equationPickers[i].el.id) {
+ me.equationPickers[i].scroller.update({alwaysVisibleY: true});
+ me.equationPickers.splice(i, 1);
+ return;
+ }
+ }
+ }
+ }
+ });
+ }
+
+ equationPicker.on('item:click', function(picker, item, record, e) {
+ if (me.api) {
+ me.api.asc_AddMath(record.get('data').equationType);
+
+ if (me.toolbar.btnInsertText.pressed) {
+ me.toolbar.btnInsertText.toggle(false, true);
+ }
+ if (me.toolbar.btnInsertShape.pressed) {
+ me.toolbar.btnInsertShape.toggle(false, true);
+ }
+
+ if (e.type !== 'click')
+ me.toolbar.btnInsertEquation.menu.hide();
+ Common.NotificationCenter.trigger('edit:complete', me.toolbar, me.toolbar.btnInsertEquation);
+ Common.component.Analytics.trackEvent('ToolBar', 'Add Equation');
+ }
+ });
+ }
+ },
+
+ onInsertEquationClick: function() {
+ if (this.api && !this._state.in_equation) {
+ this.api.asc_AddMath();
+ Common.component.Analytics.trackEvent('ToolBar', 'Add Equation');
+ }
+ Common.NotificationCenter.trigger('edit:complete', this.toolbar, this.toolbar.btnInsertEquation);
+ },
+
+ onMathTypes: function(equation) {
+ var equationgrouparray = [],
+ equationsStore = this.getCollection('EquationGroups');
+
+ equationsStore.reset();
+
+ // equations groups
+
+ var c_oAscMathMainTypeStrings = {};
+
+ // [translate, count cells, scroll]
+
+ c_oAscMathMainTypeStrings[Common.define.c_oAscMathMainType.Symbol ] = [this.textSymbols, 11];
+ c_oAscMathMainTypeStrings[Common.define.c_oAscMathMainType.Fraction ] = [this.textFraction, 4];
+ c_oAscMathMainTypeStrings[Common.define.c_oAscMathMainType.Script ] = [this.textScript, 4];
+ c_oAscMathMainTypeStrings[Common.define.c_oAscMathMainType.Radical ] = [this.textRadical, 4];
+ c_oAscMathMainTypeStrings[Common.define.c_oAscMathMainType.Integral ] = [this.textIntegral, 3, true];
+ c_oAscMathMainTypeStrings[Common.define.c_oAscMathMainType.LargeOperator] = [this.textLargeOperator, 5, true];
+ c_oAscMathMainTypeStrings[Common.define.c_oAscMathMainType.Bracket ] = [this.textBracket, 4, true];
+ c_oAscMathMainTypeStrings[Common.define.c_oAscMathMainType.Function ] = [this.textFunction, 3, true];
+ c_oAscMathMainTypeStrings[Common.define.c_oAscMathMainType.Accent ] = [this.textAccent, 4];
+ c_oAscMathMainTypeStrings[Common.define.c_oAscMathMainType.LimitLog ] = [this.textLimitAndLog, 3];
+ c_oAscMathMainTypeStrings[Common.define.c_oAscMathMainType.Operator ] = [this.textOperator, 4];
+ c_oAscMathMainTypeStrings[Common.define.c_oAscMathMainType.Matrix ] = [this.textMatrix, 4, true];
+
+ // equations sub groups
+
+ // equations types
+
+ var translationTable = {}, name = '', translate = '';
+ for (name in Common.define.c_oAscMathType) {
+ if (Common.define.c_oAscMathType.hasOwnProperty(name)) {
+ var arr = name.split('_');
+ if (arr.length==2 && arr[0]=='Symbol') {
+ translate = 'txt' + arr[0] + '_' + arr[1].toLocaleLowerCase();
+ } else
+ translate = 'txt' + name;
+ translationTable[Common.define.c_oAscMathType[name]] = this[translate];
+ }
+ }
+
+ var i,id = 0, count = 0, length = 0, width = 0, height = 0, store = null, list = null, eqStore = null, eq = null;
+
+ if (equation) {
+
+ count = equation.get_Data().length;
+
+ if (count) {
+ for (var j = 0; j < count; ++j) {
+ id = equation.get_Data()[j].get_Id();
+ width = equation.get_Data()[j].get_W();
+ height = equation.get_Data()[j].get_H();
+
+ store = new Backbone.Collection([], {
+ model: SSE.Models.EquationModel
+ });
+
+ if (store) {
+
+ var allItemsCount = 0, itemsCount = 0, ids = 0;
+
+ length = equation.get_Data()[j].get_Data().length;
+
+ for (i = 0; i < length; ++i) {
+ eqStore = equation.get_Data()[j].get_Data()[i];
+
+ itemsCount = eqStore.get_Data().length;
+ for (var p = 0; p < itemsCount; ++p) {
+
+ eq = eqStore.get_Data()[p];
+ ids = eq.get_Id();
+
+ translate = '';
+
+ if (translationTable.hasOwnProperty(ids)) {
+ translate = translationTable[ids];
+ }
+
+ store.add({
+ data : {equationType: ids},
+ tip : translate,
+ allowSelected : true,
+ selected : false,
+ width : eqStore.get_W(),
+ height : eqStore.get_H(),
+ posX : -eq.get_X(),
+ posY : -eq.get_Y()
+ });
+ }
+
+ allItemsCount += itemsCount;
+ }
+
+ width = c_oAscMathMainTypeStrings[id][1] * (width + 10); // 4px margin + 4px margin + 1px border + 1px border
+
+ var normHeight = parseInt(370 / (height + 10)) * (height + 10);
+ equationgrouparray.push({
+ groupName : c_oAscMathMainTypeStrings[id][0],
+ groupStore : store,
+ groupWidth : width,
+ groupHeight : c_oAscMathMainTypeStrings[id][2] ? ' height:'+ normHeight +'px!important; ' : ''
+ });
+ }
+ }
+
+ equationsStore.add(equationgrouparray);
+
+ this.fillEquations();
+ }
+ }
+ },
+
attachToControlEvents: function() {
// this.control({
// 'menu[action=table-templates]':{
@@ -2096,7 +2296,8 @@ define([
is_shape_text = seltype == Asc.c_oAscSelectionType.RangeShapeText,
is_shape = seltype == Asc.c_oAscSelectionType.RangeShape,
is_image = seltype == Asc.c_oAscSelectionType.RangeImage,
- is_mode_2 = is_shape_text || is_shape || is_chart_text || is_chart;
+ is_equation = seltype == Asc.c_oAscSelectionType.RangeMath,
+ is_mode_2 = is_shape_text || is_shape || is_chart_text || is_chart || is_equation;
if ( coauth_disable ) {
toolbar.lockToolbar(SSE.enumLock.coAuth, coauth_disable);
@@ -2109,6 +2310,7 @@ define([
case Asc.c_oAscSelectionType.RangeShapeText: type = _set.selShapeText; break;
case Asc.c_oAscSelectionType.RangeChart: type = _set.selChart; break;
case Asc.c_oAscSelectionType.RangeChartText: type = _set.selChartText; break;
+ case Asc.c_oAscSelectionType.RangeMath: type = _set.selEquation; break;
}
toolbar.lockToolbar(type, type != seltype, {
@@ -2123,7 +2325,7 @@ define([
toolbar.mnuitemClearFilter
],
merge: true,
- clear: [_set.selImage, _set.selChart, _set.selChartText, _set.selShape, _set.selShapeText, _set.coAuth]
+ clear: [_set.selImage, _set.selChart, _set.selChartText, _set.selShape, _set.selShapeText, _set.selEquation, _set.coAuth]
});
}
@@ -2275,6 +2477,347 @@ define([
textWarning : 'Warning',
textFontSizeErr : 'The entered value is incorrect.
Please enter a numeric value between 1 and 409',
textCancel : 'Cancel',
- confirmAddFontName : 'The font you are going to save is not available on the current device.
The text style will be displayed using one of the device fonts, the saved font will be used when it is available.
Do you want to continue?'
+ confirmAddFontName : 'The font you are going to save is not available on the current device.
The text style will be displayed using one of the device fonts, the saved font will be used when it is available.
Do you want to continue?',
+ textSymbols : 'Symbols',
+ textFraction : 'Fraction',
+ textScript : 'Script',
+ textRadical : 'Radical',
+ textIntegral : 'Integral',
+ textLargeOperator : 'Large Operator',
+ textBracket : 'Bracket',
+ textFunction : 'Function',
+ textAccent : 'Accent',
+ textLimitAndLog : 'Limit And Log',
+ textOperator : 'Operator',
+ textMatrix : 'Matrix',
+
+ txtSymbol_pm : 'Plus Minus',
+ txtSymbol_infinity : 'Infinity',
+ txtSymbol_equals : 'Equal',
+ txtSymbol_neq : 'Not Equal To',
+ txtSymbol_about : 'Approximately',
+ txtSymbol_times : 'Multiplication Sign',
+ txtSymbol_div : 'Division Sign',
+ txtSymbol_factorial : 'Factorial',
+ txtSymbol_propto : 'Proportional To',
+ txtSymbol_less : 'Less Than',
+ txtSymbol_ll : 'Much Less Than',
+ txtSymbol_greater : 'Greater Than',
+ txtSymbol_gg : 'Much Greater Than',
+ txtSymbol_leq : 'Less Than or Equal To',
+ txtSymbol_geq : 'Greater Than or Equal To',
+ txtSymbol_mp : 'Minus Plus',
+ txtSymbol_cong : 'Approximately Equal To',
+ txtSymbol_approx : 'Almost Equal To',
+ txtSymbol_equiv : 'Identical To',
+ txtSymbol_forall : 'For All',
+ txtSymbol_additional : 'Complement',
+ txtSymbol_partial : 'Partial Differential',
+ txtSymbol_sqrt : 'Radical Sign',
+ txtSymbol_cbrt : 'Cube Root',
+ txtSymbol_qdrt : 'Fourth Root',
+ txtSymbol_cup : 'Union',
+ txtSymbol_cap : 'Intersection',
+ txtSymbol_emptyset : 'Empty Set',
+ txtSymbol_percent : 'Percentage',
+ txtSymbol_degree : 'Degrees',
+ txtSymbol_fahrenheit : 'Degrees Fahrenheit',
+ txtSymbol_celsius : 'Degrees Celsius',
+ txtSymbol_inc : 'Increment',
+ txtSymbol_nabla : 'Nabla',
+ txtSymbol_exists : 'There Exist',
+ txtSymbol_notexists : 'There Does Not Exist',
+ txtSymbol_in : 'Element Of',
+ txtSymbol_ni : 'Contains as Member',
+ txtSymbol_leftarrow : 'Left Arrow',
+ txtSymbol_uparrow : 'Up Arrow',
+ txtSymbol_rightarrow : 'Right Arrow',
+ txtSymbol_downarrow : 'Down Arrow',
+ txtSymbol_leftrightarrow : 'Left-Right Arrow',
+ txtSymbol_therefore : 'Therefore',
+ txtSymbol_plus : 'Plus',
+ txtSymbol_minus : 'Minus',
+ txtSymbol_not : 'Not Sign',
+ txtSymbol_ast : 'Asterisk Operator',
+ txtSymbol_bullet : 'Bulet Operator',
+ txtSymbol_vdots : 'Vertical Ellipsis',
+ txtSymbol_cdots : 'Midline Horizontal Ellipsis',
+ txtSymbol_rddots : 'Up Right Diagonal Ellipsis',
+ txtSymbol_ddots : 'Down Right Diagonal Ellipsis',
+ txtSymbol_aleph : 'Alef',
+ txtSymbol_beth : 'Bet',
+ txtSymbol_qed : 'End of Proof',
+ txtSymbol_alpha : 'Alpha',
+ txtSymbol_beta : 'Beta',
+ txtSymbol_gamma : 'Gamma',
+ txtSymbol_delta : 'Delta',
+ txtSymbol_varepsilon : 'Epsilon Variant',
+ txtSymbol_epsilon : 'Epsilon',
+ txtSymbol_zeta : 'Zeta',
+ txtSymbol_eta : 'Eta',
+ txtSymbol_theta : 'Theta',
+ txtSymbol_vartheta : 'Theta Variant',
+ txtSymbol_iota : 'Iota',
+ txtSymbol_kappa : 'Kappa',
+ txtSymbol_lambda : 'Lambda',
+ txtSymbol_mu : 'Mu',
+ txtSymbol_nu : 'Nu',
+ txtSymbol_xsi : 'Xi',
+ txtSymbol_o : 'Omicron',
+ txtSymbol_pi : 'Pi',
+ txtSymbol_varpi : 'Pi Variant',
+ txtSymbol_rho : 'Rho',
+ txtSymbol_varrho : 'Rho Variant',
+ txtSymbol_sigma : 'Sigma',
+ txtSymbol_varsigma : 'Sigma Variant',
+ txtSymbol_tau : 'Tau',
+ txtSymbol_upsilon : 'Upsilon',
+ txtSymbol_varphi : 'Phi Variant',
+ txtSymbol_phi : 'Phi',
+ txtSymbol_chi : 'Chi',
+ txtSymbol_psi : 'Psi',
+ txtSymbol_omega : 'Omega',
+
+ txtFractionVertical : 'Stacked Fraction',
+ txtFractionDiagonal : 'Skewed Fraction',
+ txtFractionHorizontal : 'Linear Fraction',
+ txtFractionSmall : 'Small Fraction',
+ txtFractionDifferential_1 : 'Differential',
+ txtFractionDifferential_2 : 'Differential',
+ txtFractionDifferential_3 : 'Differential',
+ txtFractionDifferential_4 : 'Differential',
+ txtFractionPi_2 : 'Pi Over 2',
+
+ txtScriptSup : 'Superscript',
+ txtScriptSub : 'Subscript',
+ txtScriptSubSup : 'Subscript-Superscript',
+ txtScriptSubSupLeft : 'Left Subscript-Superscript',
+ txtScriptCustom_1 : 'Script',
+ txtScriptCustom_2 : 'Script',
+ txtScriptCustom_3 : 'Script',
+ txtScriptCustom_4 : 'Script',
+
+ txtRadicalSqrt : 'Square Root',
+ txtRadicalRoot_n : 'Radical With Degree',
+ txtRadicalRoot_2 : 'Square Root With Degree',
+ txtRadicalRoot_3 : 'Cubic Root',
+ txtRadicalCustom_1 : 'Radical',
+ txtRadicalCustom_2 : 'Radical',
+
+ txtIntegral : 'Integral',
+ txtIntegralSubSup : 'Integral',
+ txtIntegralCenterSubSup : 'Integral',
+ txtIntegralDouble : 'Double Integral',
+ txtIntegralDoubleSubSup : 'Double Integral',
+ txtIntegralDoubleCenterSubSup : 'Double Integral',
+ txtIntegralTriple : 'Triple Integral',
+ txtIntegralTripleSubSup : 'Triple Integral',
+ txtIntegralTripleCenterSubSup : 'Triple Integral',
+ txtIntegralOriented : 'Contour Integral',
+ txtIntegralOrientedSubSup : 'Contour Integral',
+ txtIntegralOrientedCenterSubSup : 'Contour Integral',
+ txtIntegralOrientedDouble : 'Surface Integral',
+ txtIntegralOrientedDoubleSubSup : 'Surface Integral',
+ txtIntegralOrientedDoubleCenterSubSup : 'Surface Integral',
+ txtIntegralOrientedTriple : 'Volume Integral',
+ txtIntegralOrientedTripleSubSup : 'Volume Integral',
+ txtIntegralOrientedTripleCenterSubSup : 'Volume Integral',
+ txtIntegral_dx : 'Differential x',
+ txtIntegral_dy : 'Differential y',
+ txtIntegral_dtheta : 'Differential theta',
+
+ txtLargeOperator_Sum : 'Summation',
+ txtLargeOperator_Sum_CenterSubSup : 'Summation',
+ txtLargeOperator_Sum_SubSup : 'Summation',
+ txtLargeOperator_Sum_CenterSub : 'Summation',
+ txtLargeOperator_Sum_Sub : 'Summation',
+ txtLargeOperator_Prod : 'Product',
+ txtLargeOperator_Prod_CenterSubSup : 'Product',
+ txtLargeOperator_Prod_SubSup : 'Product',
+ txtLargeOperator_Prod_CenterSub : 'Product',
+ txtLargeOperator_Prod_Sub : 'Product',
+ txtLargeOperator_CoProd : 'Co-Product',
+ txtLargeOperator_CoProd_CenterSubSup : 'Co-Product',
+ txtLargeOperator_CoProd_SubSup : 'Co-Product',
+ txtLargeOperator_CoProd_CenterSub : 'Co-Product',
+ txtLargeOperator_CoProd_Sub : 'Co-Product',
+ txtLargeOperator_Union : 'Union',
+ txtLargeOperator_Union_CenterSubSup : 'Union',
+ txtLargeOperator_Union_SubSup : 'Union',
+ txtLargeOperator_Union_CenterSub : 'Union',
+ txtLargeOperator_Union_Sub : 'Union',
+ txtLargeOperator_Intersection : 'Intersection',
+ txtLargeOperator_Intersection_CenterSubSup : 'Intersection',
+ txtLargeOperator_Intersection_SubSup : 'Intersection',
+ txtLargeOperator_Intersection_CenterSub : 'Intersection',
+ txtLargeOperator_Intersection_Sub : 'Intersection',
+ txtLargeOperator_Disjunction : 'Vee',
+ txtLargeOperator_Disjunction_CenterSubSup : 'Vee',
+ txtLargeOperator_Disjunction_SubSup : 'Vee',
+ txtLargeOperator_Disjunction_CenterSub : 'Vee',
+ txtLargeOperator_Disjunction_Sub : 'Vee',
+ txtLargeOperator_Conjunction : 'Wedge',
+ txtLargeOperator_Conjunction_CenterSubSup : 'Wedge',
+ txtLargeOperator_Conjunction_SubSup : 'Wedge',
+ txtLargeOperator_Conjunction_CenterSub : 'Wedge',
+ txtLargeOperator_Conjunction_Sub : 'Wedge',
+ txtLargeOperator_Custom_1 : 'Summation',
+ txtLargeOperator_Custom_2 : 'Summation',
+ txtLargeOperator_Custom_3 : 'Summation',
+ txtLargeOperator_Custom_4 : 'Product',
+ txtLargeOperator_Custom_5 : 'Union',
+
+ txtBracket_Round : 'Brackets',
+ txtBracket_Square : 'Brackets',
+ txtBracket_Curve : 'Brackets',
+ txtBracket_Angle : 'Brackets',
+ txtBracket_LowLim : 'Brackets',
+ txtBracket_UppLim : 'Brackets',
+ txtBracket_Line : 'Brackets',
+ txtBracket_LineDouble : 'Brackets',
+ txtBracket_Square_OpenOpen : 'Brackets',
+ txtBracket_Square_CloseClose : 'Brackets',
+ txtBracket_Square_CloseOpen : 'Brackets',
+ txtBracket_SquareDouble : 'Brackets',
+
+ txtBracket_Round_Delimiter_2 : 'Brackets with Separators',
+ txtBracket_Curve_Delimiter_2 : 'Brackets with Separators',
+ txtBracket_Angle_Delimiter_2 : 'Brackets with Separators',
+ txtBracket_Angle_Delimiter_3 : 'Brackets with Separators',
+ txtBracket_Round_OpenNone : 'Single Bracket',
+ txtBracket_Round_NoneOpen : 'Single Bracket',
+ txtBracket_Square_OpenNone : 'Single Bracket',
+ txtBracket_Square_NoneOpen : 'Single Bracket',
+ txtBracket_Curve_OpenNone : 'Single Bracket',
+ txtBracket_Curve_NoneOpen : 'Single Bracket',
+ txtBracket_Angle_OpenNone : 'Single Bracket',
+ txtBracket_Angle_NoneOpen : 'Single Bracket',
+ txtBracket_LowLim_OpenNone : 'Single Bracket',
+ txtBracket_LowLim_NoneNone : 'Single Bracket',
+ txtBracket_UppLim_OpenNone : 'Single Bracket',
+ txtBracket_UppLim_NoneOpen : 'Single Bracket',
+ txtBracket_Line_OpenNone : 'Single Bracket',
+ txtBracket_Line_NoneOpen : 'Single Bracket',
+ txtBracket_LineDouble_OpenNone : 'Single Bracket',
+ txtBracket_LineDouble_NoneOpen : 'Single Bracket',
+ txtBracket_SquareDouble_OpenNone : 'Single Bracket',
+ txtBracket_SquareDouble_NoneOpen : 'Single Bracket',
+ txtBracket_Custom_1 : 'Case (Two Conditions)',
+ txtBracket_Custom_2 : 'Cases (Three Conditions)',
+ txtBracket_Custom_3 : 'Stack Object',
+ txtBracket_Custom_4 : 'Stack Object',
+ txtBracket_Custom_5 : 'Cases Example',
+ txtBracket_Custom_6 : 'Binomial Coefficient',
+ txtBracket_Custom_7 : 'Binomial Coefficient',
+
+ txtFunction_Sin : 'Sine Function',
+ txtFunction_Cos : 'Cosine Function',
+ txtFunction_Tan : 'Tangent Function',
+ txtFunction_Csc : 'Cosecant Function',
+ txtFunction_Sec : 'Secant Function',
+ txtFunction_Cot : 'Cotangent Function',
+ txtFunction_1_Sin : 'Inverse Sine Function',
+ txtFunction_1_Cos : 'Inverse Cosine Function',
+ txtFunction_1_Tan : 'Inverse Tangent Function',
+ txtFunction_1_Csc : 'Inverse Cosecant Function',
+ txtFunction_1_Sec : 'Inverse Secant Function',
+ txtFunction_1_Cot : 'Inverse Cotangent Function',
+ txtFunction_Sinh : 'Hyperbolic Sine Function',
+ txtFunction_Cosh : 'Hyperbolic Cosine Function',
+ txtFunction_Tanh : 'Hyperbolic Tangent Function',
+ txtFunction_Csch : 'Hyperbolic Cosecant Function',
+ txtFunction_Sech : 'Hyperbolic Secant Function',
+ txtFunction_Coth : 'Hyperbolic Cotangent Function',
+ txtFunction_1_Sinh : 'Hyperbolic Inverse Sine Function',
+ txtFunction_1_Cosh : 'Hyperbolic Inverse Cosine Function',
+ txtFunction_1_Tanh : 'Hyperbolic Inverse Tangent Function',
+ txtFunction_1_Csch : 'Hyperbolic Inverse Cosecant Function',
+ txtFunction_1_Sech : 'Hyperbolic Inverse Secant Function',
+ txtFunction_1_Coth : 'Hyperbolic Inverse Cotangent Function',
+ txtFunction_Custom_1 : 'Sine theta',
+ txtFunction_Custom_2 : 'Cos 2x',
+ txtFunction_Custom_3 : 'Tangent formula',
+
+ txtAccent_Dot : 'Dot',
+ txtAccent_DDot : 'Double Dot',
+ txtAccent_DDDot : 'Triple Dot',
+ txtAccent_Hat : 'Hat',
+ txtAccent_Check : 'Check',
+ txtAccent_Accent : 'Acute',
+ txtAccent_Grave : 'Grave',
+ txtAccent_Smile : 'Breve',
+ txtAccent_Tilde : 'Tilde',
+ txtAccent_Bar : 'Bar',
+ txtAccent_DoubleBar : 'Double Overbar',
+ txtAccent_CurveBracketTop : 'Overbrace',
+ txtAccent_CurveBracketBot : 'Underbrace',
+ txtAccent_GroupTop : 'Grouping Character Above',
+ txtAccent_GroupBot : 'Grouping Character Below',
+ txtAccent_ArrowL : 'Leftwards Arrow Above',
+ txtAccent_ArrowR : 'Rightwards Arrow Above',
+ txtAccent_ArrowD : 'Right-Left Arrow Above',
+ txtAccent_HarpoonL : 'Leftwards Harpoon Above',
+ txtAccent_HarpoonR : 'Rightwards Harpoon Above',
+ txtAccent_BorderBox : 'Boxed Formula (With Placeholder)',
+ txtAccent_BorderBoxCustom : 'Boxed Formula (Example)',
+ txtAccent_BarTop : 'Overbar',
+ txtAccent_BarBot : 'Underbar',
+ txtAccent_Custom_1 : 'Vector A',
+ txtAccent_Custom_2 : 'ABC With Overbar',
+ txtAccent_Custom_3 : 'x XOR y With Overbar',
+
+ txtLimitLog_LogBase : 'Logarithm',
+ txtLimitLog_Log : 'Logarithm',
+ txtLimitLog_Lim : 'Limit',
+ txtLimitLog_Min : 'Minimum',
+ txtLimitLog_Max : 'Maximum',
+ txtLimitLog_Ln : 'Natural Logarithm',
+ txtLimitLog_Custom_1 : 'Limit Example',
+ txtLimitLog_Custom_2 : 'Maximum Example',
+
+ txtOperator_ColonEquals : 'Colon Equal',
+ txtOperator_EqualsEquals : 'Equal Equal',
+ txtOperator_PlusEquals : 'Plus Equal',
+ txtOperator_MinusEquals : 'Minus Equal',
+ txtOperator_Definition : 'Equal to By Definition',
+ txtOperator_UnitOfMeasure : 'Measured By',
+ txtOperator_DeltaEquals : 'Delta Equal To',
+ txtOperator_ArrowL_Top : 'Leftwards Arrow Above',
+ txtOperator_ArrowR_Top : 'Rightwards Arrow Above',
+ txtOperator_ArrowL_Bot : 'Leftwards Arrow Below',
+ txtOperator_ArrowR_Bot : 'Rightwards Arrow Below',
+ txtOperator_DoubleArrowL_Top : 'Leftwards Arrow Above',
+ txtOperator_DoubleArrowR_Top : 'Rightwards Arrow Above',
+ txtOperator_DoubleArrowL_Bot : 'Leftwards Arrow Below',
+ txtOperator_DoubleArrowR_Bot : 'Rightwards Arrow Below',
+ txtOperator_ArrowD_Top : 'Right-Left Arrow Above',
+ txtOperator_ArrowD_Bot : 'Right-Left Arrow Above',
+ txtOperator_DoubleArrowD_Top : 'Right-Left Arrow Below',
+ txtOperator_DoubleArrowD_Bot : 'Right-Left Arrow Below',
+ txtOperator_Custom_1 : 'Yileds',
+ txtOperator_Custom_2 : 'Delta Yields',
+
+ txtMatrix_1_2 : '1x2 Empty Matrix',
+ txtMatrix_2_1 : '2x1 Empty Matrix',
+ txtMatrix_1_3 : '1x3 Empty Matrix',
+ txtMatrix_3_1 : '3x1 Empty Matrix',
+ txtMatrix_2_2 : '2x2 Empty Matrix',
+ txtMatrix_2_3 : '2x3 Empty Matrix',
+ txtMatrix_3_2 : '3x2 Empty Matrix',
+ txtMatrix_3_3 : '3x3 Empty Matrix',
+ txtMatrix_Dots_Center : 'Midline Dots',
+ txtMatrix_Dots_Baseline : 'Baseline Dots',
+ txtMatrix_Dots_Vertical : 'Vertical Dots',
+ txtMatrix_Dots_Diagonal : 'Diagonal Dots',
+ txtMatrix_Identity_2 : '2x2 Identity Matrix',
+ txtMatrix_Identity_2_NoZeros : '3x3 Identity Matrix',
+ txtMatrix_Identity_3 : '3x3 Identity Matrix',
+ txtMatrix_Identity_3_NoZeros : '3x3 Identity Matrix',
+ txtMatrix_2_2_RoundBracket : 'Empty Matrix with Brackets',
+ txtMatrix_2_2_SquareBracket : 'Empty Matrix with Brackets',
+ txtMatrix_2_2_LineBracket : 'Empty Matrix with Brackets',
+ txtMatrix_2_2_DLineBracket : 'Empty Matrix with Brackets',
+ txtMatrix_Flat_Round : 'Sparse Matrix',
+ txtMatrix_Flat_Square : 'Sparse Matrix'
}, SSE.Controllers.Toolbar || {}));
});
\ No newline at end of file
diff --git a/apps/spreadsheeteditor/main/app/model/EquationGroup.js b/apps/spreadsheeteditor/main/app/model/EquationGroup.js
new file mode 100644
index 000000000..90c6059fd
--- /dev/null
+++ b/apps/spreadsheeteditor/main/app/model/EquationGroup.js
@@ -0,0 +1,71 @@
+/*
+ *
+ * (c) Copyright Ascensio System Limited 2010-2016
+ *
+ * This program is a free software product. You can redistribute it and/or
+ * modify it under the terms of the GNU Affero General Public License (AGPL)
+ * version 3 as published by the Free Software Foundation. In accordance with
+ * Section 7(a) of the GNU AGPL its Section 15 shall be amended to the effect
+ * that Ascensio System SIA expressly excludes the warranty of non-infringement
+ * of any third-party rights.
+ *
+ * This program is distributed WITHOUT ANY WARRANTY; without even the implied
+ * warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. For
+ * details, see the GNU AGPL at: http://www.gnu.org/licenses/agpl-3.0.html
+ *
+ * You can contact Ascensio System SIA at Lubanas st. 125a-25, Riga, Latvia,
+ * EU, LV-1021.
+ *
+ * The interactive user interfaces in modified source and object code versions
+ * of the Program must display Appropriate Legal Notices, as required under
+ * Section 5 of the GNU AGPL version 3.
+ *
+ * Pursuant to Section 7(b) of the License you must retain the original Product
+ * logo when distributing the program. Pursuant to Section 7(e) we decline to
+ * grant you any rights under trademark law for use of our trademarks.
+ *
+ * All the Product's GUI elements, including illustrations and icon sets, as
+ * well as technical writing content are licensed under the terms of the
+ * Creative Commons Attribution-ShareAlike 4.0 International. See the License
+ * terms at http://creativecommons.org/licenses/by-sa/4.0/legalcode
+ *
+*/
+/**
+ * EquationGroup.js
+ *
+ * Created by Alexey Musinov on 29/10/14
+ * Copyright (c) 2014 Ascensio System SIA. All rights reserved.
+ *
+ */
+
+
+define([
+ 'backbone'
+], function(Backbone){ 'use strict';
+
+ SSE.Models = SSE.Models || {};
+
+ SSE.Models.EquationModel = Backbone.Model.extend({
+ defaults: function() {
+ return {
+ id : Common.UI.getId(),
+ data : null,
+ width : 0,
+ height : 0,
+ posX : 0,
+ posY : 0
+ }
+ }
+ });
+
+ SSE.Models.EquationGroup = Backbone.Model.extend({
+ defaults: function() {
+ return {
+ id : Common.UI.getId(),
+ groupName : null,
+ groupId : null,
+ groupStore : null
+ }
+ }
+ });
+});
diff --git a/apps/spreadsheeteditor/main/app/template/Toolbar.template b/apps/spreadsheeteditor/main/app/template/Toolbar.template
index 0553bdad6..201a58329 100644
--- a/apps/spreadsheeteditor/main/app/template/Toolbar.template
+++ b/apps/spreadsheeteditor/main/app/template/Toolbar.template
@@ -222,7 +222,8 @@
-
+
+