diff --git a/Documentation/GUI Source/Source.pptx b/Documentation/GUI Source/Source.pptx
index f427d003e982e454d26ca3280d5c83aa33799858..c89f0e2f0f9830012566c746ba1b70d323b2cf10 100644
Binary files a/Documentation/GUI Source/Source.pptx and b/Documentation/GUI Source/Source.pptx differ
diff --git a/Documentation/User Manual Source/Release Notes Vecto3.x.pdf b/Documentation/User Manual Source/Release Notes Vecto3.x.pdf
index f4fd08c9171912a98a390276108b8255e24260bb..164e9f8fcdb9178ccd05f84ee40d78f1c38fc075 100644
Binary files a/Documentation/User Manual Source/Release Notes Vecto3.x.pdf and b/Documentation/User Manual Source/Release Notes Vecto3.x.pdf differ
diff --git a/Documentation/User Manual/3-simulation-models/Driver_LAC.md b/Documentation/User Manual/3-simulation-models/Driver_LAC.md
index ab4f5655def5d21135dd3fb82250a56b1f6bb6cf..26bcebb9d8f20587f8fed1fab05de460fd936c6e 100644
--- a/Documentation/User Manual/3-simulation-models/Driver_LAC.md	
+++ b/Documentation/User Manual/3-simulation-models/Driver_LAC.md	
@@ -34,7 +34,7 @@ Parameters in [Job File](#job-file):
 
 In engineering mode the parameters can be freely chosen while in declaration mode the default values are used.
 
-![](pics/Vecto-UI_LAC.svg)
+![](pics/Vecto-UI_LAC.png)
 
 #### Decision Factor for target velocity lookup (DF~vel~)
 
diff --git a/Documentation/User Manual/help.html b/Documentation/User Manual/help.html
index 2a6a555ee01320c7d8b264602a409d55376b8adf..e10ab96824cb36f59e3eaaed4b18ea6ee180be4f 100644
--- a/Documentation/User Manual/help.html	
+++ b/Documentation/User Manual/help.html	
@@ -167,12 +167,12 @@
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o=n(Array.from(this.configuration.handlers.keys())),i=o.next();!i.done;i=o.next()){var a=i.value;r+=a+": "+this.configuration.handlers.get(a)+"\n"}}catch(e){t={error:e}}finally{try{i&&!i.done&&(e=o.return)&&e.call(o)}finally{if(t)throw t.error}}return r},t.prototype.Parse=function(){for(var t;this.i<this.string.length;)t=this.getCodePoint(),this.i+=t.length,this.parse("character",[this,t])},t.prototype.Push=function(t){t instanceof c.AbstractMmlNode&&t.isInferred?this.PushAll(t.childNodes):this.stack.Push(t)},t.prototype.PushAll=function(t){var e,r;try{for(var o=n(t),i=o.next();!i.done;i=o.next()){var a=i.value;this.stack.Push(a)}}catch(t){e={error:t}}finally{try{i&&!i.done&&(r=o.return)&&r.call(o)}finally{if(e)throw e.error}}},t.prototype.mml=function(){if(!this.stack.Top().isKind("mml"))return null;var t=this.stack.Top().First;return this.configuration.popParser(),t},t.prototype.convertDelimiter=function(t){var e=this.lookup("delimiter",t);return e?e.char:null},t.prototype.getCodePoint=function(){var t=this.string.codePointAt(this.i);return void 0===t?"":String.fromCodePoint(t)},t.prototype.nextIsSpace=function(){return!!this.string.charAt(this.i).match(/\s/)},t.prototype.GetNext=function(){for(;this.nextIsSpace();)this.i++;return this.getCodePoint()},t.prototype.GetCS=function(){var t=this.string.slice(this.i).match(/^(([a-z]+) ?|[\uD800-\uDBFF].|.)/i);return t?(this.i+=t[0].length,t[2]||t[1]):(this.i++," ")},t.prototype.GetArgument=function(t,e){switch(this.GetNext()){case"":if(!e)throw new l.default("MissingArgFor","Missing argument for %1",this.currentCS);return null;case"}":if(!e)throw new l.default("ExtraCloseMissingOpen","Extra close brace or missing open brace");return null;case"\\":return this.i++,"\\"+this.GetCS();case"{":for(var r=++this.i,n=1;this.i<this.string.length;)switch(this.string.charAt(this.i++)){case"\\":this.i++;break;case"{":n++;break;case"}":if(0==--n)return this.string.slice(r,this.i-1)}throw new l.default("MissingCloseBrace","Missing close brace")}var o=this.getCodePoint();return this.i+=o.length,o},t.prototype.GetBrackets=function(t,e){if("["!==this.GetNext())return e;for(var r=++this.i,n=0;this.i<this.string.length;)switch(this.string.charAt(this.i++)){case"{":n++;break;case"\\":this.i++;break;case"}":if(n--<=0)throw new l.default("ExtraCloseLooking","Extra close brace while looking for %1","']'");break;case"]":if(0===n)return this.string.slice(r,this.i-1)}throw new l.default("MissingCloseBracket","Could not find closing ']' for argument to %1",this.currentCS)},t.prototype.GetDelimiter=function(t,e){var r=this.GetNext();if(this.i+=r.length,this.i<=this.string.length&&("\\"===r?r+=this.GetCS():"{"===r&&e&&(this.i--,r=this.GetArgument(t).trim()),this.contains("delimiter",r)))return this.convertDelimiter(r);throw new l.default("MissingOrUnrecognizedDelim","Missing or unrecognized delimiter for %1",this.currentCS)},t.prototype.GetDimen=function(t){if("{"===this.GetNext()){var e=this.GetArgument(t),r=o(a.default.matchDimen(e),2),n=r[0],i=r[1];if(n)return n+i}else{e=this.string.slice(this.i);var s=o(a.default.matchDimen(e,!0),3),c=(n=s[0],i=s[1],s[2]);if(n)return this.i+=c,n+i}throw new l.default("MissingDimOrUnits","Missing dimension or its units for %1",this.currentCS)},t.prototype.GetUpTo=function(t,e){for(;this.nextIsSpace();)this.i++;for(var r=this.i,n=0;this.i<this.string.length;){var o=this.i,i=this.GetNext();switch(this.i+=i.length,i){case"\\":i+=this.GetCS();break;case"{":n++;break;case"}":if(0===n)throw new l.default("ExtraCloseLooking","Extra close brace while looking for %1",e);n--}if(0===n&&i===e)return this.string.slice(r,o)}throw new l.default("TokenNotFoundForCommand","Could not find %1 for %2",e,this.currentCS)},t.prototype.ParseArg=function(e){return new t(this.GetArgument(e),this.stack.env,this.configuration).mml()},t.prototype.ParseUpTo=function(e,r){return new t(this.GetUpTo(e,r),this.stack.env,this.configuration).mml()},t.prototype.GetDelimiterArg=function(t){var e=a.default.trimSpaces(this.GetArgument(t));if(""===e)return null;if(this.contains("delimiter",e))return e;throw new l.default("MissingOrUnrecognizedDelim","Missing or unrecognized delimiter for %1",this.currentCS)},t.prototype.GetStar=function(){var t="*"===this.GetNext();return t&&this.i++,t},t.prototype.create=function(t){for(var e,r=[],n=1;n<arguments.length;n++)r[n-1]=arguments[n];return(e=this.configuration.nodeFactory).create.apply(e,i([t],o(r)))},t}();e.default=u},8174:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.ActionConfiguration=e.ActionMethods=void 0;var n=r(9899),o=r(8417),i=r(9140),a=r(7693);e.ActionMethods={},e.ActionMethods.Macro=a.default.Macro,e.ActionMethods.Toggle=function(t,e){for(var r,n=[];"\\endtoggle"!==(r=t.GetArgument(e));)n.push(new o.default(r,t.stack.env,t.configuration).mml());t.Push(t.create("node","maction",n,{actiontype:"toggle"}))},e.ActionMethods.Mathtip=function(t,e){var r=t.ParseArg(e),n=t.ParseArg(e);t.Push(t.create("node","maction",[r,n],{actiontype:"tooltip"}))},new i.CommandMap("action-macros",{toggle:"Toggle",mathtip:"Mathtip",texttip:["Macro","\\mathtip{#1}{\\text{#2}}",2]},e.ActionMethods),e.ActionConfiguration=n.Configuration.create("action",{handler:{macro:["action-macros"]}})},8021:function(t,e,r){var n,o,i=this&&this.__extends||(n=function(t,e){return(n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])})(t,e)},function(t,e){if("function"!=typeof e&&null!==e)throw new TypeError("Class extends value "+String(e)+" is not a constructor or null");function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});Object.defineProperty(e,"__esModule",{value:!0}),e.AmsConfiguration=e.AmsTags=void 0;var a=r(9899),s=r(2790),l=r(6521),c=r(4387);r(7379);var u=r(9140),p=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return i(e,t),e}(l.AbstractTags);e.AmsTags=p;e.AmsConfiguration=a.Configuration.create("ams",{handler:{delimiter:["AMSsymbols-delimiter","AMSmath-delimiter"],macro:["AMSsymbols-mathchar0mi","AMSsymbols-mathchar0mo","AMSsymbols-delimiter","AMSsymbols-macros","AMSmath-mathchar0mo","AMSmath-macros","AMSmath-delimiter"],environment:["AMSmath-environment"]},items:(o={},o[s.MultlineItem.prototype.kind]=s.MultlineItem,o[s.FlalignItem.prototype.kind]=s.FlalignItem,o),tags:{ams:p},init:function(t){new u.CommandMap(c.NEW_OPS,{},{}),t.append(a.Configuration.local({handler:{macro:[c.NEW_OPS]},priority:-1}))},config:function(t,e){e.parseOptions.options.multlineWidth&&(e.parseOptions.options.ams.multlineWidth=e.parseOptions.options.multlineWidth),delete e.parseOptions.options.multlineWidth},options:{multlineWidth:"",ams:{multlineWidth:"100%",multlineIndent:"1em"}}})},2790:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return(n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])})(t,e)},function(t,e){if("function"!=typeof e&&null!==e)throw new TypeError("Class extends value "+String(e)+" is not a constructor or null");function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),i=this&&this.__assign||function(){return(i=Object.assign||function(t){for(var e,r=1,n=arguments.length;r<n;r++)for(var o in e=arguments[r])Object.prototype.hasOwnProperty.call(e,o)&&(t[o]=e[o]);return t}).apply(this,arguments)};Object.defineProperty(e,"__esModule",{value:!0}),e.FlalignItem=e.MultlineItem=void 0;var a=r(1181),s=r(1130),l=r(1256),c=r(3971),u=r(8317),p=function(t){function e(e){for(var r=[],n=1;n<arguments.length;n++)r[n-1]=arguments[n];var o=t.call(this,e)||this;return o.factory.configuration.tags.start("multline",!0,r[0]),o}return o(e,t),Object.defineProperty(e.prototype,"kind",{get:function(){return"multline"},enumerable:!1,configurable:!0}),e.prototype.EndEntry=function(){this.table.length&&s.default.fixInitialMO(this.factory.configuration,this.nodes);var t=this.getProperty("shove"),e=this.create("node","mtd",this.nodes,t?{columnalign:t}:{});this.setProperty("shove",null),this.row.push(e),this.Clear()},e.prototype.EndRow=function(){if(1!==this.row.length)throw new c.default("MultlineRowsOneCol","The rows within the %1 environment must have exactly one column","multline");var t=this.create("node","mtr",this.row);this.table.push(t),this.row=[]},e.prototype.EndTable=function(){if(t.prototype.EndTable.call(this),this.table.length){var e=this.table.length-1,r=-1;l.default.getAttribute(l.default.getChildren(this.table[0])[0],"columnalign")||l.default.setAttribute(l.default.getChildren(this.table[0])[0],"columnalign",u.TexConstant.Align.LEFT),l.default.getAttribute(l.default.getChildren(this.table[e])[0],"columnalign")||l.default.setAttribute(l.default.getChildren(this.table[e])[0],"columnalign",u.TexConstant.Align.RIGHT);var n=this.factory.configuration.tags.getTag();if(n){r=this.arraydef.side===u.TexConstant.Align.LEFT?0:this.table.length-1;var o=this.table[r],i=this.create("node","mlabeledtr",[n].concat(l.default.getChildren(o)));l.default.copyAttributes(o,i),this.table[r]=i}}this.factory.configuration.tags.end()},e}(a.ArrayItem);e.MultlineItem=p;var f=function(t){function e(e,r,n,o,i){var a=t.call(this,e)||this;return a.name=r,a.numbered=n,a.padded=o,a.center=i,a.factory.configuration.tags.start(r,n,n),a}return o(e,t),Object.defineProperty(e.prototype,"kind",{get:function(){return"flalign"},enumerable:!1,configurable:!0}),e.prototype.EndEntry=function(){t.prototype.EndEntry.call(this);var e=this.getProperty("xalignat");if(e&&this.row.length>e)throw new c.default("XalignOverflow","Extra %1 in row of %2","&",this.name)},e.prototype.EndRow=function(){for(var e,r=this.row,n=this.getProperty("xalignat");r.length<n;)r.push(this.create("node","mtd"));for(this.row=[],this.padded&&this.row.push(this.create("node","mtd"));e=r.shift();)this.row.push(e),(e=r.shift())&&this.row.push(e),(r.length||this.padded)&&this.row.push(this.create("node","mtd"));this.row.length>this.maxrow&&(this.maxrow=this.row.length),t.prototype.EndRow.call(this);var o=this.table[this.table.length-1];if(this.getProperty("zeroWidthLabel")&&o.isKind("mlabeledtr")){var a=l.default.getChildren(o)[0],s=this.factory.configuration.options.tagSide,c=i({width:0},"right"===s?{lspace:"-1width"}:{}),u=this.create("node","mpadded",l.default.getChildren(a),c);a.setChildren([u])}},e.prototype.EndTable=function(){(t.prototype.EndTable.call(this),this.center)&&(this.maxrow<=2&&(delete this.arraydef.width,delete this.global.indentalign))},e}(a.EqnArrayItem);e.FlalignItem=f},7379:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0});var n=r(4387),o=r(9140),i=r(8317),a=r(5450),s=r(1130),l=r(9007),c=r(6010);new o.CharacterMap("AMSmath-mathchar0mo",a.default.mathchar0mo,{iiiint:["\u2a0c",{texClass:l.TEXCLASS.OP}]}),new o.CommandMap("AMSmath-macros",{mathring:["Accent","02DA"],nobreakspace:"Tilde",negmedspace:["Spacer",c.MATHSPACE.negativemediummathspace],negthickspace:["Spacer",c.MATHSPACE.negativethickmathspace],idotsint:["MultiIntegral","\\int\\cdots\\int"],dddot:["Accent","20DB"],ddddot:["Accent","20DC"],sideset:["Macro","\\mathop{\\mathop{\\rlap{\\phantom{#3}}}\\nolimits#1\\!\\mathop{#3}\\nolimits#2}",3],boxed:["Macro","\\fbox{$\\displaystyle{#1}$}",1],tag:"HandleTag",notag:"HandleNoTag",eqref:["HandleRef",!0],substack:["Macro","\\begin{subarray}{c}#1\\end{subarray}",1],injlim:["NamedOp","inj&thinsp;lim"],projlim:["NamedOp","proj&thinsp;lim"],varliminf:["Macro","\\mathop{\\underline{\\mmlToken{mi}{lim}}}"],varlimsup:["Macro","\\mathop{\\overline{\\mmlToken{mi}{lim}}}"],varinjlim:["Macro","\\mathop{\\underrightarrow{\\mmlToken{mi}{lim}}}"],varprojlim:["Macro","\\mathop{\\underleftarrow{\\mmlToken{mi}{lim}}}"],DeclareMathOperator:"HandleDeclareOp",operatorname:"HandleOperatorName",SkipLimits:"SkipLimits",genfrac:"Genfrac",frac:["Genfrac","","","",""],tfrac:["Genfrac","","","","1"],dfrac:["Genfrac","","","","0"],binom:["Genfrac","(",")","0",""],tbinom:["Genfrac","(",")","0","1"],dbinom:["Genfrac","(",")","0","0"],cfrac:"CFrac",shoveleft:["HandleShove",i.TexConstant.Align.LEFT],shoveright:["HandleShove",i.TexConstant.Align.RIGHT],xrightarrow:["xArrow",8594,5,10],xleftarrow:["xArrow",8592,10,5]},n.AmsMethods),new o.EnvironmentMap("AMSmath-environment",a.default.environment,{"equation*":["Equation",null,!1],"eqnarray*":["EqnArray",null,!1,!0,"rcl",s.default.cols(0,c.MATHSPACE.thickmathspace),".5em"],align:["EqnArray",null,!0,!0,"rl",s.default.cols(0,2)],"align*":["EqnArray",null,!1,!0,"rl",s.default.cols(0,2)],multline:["Multline",null,!0],"multline*":["Multline",null,!1],split:["EqnArray",null,!1,!1,"rl",s.default.cols(0)],gather:["EqnArray",null,!0,!0,"c"],"gather*":["EqnArray",null,!1,!0,"c"],alignat:["AlignAt",null,!0,!0],"alignat*":["AlignAt",null,!1,!0],alignedat:["AlignAt",null,!1,!1],aligned:["AmsEqnArray",null,null,null,"rl",s.default.cols(0,2),".5em","D"],gathered:["AmsEqnArray",null,null,null,"c",null,".5em","D"],xalignat:["XalignAt",null,!0,!0],"xalignat*":["XalignAt",null,!1,!0],xxalignat:["XalignAt",null,!1,!1],flalign:["FlalignArray",null,!0,!1,!0,"rlc","auto auto fit"],"flalign*":["FlalignArray",null,!1,!1,!0,"rlc","auto auto 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o.CharacterMap("AMSsymbols-mathchar0mi",a.default.mathchar0mi,{digamma:"\u03dd",varkappa:"\u03f0",varGamma:["\u0393",{mathvariant:i.TexConstant.Variant.ITALIC}],varDelta:["\u0394",{mathvariant:i.TexConstant.Variant.ITALIC}],varTheta:["\u0398",{mathvariant:i.TexConstant.Variant.ITALIC}],varLambda:["\u039b",{mathvariant:i.TexConstant.Variant.ITALIC}],varXi:["\u039e",{mathvariant:i.TexConstant.Variant.ITALIC}],varPi:["\u03a0",{mathvariant:i.TexConstant.Variant.ITALIC}],varSigma:["\u03a3",{mathvariant:i.TexConstant.Variant.ITALIC}],varUpsilon:["\u03a5",{mathvariant:i.TexConstant.Variant.ITALIC}],varPhi:["\u03a6",{mathvariant:i.TexConstant.Variant.ITALIC}],varPsi:["\u03a8",{mathvariant:i.TexConstant.Variant.ITALIC}],varOmega:["\u03a9",{mathvariant:i.TexConstant.Variant.ITALIC}],beth:"\u2136",gimel:"\u2137",daleth:"\u2138",backprime:["\u2035",{variantForm:!0}],hslash:"\u210f",varnothing:["\u2205",{variantForm:!0}],blacktriangle:"\u25b4",triangledown:["\u25bd",{variantForm:!0}],blacktriangledown:"\u25be",square:"\u25fb",Box:"\u25fb",blacksquare:"\u25fc",lozenge:"\u25ca",Diamond:"\u25ca",blacklozenge:"\u29eb",circledS:["\u24c8",{mathvariant:i.TexConstant.Variant.NORMAL}],bigstar:"\u2605",sphericalangle:"\u2222",measuredangle:"\u2221",nexists:"\u2204",complement:"\u2201",mho:"\u2127",eth:["\xf0",{mathvariant:i.TexConstant.Variant.NORMAL}],Finv:"\u2132",diagup:"\u2571",Game:"\u2141",diagdown:"\u2572",Bbbk:["k",{mathvariant:i.TexConstant.Variant.DOUBLESTRUCK}],yen:"\xa5",circledR:"\xae",checkmark:"\u2713",maltese:"\u2720"}),new o.CharacterMap("AMSsymbols-mathchar0mo",a.default.mathchar0mo,{dotplus:"\u2214",ltimes:"\u22c9",smallsetminus:["\u2216",{variantForm:!0}],rtimes:"\u22ca",Cap:"\u22d2",doublecap:"\u22d2",leftthreetimes:"\u22cb",Cup:"\u22d3",doublecup:"\u22d3",rightthreetimes:"\u22cc",barwedge:"\u22bc",curlywedge:"\u22cf",veebar:"\u22bb",curlyvee:"\u22ce",doublebarwedge:"\u2a5e",boxminus:"\u229f",circleddash:"\u229d",boxtimes:"\u22a0",circledast:"\u229b",boxdot:"\u22a1",circledcirc:"\u229a",boxplus:"\u229e",centerdot:["\u22c5",{variantForm:!0}],divideontimes:"\u22c7",intercal:"\u22ba",leqq:"\u2266",geqq:"\u2267",leqslant:"\u2a7d",geqslant:"\u2a7e",eqslantless:"\u2a95",eqslantgtr:"\u2a96",lesssim:"\u2272",gtrsim:"\u2273",lessapprox:"\u2a85",gtrapprox:"\u2a86",approxeq:"\u224a",lessdot:"\u22d6",gtrdot:"\u22d7",lll:"\u22d8",llless:"\u22d8",ggg:"\u22d9",gggtr:"\u22d9",lessgtr:"\u2276",gtrless:"\u2277",lesseqgtr:"\u22da",gtreqless:"\u22db",lesseqqgtr:"\u2a8b",gtreqqless:"\u2a8c",doteqdot:"\u2251",Doteq:"\u2251",eqcirc:"\u2256",risingdotseq:"\u2253",circeq:"\u2257",fallingdotseq:"\u2252",triangleq:"\u225c",backsim:"\u223d",thicksim:["\u223c",{variantForm:!0}],backsimeq:"\u22cd",thickapprox:["\u2248",{variantForm:!0}],subseteqq:"\u2ac5",supseteqq:"\u2ac6",Subset:"\u22d0",Supset:"\u22d1",sqsubset:"\u228f",sqsupset:"\u2290",preccurlyeq:"\u227c",succcurlyeq:"\u227d",curlyeqprec:"\u22de",curlyeqsucc:"\u22df",precsim:"\u227e",succsim:"\u227f",precapprox:"\u2ab7",succapprox:"\u2ab8",vartriangleleft:"\u22b2",lhd:"\u22b2",vartriangleright:"\u22b3",rhd:"\u22b3",trianglelefteq:"\u22b4",unlhd:"\u22b4",trianglerighteq:"\u22b5",unrhd:"\u22b5",vDash:["\u22a8",{variantForm:!0}],Vdash:"\u22a9",Vvdash:"\u22aa",smallsmile:["\u2323",{variantForm:!0}],shortmid:["\u2223",{variantForm:!0}],smallfrown:["\u2322",{variantForm:!0}],shortparallel:["\u2225",{variantForm:!0}],bumpeq:"\u224f",between:"\u226c",Bumpeq:"\u224e",pitchfork:"\u22d4",varpropto:["\u221d",{variantForm:!0}],backepsilon:"\u220d",blacktriangleleft:"\u25c2",blacktriangleright:"\u25b8",therefore:"\u2234",because:"\u2235",eqsim:"\u2242",vartriangle:["\u25b3",{variantForm:!0}],Join:"\u22c8",nless:"\u226e",ngtr:"\u226f",nleq:"\u2270",ngeq:"\u2271",nleqslant:["\u2a87",{variantForm:!0}],ngeqslant:["\u2a88",{variantForm:!0}],nleqq:["\u2270",{variantForm:!0}],ngeqq:["\u2271",{variantForm:!0}],lneq:"\u2a87",gneq:"\u2a88",lneqq:"\u2268",gneqq:"\u2269",lvertneqq:["\u2268",{variantForm:!0}],gvertneqq:["\u2269",{variantForm:!0}],lnsim:"\u22e6",gnsim:"\u22e7",lnapprox:"\u2a89",gnapprox:"\u2a8a",nprec:"\u2280",nsucc:"\u2281",npreceq:["\u22e0",{variantForm:!0}],nsucceq:["\u22e1",{variantForm:!0}],precneqq:"\u2ab5",succneqq:"\u2ab6",precnsim:"\u22e8",succnsim:"\u22e9",precnapprox:"\u2ab9",succnapprox:"\u2aba",nsim:"\u2241",ncong:"\u2247",nshortmid:["\u2224",{variantForm:!0}],nshortparallel:["\u2226",{variantForm:!0}],nmid:"\u2224",nparallel:"\u2226",nvdash:"\u22ac",nvDash:"\u22ad",nVdash:"\u22ae",nVDash:"\u22af",ntriangleleft:"\u22ea",ntriangleright:"\u22eb",ntrianglelefteq:"\u22ec",ntrianglerighteq:"\u22ed",nsubseteq:"\u2288",nsupseteq:"\u2289",nsubseteqq:["\u2288",{variantForm:!0}],nsupseteqq:["\u2289",{variantForm:!0}],subsetneq:"\u228a",supsetneq:"\u228b",varsubsetneq:["\u228a",{variantForm:!0}],varsupsetneq:["\u228b",{variantForm:!0}],subsetneqq:"\u2acb",supsetneqq:"\u2acc",varsubsetneqq:["\u2acb",{variantForm:!0}],varsupsetneqq:["\u2acc",{variantForm:!0}],leftleftarrows:"\u21c7",rightrightarrows:"\u21c9",leftrightarrows:"\u21c6",rightleftarrows:"\u21c4",Lleftarrow:"\u21da",Rrightarrow:"\u21db",twoheadleftarrow:"\u219e",twoheadrightarrow:"\u21a0",leftarrowtail:"\u21a2",rightarrowtail:"\u21a3",looparrowleft:"\u21ab",looparrowright:"\u21ac",leftrightharpoons:"\u21cb",rightleftharpoons:["\u21cc",{variantForm:!0}],curvearrowleft:"\u21b6",curvearrowright:"\u21b7",circlearrowleft:"\u21ba",circlearrowright:"\u21bb",Lsh:"\u21b0",Rsh:"\u21b1",upuparrows:"\u21c8",downdownarrows:"\u21ca",upharpoonleft:"\u21bf",upharpoonright:"\u21be",downharpoonleft:"\u21c3",restriction:"\u21be",multimap:"\u22b8",downharpoonright:"\u21c2",leftrightsquigarrow:"\u21ad",rightsquigarrow:"\u21dd",leadsto:"\u21dd",dashrightarrow:"\u21e2",dashleftarrow:"\u21e0",nleftarrow:"\u219a",nrightarrow:"\u219b",nLeftarrow:"\u21cd",nRightarrow:"\u21cf",nleftrightarrow:"\u21ae",nLeftrightarrow:"\u21ce"}),new o.DelimiterMap("AMSsymbols-delimiter",a.default.delimiter,{"\\ulcorner":"\u231c","\\urcorner":"\u231d","\\llcorner":"\u231e","\\lrcorner":"\u231f"}),new o.CommandMap("AMSsymbols-macros",{implies:["Macro","\\;\\Longrightarrow\\;"],impliedby:["Macro","\\;\\Longleftarrow\\;"]},n.AmsMethods)},4387:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.NEW_OPS=e.AmsMethods=void 0;var n=r(1130),o=r(1256),i=r(8317),a=r(8417),s=r(3971),l=r(8803),c=r(7693),u=r(9007);e.AmsMethods={},e.AmsMethods.AmsEqnArray=function(t,e,r,o,i,a,s){var l=t.GetBrackets("\\begin{"+e.getName()+"}"),u=c.default.EqnArray(t,e,r,o,i,a,s);return n.default.setArrayAlign(u,l)},e.AmsMethods.AlignAt=function(t,r,o,i){var a,l,c=r.getName(),u="",p=[];if(i||(l=t.GetBrackets("\\begin{"+c+"}")),(a=t.GetArgument("\\begin{"+c+"}")).match(/[^0-9]/))throw new s.default("PositiveIntegerArg","Argument to %1 must me a positive integer","\\begin{"+c+"}");for(var f=parseInt(a,10);f>0;)u+="rl",p.push("0em 0em"),f--;var 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r=t.GetStar()?"":"\\nolimits\\SkipLimits",o=n.default.trimSpaces(t.GetArgument(e));o.match(/\\text/)||(o=o.replace(/\*/g,"\\text{*}").replace(/-/g,"\\text{-}")),t.string="\\mathop{\\rm "+o+"}"+r+" "+t.string.slice(t.i),t.i=0},e.AmsMethods.SkipLimits=function(t,e){var r=t.GetNext(),n=t.i;"\\"===r&&++t.i&&"limits"!==t.GetCS()&&(t.i=n)},e.AmsMethods.MultiIntegral=function(t,e,r){var n=t.GetNext();if("\\"===n){var o=t.i;n=t.GetArgument(e),t.i=o,"\\limits"===n&&(r="\\idotsint"===e?"\\!\\!\\mathop{\\,\\,"+r+"}":"\\!\\!\\!\\mathop{\\,\\,\\,"+r+"}")}t.string=r+" "+t.string.slice(t.i),t.i=0},e.AmsMethods.xArrow=function(t,e,r,i,s){var l={width:"+"+n.default.Em((i+s)/18),lspace:n.default.Em(i/18)},c=t.GetBrackets(e),p=t.ParseArg(e),f=t.create("node","mspace",[],{depth:".25em"}),h=t.create("token","mo",{stretchy:!0,texClass:u.TEXCLASS.REL},String.fromCodePoint(r));h=t.create("node","mstyle",[h],{scriptlevel:0});var d=t.create("node","munderover",[h]),m=t.create("node","mpadded",[p,f],l);if(o.default.setAttribute(m,"voffset","-.2em"),o.default.setAttribute(m,"height","-.2em"),o.default.setChild(d,d.over,m),c){var y=new a.default(c,t.stack.env,t.configuration).mml(),v=t.create("node","mspace",[],{height:".75em"});m=t.create("node","mpadded",[y,v],l),o.default.setAttribute(m,"voffset",".15em"),o.default.setAttribute(m,"depth","-.15em"),o.default.setChild(d,d.under,m)}o.default.setProperty(d,"subsupOK",!0),t.Push(d)},e.AmsMethods.HandleShove=function(t,e,r){var n=t.stack.Top();if("multline"!==n.kind)throw new s.default("CommandOnlyAllowedInEnv","%1 only allowed in %2 environment",t.currentCS,"multline");if(n.Size())throw new s.default("CommandAtTheBeginingOfLine","%1 must come at the beginning of the line",t.currentCS);n.setProperty("shove",r)},e.AmsMethods.CFrac=function(t,e){var r=n.default.trimSpaces(t.GetBrackets(e,"")),l=t.GetArgument(e),c=t.GetArgument(e),u={l:i.TexConstant.Align.LEFT,r:i.TexConstant.Align.RIGHT,"":""},p=new a.default("\\strut\\textstyle{"+l+"}",t.stack.env,t.configuration).mml(),f=new a.default("\\strut\\textstyle{"+c+"}",t.stack.env,t.configuration).mml(),h=t.create("node","mfrac",[p,f]);if(null==(r=u[r]))throw new s.default("IllegalAlign","Illegal alignment specified in %1",t.currentCS);r&&o.default.setProperties(h,{numalign:r,denomalign:r}),t.Push(h)},e.AmsMethods.Genfrac=function(t,e,r,i,a,l){null==r&&(r=t.GetDelimiterArg(e)),null==i&&(i=t.GetDelimiterArg(e)),null==a&&(a=t.GetArgument(e)),null==l&&(l=n.default.trimSpaces(t.GetArgument(e)));var c=t.ParseArg(e),u=t.ParseArg(e),p=t.create("node","mfrac",[c,u]);if(""!==a&&o.default.setAttribute(p,"linethickness",a),(r||i)&&(o.default.setProperty(p,"withDelims",!0),p=n.default.fixedFence(t.configuration,r,p,i)),""!==l){var f=parseInt(l,10),h=["D","T","S","SS"][f];if(null==h)throw new s.default("BadMathStyleFor","Bad math style for %1",t.currentCS);p=t.create("node","mstyle",[p]),"D"===h?o.default.setProperties(p,{displaystyle:!0,scriptlevel:0}):o.default.setProperties(p,{displaystyle:!1,scriptlevel:f-1})}t.Push(p)},e.AmsMethods.HandleTag=function(t,e){if(!t.tags.currentTag.taggable&&t.tags.env)throw new s.default("CommandNotAllowedInEnv","%1 not allowed in %2 environment",t.currentCS,t.tags.env);if(t.tags.currentTag.tag)throw new s.default("MultipleCommand","Multiple %1",t.currentCS);var r=t.GetStar(),o=n.default.trimSpaces(t.GetArgument(e));t.tags.tag(o,r)},e.AmsMethods.HandleNoTag=c.default.HandleNoTag,e.AmsMethods.HandleRef=c.default.HandleRef,e.AmsMethods.Macro=c.default.Macro,e.AmsMethods.Accent=c.default.Accent,e.AmsMethods.Tilde=c.default.Tilde,e.AmsMethods.Array=c.default.Array,e.AmsMethods.Spacer=c.default.Spacer,e.AmsMethods.NamedOp=c.default.NamedOp,e.AmsMethods.EqnArray=c.default.EqnArray,e.AmsMethods.Equation=c.default.Equation},583:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.AmsCdConfiguration=void 0;var n=r(9899);r(8289),e.AmsCdConfiguration=n.Configuration.create("amscd",{handler:{character:["amscd_special"],macro:["amscd_macros"],environment:["amscd_environment"]},options:{amscd:{colspace:"5pt",rowspace:"5pt",harrowsize:"2.75em",varrowsize:"1.75em",hideHorizontalLabels:!1}}})},8289:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0});var n=r(9140),o=r(5450),i=r(7819);new n.EnvironmentMap("amscd_environment",o.default.environment,{CD:"CD"},i.default),new n.CommandMap("amscd_macros",{minCDarrowwidth:"minCDarrowwidth",minCDarrowheight:"minCDarrowheight"},i.default),new n.MacroMap("amscd_special",{"@":"arrow"},i.default)},7819:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0});var n=r(8417),o=r(2942),i=r(9007),a=r(1256),s={CD:function(t,e){t.Push(e);var r=t.itemFactory.create("array"),n=t.configuration.options.amscd;return r.setProperties({minw:t.stack.env.CD_minw||n.harrowsize,minh:t.stack.env.CD_minh||n.varrowsize}),r.arraydef={columnalign:"center",columnspacing:n.colspace,rowspacing:n.rowspace,displaystyle:!0},r},arrow:function(t,e){var r=t.string.charAt(t.i);if(!r.match(/[><VA.|=]/))return o.Other(t,e);t.i++;var l=t.stack.Top();l.isKind("array")&&!l.Size()||(s.cell(t,e),l=t.stack.Top());for(var c,u=l,p=u.table.length%2==1,f=(u.row.length+(p?0:1))%2;f;)s.cell(t,e),f--;var h={minsize:u.getProperty("minw"),stretchy:!0},d={minsize:u.getProperty("minh"),stretchy:!0,symmetric:!0,lspace:0,rspace:0};if("."===r);else if("|"===r)c=t.create("token","mo",d,"\u2225");else if("="===r)c=t.create("token","mo",h,"=");else{var m={">":"\u2192","<":"\u2190",V:"\u2193",A:"\u2191"}[r],y=t.GetUpTo(e+r,r),v=t.GetUpTo(e+r,r);if(">"===r||"<"===r){if(c=t.create("token","mo",h,m),y||(y="\\kern "+u.getProperty("minw")),y||v){var g={width:".67em",lspace:".33em"};if(c=t.create("node","munderover",[c]),y){var b=new n.default(y,t.stack.env,t.configuration).mml(),x=t.create("node","mpadded",[b],g);a.default.setAttribute(x,"voffset",".1em"),a.default.setChild(c,c.over,x)}if(v){var M=new n.default(v,t.stack.env,t.configuration).mml();a.default.setChild(c,c.under,t.create("node","mpadded",[M],g))}t.configuration.options.amscd.hideHorizontalLabels&&(c=t.create("node","mpadded",c,{depth:0,height:".67em"}))}}else{var O=t.create("token","mo",d,m);c=O,(y||v)&&(c=t.create("node","mrow"),y&&a.default.appendChildren(c,[new n.default("\\scriptstyle\\llap{"+y+"}",t.stack.env,t.configuration).mml()]),O.texClass=i.TEXCLASS.ORD,a.default.appendChildren(c,[O]),v&&a.default.appendChildren(c,[new n.default("\\scriptstyle\\rlap{"+v+"}",t.stack.env,t.configuration).mml()]))}}c&&t.Push(c),s.cell(t,e)},cell:function(t,e){var r=t.stack.Top();(r.table||[]).length%2==0&&0===(r.row||[]).length&&t.Push(t.create("node","mpadded",[],{height:"8.5pt",depth:"2pt"})),t.Push(t.itemFactory.create("cell").setProperties({isEntry:!0,name:e}))},minCDarrowwidth:function(t,e){t.stack.env.CD_minw=t.GetDimen(e)},minCDarrowheight:function(t,e){t.stack.env.CD_minh=t.GetDimen(e)}};e.default=s},1275:function(t,e,r){var n=this&&this.__read||function(t,e){var r="function"==typeof Symbol&&t[Symbol.iterator];if(!r)return t;var n,o,i=r.call(t),a=[];try{for(;(void 0===e||e-- 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o(e,t),Object.defineProperty(e.prototype,"kind",{get:function(){return"dots"},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(t){if(t.isKind("open")||t.isKind("left"))return h.BaseItem.success;var e=this.getProperty("ldots"),r=t.First;if(t.isKind("mml")&&f.default.isEmbellished(r)){var n=f.default.getTexClass(f.default.getCoreMO(r));n!==c.TEXCLASS.BIN&&n!==c.TEXCLASS.REL||(e=this.getProperty("cdots"))}return[[e,t],!0]},e}(h.BaseItem);e.DotsItem=I;var N=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.table=[],e.row=[],e.frame=[],e.hfill=[],e.arraydef={},e.dashed=!1,e}return o(e,t),Object.defineProperty(e.prototype,"kind",{get:function(){return"array"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,"isOpen",{get:function(){return!0},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,"copyEnv",{get:function(){return!1},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(e){if(e.isClose&&!e.isKind("over")){if(e.getProperty("isEntry"))return this.EndEntry(),this.clearEnv(),h.BaseItem.fail;if(e.getProperty("isCR"))return this.EndEntry(),this.EndRow(),this.clearEnv(),h.BaseItem.fail;this.EndTable(),this.clearEnv();var r=this.factory.create("mml",this.createMml());if(this.getProperty("requireClose")){if(e.isKind("close"))return[[r],!0];throw new u.default("MissingCloseBrace","Missing close brace")}return[[r,e],!0]}return t.prototype.checkItem.call(this,e)},e.prototype.createMml=function(){var t=this.arraydef.scriptlevel;delete this.arraydef.scriptlevel;var e=this.create("node","mtable",this.table,this.arraydef);return t&&e.setProperty("scriptlevel",t),4===this.frame.length?f.default.setAttribute(e,"frame",this.dashed?"dashed":"solid"):this.frame.length&&(this.arraydef.rowlines&&(this.arraydef.rowlines=this.arraydef.rowlines.replace(/none( none)+$/,"none")),f.default.setAttribute(e,"frame",""),e=this.create("node","menclose",[e],{notation:this.frame.join(" ")}),"none"===(this.arraydef.columnlines||"none")&&"none"===(this.arraydef.rowlines||"none")||f.default.setAttribute(e,"data-padding",0)),(this.getProperty("open")||this.getProperty("close"))&&(e=p.default.fenced(this.factory.configuration,this.getProperty("open"),e,this.getProperty("close"))),e},e.prototype.EndEntry=function(){var t=this.create("node","mtd",this.nodes);this.hfill.length&&(0===this.hfill[0]&&f.default.setAttribute(t,"columnalign","right"),this.hfill[this.hfill.length-1]===this.Size()&&f.default.setAttribute(t,"columnalign",f.default.getAttribute(t,"columnalign")?"center":"left")),this.row.push(t),this.Clear(),this.hfill=[]},e.prototype.EndRow=function(){var t;this.getProperty("isNumbered")&&3===this.row.length?(this.row.unshift(this.row.pop()),t=this.create("node","mlabeledtr",this.row)):t=this.create("node","mtr",this.row),this.table.push(t),this.row=[]},e.prototype.EndTable=function(){(this.Size()||this.row.length)&&(this.EndEntry(),this.EndRow()),this.checkLines()},e.prototype.checkLines=function(){if(this.arraydef.rowlines){var t=this.arraydef.rowlines.split(/ /);t.length===this.table.length?(this.frame.push("bottom"),t.pop(),this.arraydef.rowlines=t.join(" ")):t.length<this.table.length-1&&(this.arraydef.rowlines+=" none")}if(this.getProperty("rowspacing")){for(var e=this.arraydef.rowspacing.split(/ /);e.length<this.table.length;)e.push(this.getProperty("rowspacing")+"em");this.arraydef.rowspacing=e.join(" ")}},e.prototype.addRowSpacing=function(t){if(this.arraydef.rowspacing){var e=this.arraydef.rowspacing.split(/ /);if(!this.getProperty("rowspacing")){var r=p.default.dimen2em(e[0]);this.setProperty("rowspacing",r)}for(var n=this.getProperty("rowspacing");e.length<this.table.length;)e.push(p.default.Em(n));e[this.table.length-1]=p.default.Em(Math.max(0,n+p.default.dimen2em(t))),this.arraydef.rowspacing=e.join(" ")}},e}(h.BaseItem);e.ArrayItem=N;var j=function(t){function e(e){for(var r=[],n=1;n<arguments.length;n++)r[n-1]=arguments[n];var o=t.call(this,e)||this;return o.maxrow=0,o.factory.configuration.tags.start(r[0],r[2],r[1]),o}return o(e,t),Object.defineProperty(e.prototype,"kind",{get:function(){return"eqnarray"},enumerable:!1,configurable:!0}),e.prototype.EndEntry=function(){this.row.length&&p.default.fixInitialMO(this.factory.configuration,this.nodes);var t=this.create("node","mtd",this.nodes);this.row.push(t),this.Clear()},e.prototype.EndRow=function(){this.row.length>this.maxrow&&(this.maxrow=this.row.length);var t="mtr",e=this.factory.configuration.tags.getTag();e&&(this.row=[e].concat(this.row),t="mlabeledtr"),this.factory.configuration.tags.clearTag();var r=this.create("node",t,this.row);this.table.push(r),this.row=[]},e.prototype.EndTable=function(){t.prototype.EndTable.call(this),this.factory.configuration.tags.end(),this.extendArray("columnalign",this.maxrow),this.extendArray("columnwidth",this.maxrow),this.extendArray("columnspacing",this.maxrow-1)},e.prototype.extendArray=function(t,e){if(this.arraydef[t]){var r=this.arraydef[t].split(/ /),n=a([],i(r));if(n.length>1){for(;n.length<e;)n.push.apply(n,a([],i(r)));this.arraydef[t]=n.slice(0,e).join(" ")}}},e}(N);e.EqnArrayItem=j;var R=function(t){function e(e){for(var r=[],n=1;n<arguments.length;n++)r[n-1]=arguments[n];var o=t.call(this,e)||this;return o.factory.configuration.tags.start("equation",!0,r[0]),o}return o(e,t),Object.defineProperty(e.prototype,"kind",{get:function(){return"equation"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,"isOpen",{get:function(){return!0},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(e){if(e.isKind("end")){var r=this.toMml(),n=this.factory.configuration.tags.getTag();return this.factory.configuration.tags.end(),[[n?this.factory.configuration.tags.enTag(r,n):r,e],!0]}if(e.isKind("stop"))throw new u.default("EnvMissingEnd","Missing \\end{%1}",this.getName());return t.prototype.checkItem.call(this,e)},e}(h.BaseItem);e.EquationItem=R},1267:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0});var n=r(9140),o=r(8317),i=r(7693),a=r(5450),s=r(1130),l=r(9007),c=r(6010);new n.RegExpMap("letter",a.default.variable,/[a-z]/i),new n.RegExpMap("digit",a.default.digit,/[0-9.,]/),new n.RegExpMap("command",a.default.controlSequence,/^\\/),new n.MacroMap("special",{"{":"Open","}":"Close","~":"Tilde","^":"Superscript",_:"Subscript"," ":"Space","\t":"Space","\r":"Space","\n":"Space","'":"Prime","%":"Comment","&":"Entry","#":"Hash","\xa0":"Space","\u2019":"Prime"},i.default),new n.CharacterMap("mathchar0mi",a.default.mathchar0mi,{alpha:"\u03b1",beta:"\u03b2",gamma:"\u03b3",delta:"\u03b4",epsilon:"\u03f5",zeta:"\u03b6",eta:"\u03b7",theta:"\u03b8",iota:"\u03b9",kappa:"\u03ba",lambda:"\u03bb",mu:"\u03bc",nu:"\u03bd",xi:"\u03be",omicron:"\u03bf",pi:"\u03c0",rho:"\u03c1",sigma:"\u03c3",tau:"\u03c4",upsilon:"\u03c5",phi:"\u03d5",chi:"\u03c7",psi:"\u03c8",omega:"\u03c9",varepsilon:"\u03b5",vartheta:"\u03d1",varpi:"\u03d6",varrho:"\u03f1",varsigma:"\u03c2",varphi:"\u03c6",S:["\xa7",{mathvariant:o.TexConstant.Variant.NORMAL}],aleph:["\u2135",{mathvariant:o.TexConstant.Variant.NORMAL}],hbar:["\u210f",{variantForm:!0}],imath:"\u0131",jmath:"\u0237",ell:"\u2113",wp:["\u2118",{mathvariant:o.TexConstant.Variant.NORMAL}],Re:["\u211c",{mathvariant:o.TexConstant.Variant.NORMAL}],Im:["\u2111",{mathvariant:o.TexConstant.Variant.NORMAL}],partial:["\u2202",{mathvariant:o.TexConstant.Variant.ITALIC}],infty:["\u221e",{mathvariant:o.TexConstant.Variant.NORMAL}],prime:["\u2032",{variantForm:!0}],emptyset:["\u2205",{mathvariant:o.TexConstant.Variant.NORMAL}],nabla:["\u2207",{mathvariant:o.TexConstant.Variant.NORMAL}],top:["\u22a4",{mathvariant:o.TexConstant.Variant.NORMAL}],bot:["\u22a5",{mathvariant:o.TexConstant.Variant.NORMAL}],angle:["\u2220",{mathvariant:o.TexConstant.Variant.NORMAL}],triangle:["\u25b3",{mathvariant:o.TexConstant.Variant.NORMAL}],backslash:["\u2216",{mathvariant:o.TexConstant.Variant.NORMAL}],forall:["\u2200",{mathvariant:o.TexConstant.Variant.NORMAL}],exists:["\u2203",{mathvariant:o.TexConstant.Variant.NORMAL}],neg:["\xac",{mathvariant:o.TexConstant.Variant.NORMAL}],lnot:["\xac",{mathvariant:o.TexConstant.Variant.NORMAL}],flat:["\u266d",{mathvariant:o.TexConstant.Variant.NORMAL}],natural:["\u266e",{mathvariant:o.TexConstant.Variant.NORMAL}],sharp:["\u266f",{mathvariant:o.TexConstant.Variant.NORMAL}],clubsuit:["\u2663",{mathvariant:o.TexConstant.Variant.NORMAL}],diamondsuit:["\u2662",{mathvariant:o.TexConstant.Variant.NORMAL}],heartsuit:["\u2661",{mathvariant:o.TexConstant.Variant.NORMAL}],spadesuit:["\u2660",{mathvariant:o.TexConstant.Variant.NORMAL}]}),new n.CharacterMap("mathchar0mo",a.default.mathchar0mo,{surd:"\u221a",coprod:["\u2210",{texClass:l.TEXCLASS.OP,movesupsub:!0}],bigvee:["\u22c1",{texClass:l.TEXCLASS.OP,movesupsub:!0}],bigwedge:["\u22c0",{texClass:l.TEXCLASS.OP,movesupsub:!0}],biguplus:["\u2a04",{texClass:l.TEXCLASS.OP,movesupsub:!0}],bigcap:["\u22c2",{texClass:l.TEXCLASS.OP,movesupsub:!0}],bigcup:["\u22c3",{texClass:l.TEXCLASS.OP,movesupsub:!0}],int:["\u222b",{texClass:l.TEXCLASS.OP}],intop:["\u222b",{texClass:l.TEXCLASS.OP,movesupsub:!0,movablelimits:!0}],iint:["\u222c",{texClass:l.TEXCLASS.OP}],iiint:["\u222d",{texClass:l.TEXCLASS.OP}],prod:["\u220f",{texClass:l.TEXCLASS.OP,movesupsub:!0}],sum:["\u2211",{texClass:l.TEXCLASS.OP,movesupsub:!0}],bigotimes:["\u2a02",{texClass:l.TEXCLASS.OP,movesupsub:!0}],bigoplus:["\u2a01",{texClass:l.TEXCLASS.OP,movesupsub:!0}],bigodot:["\u2a00",{texClass:l.TEXCLASS.OP,movesupsub:!0}],oint:["\u222e",{texClass:l.TEXCLASS.OP}],bigsqcup:["\u2a06",{texClass:l.TEXCLASS.OP,movesupsub:!0}],smallint:["\u222b",{largeop:!1}],triangleleft:"\u25c3",triangleright:"\u25b9",bigtriangleup:"\u25b3",bigtriangledown:"\u25bd",wedge:"\u2227",land:"\u2227",vee:"\u2228",lor:"\u2228",cap:"\u2229",cup:"\u222a",ddagger:"\u2021",dagger:"\u2020",sqcap:"\u2293",sqcup:"\u2294",uplus:"\u228e",amalg:"\u2a3f",diamond:"\u22c4",bullet:"\u2219",wr:"\u2240",div:"\xf7",divsymbol:"\xf7",odot:["\u2299",{largeop:!1}],oslash:["\u2298",{largeop:!1}],otimes:["\u2297",{largeop:!1}],ominus:["\u2296",{largeop:!1}],oplus:["\u2295",{largeop:!1}],mp:"\u2213",pm:"\xb1",circ:"\u2218",bigcirc:"\u25ef",setminus:"\u2216",cdot:"\u22c5",ast:"\u2217",times:"\xd7",star:"\u22c6",propto:"\u221d",sqsubseteq:"\u2291",sqsupseteq:"\u2292",parallel:"\u2225",mid:"\u2223",dashv:"\u22a3",vdash:"\u22a2",leq:"\u2264",le:"\u2264",geq:"\u2265",ge:"\u2265",lt:"<",gt:">",succ:"\u227b",prec:"\u227a",approx:"\u2248",succeq:"\u2ab0",preceq:"\u2aaf",supset:"\u2283",subset:"\u2282",supseteq:"\u2287",subseteq:"\u2286",in:"\u2208",ni:"\u220b",notin:"\u2209",owns:"\u220b",gg:"\u226b",ll:"\u226a",sim:"\u223c",simeq:"\u2243",perp:"\u22a5",equiv:"\u2261",asymp:"\u224d",smile:"\u2323",frown:"\u2322",ne:"\u2260",neq:"\u2260",cong:"\u2245",doteq:"\u2250",bowtie:"\u22c8",models:"\u22a8",notChar:"\u29f8",Leftrightarrow:"\u21d4",Leftarrow:"\u21d0",Rightarrow:"\u21d2",leftrightarrow:"\u2194",leftarrow:"\u2190",gets:"\u2190",rightarrow:"\u2192",to:["\u2192",{accent:!1}],mapsto:"\u21a6",leftharpoonup:"\u21bc",leftharpoondown:"\u21bd",rightharpoonup:"\u21c0",rightharpoondown:"\u21c1",nearrow:"\u2197",searrow:"\u2198",nwarrow:"\u2196",swarrow:"\u2199",rightleftharpoons:"\u21cc",hookrightarrow:"\u21aa",hookleftarrow:"\u21a9",longleftarrow:"\u27f5",Longleftarrow:"\u27f8",longrightarrow:"\u27f6",Longrightarrow:"\u27f9",Longleftrightarrow:"\u27fa",longleftrightarrow:"\u27f7",longmapsto:"\u27fc",ldots:"\u2026",cdots:"\u22ef",vdots:"\u22ee",ddots:"\u22f1",dotsc:"\u2026",dotsb:"\u22ef",dotsm:"\u22ef",dotsi:"\u22ef",dotso:"\u2026",ldotp:[".",{texClass:l.TEXCLASS.PUNCT}],cdotp:["\u22c5",{texClass:l.TEXCLASS.PUNCT}],colon:[":",{texClass:l.TEXCLASS.PUNCT}]}),new n.CharacterMap("mathchar7",a.default.mathchar7,{Gamma:"\u0393",Delta:"\u0394",Theta:"\u0398",Lambda:"\u039b",Xi:"\u039e",Pi:"\u03a0",Sigma:"\u03a3",Upsilon:"\u03a5",Phi:"\u03a6",Psi:"\u03a8",Omega:"\u03a9",_:"_","#":"#",$:"$","%":"%","&":"&",And:"&"}),new n.DelimiterMap("delimiter",a.default.delimiter,{"(":"(",")":")","[":"[","]":"]","<":"\u27e8",">":"\u27e9","\\lt":"\u27e8","\\gt":"\u27e9","/":"/","|":["|",{texClass:l.TEXCLASS.ORD}],".":"","\\\\":"\\","\\lmoustache":"\u23b0","\\rmoustache":"\u23b1","\\lgroup":"\u27ee","\\rgroup":"\u27ef","\\arrowvert":"\u23d0","\\Arrowvert":"\u2016","\\bracevert":"\u23aa","\\Vert":["\u2016",{texClass:l.TEXCLASS.ORD}],"\\|":["\u2016",{texClass:l.TEXCLASS.ORD}],"\\vert":["|",{texClass:l.TEXCLASS.ORD}],"\\uparrow":"\u2191","\\downarrow":"\u2193","\\updownarrow":"\u2195","\\Uparrow":"\u21d1","\\Downarrow":"\u21d3","\\Updownarrow":"\u21d5","\\backslash":"\\","\\rangle":"\u27e9","\\langle":"\u27e8","\\rbrace":"}","\\lbrace":"{","\\}":"}","\\{":"{","\\rceil":"\u2309","\\lceil":"\u2308","\\rfloor":"\u230b","\\lfloor":"\u230a","\\lbrack":"[","\\rbrack":"]"}),new 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Map([["Apricot","#FBB982"],["Aquamarine","#00B5BE"],["Bittersweet","#C04F17"],["Black","#221E1F"],["Blue","#2D2F92"],["BlueGreen","#00B3B8"],["BlueViolet","#473992"],["BrickRed","#B6321C"],["Brown","#792500"],["BurntOrange","#F7921D"],["CadetBlue","#74729A"],["CarnationPink","#F282B4"],["Cerulean","#00A2E3"],["CornflowerBlue","#41B0E4"],["Cyan","#00AEEF"],["Dandelion","#FDBC42"],["DarkOrchid","#A4538A"],["Emerald","#00A99D"],["ForestGreen","#009B55"],["Fuchsia","#8C368C"],["Goldenrod","#FFDF42"],["Gray","#949698"],["Green","#00A64F"],["GreenYellow","#DFE674"],["JungleGreen","#00A99A"],["Lavender","#F49EC4"],["LimeGreen","#8DC73E"],["Magenta","#EC008C"],["Mahogany","#A9341F"],["Maroon","#AF3235"],["Melon","#F89E7B"],["MidnightBlue","#006795"],["Mulberry","#A93C93"],["NavyBlue","#006EB8"],["OliveGreen","#3C8031"],["Orange","#F58137"],["OrangeRed","#ED135A"],["Orchid","#AF72B0"],["Peach","#F7965A"],["Periwinkle","#7977B8"],["PineGreen","#008B72"],["Plum","#92268F"],["ProcessBlue","#00B0F0"],["Purple","#99479B"],["RawSienna","#974006"],["Red","#ED1B23"],["RedOrange","#F26035"],["RedViolet","#A1246B"],["Rhodamine","#EF559F"],["RoyalBlue","#0071BC"],["RoyalPurple","#613F99"],["RubineRed","#ED017D"],["Salmon","#F69289"],["SeaGreen","#3FBC9D"],["Sepia","#671800"],["SkyBlue","#46C5DD"],["SpringGreen","#C6DC67"],["Tan","#DA9D76"],["TealBlue","#00AEB3"],["Thistle","#D883B7"],["Turquoise","#00B4CE"],["Violet","#58429B"],["VioletRed","#EF58A0"],["White","#FFFFFF"],["WildStrawberry","#EE2967"],["Yellow","#FFF200"],["YellowGreen","#98CC70"],["YellowOrange","#FAA21A"]])},2784:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.ColorMethods=void 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i=r(1181),a=r(9899),s=r(9140),l=r(3971),c=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.color={cell:"",row:"",col:[]},e.hasColor=!1,e}return o(e,t),e.prototype.EndEntry=function(){t.prototype.EndEntry.call(this);var e=this.row[this.row.length-1],r=this.color.cell||this.color.row||this.color.col[this.row.length-1];r&&(e.attributes.set("mathbackground",r),this.color.cell="",this.hasColor=!0)},e.prototype.EndRow=function(){t.prototype.EndRow.call(this),this.color.row=""},e.prototype.createMml=function(){var e=t.prototype.createMml.call(this),r=e.isKind("mrow")?e.childNodes[1]:e;return r.isKind("menclose")&&(r=r.childNodes[0].childNodes[0]),this.hasColor&&"none"===r.attributes.get("frame")&&r.attributes.set("frame",""),e},e}(i.ArrayItem);e.ColorArrayItem=c,new s.CommandMap("colortbl",{cellcolor:["TableColor","cell"],rowcolor:["TableColor","row"],columncolor:["TableColor","col"]},{TableColor:function(t,e,r){var 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> mjx-vstrike":{"border-left":c.SOLID,position:"absolute",top:0,bottom:0,right:"50%",transform:"translateX("+p.em(c.THICKNESS/2)+")"},"mjx-menclose > mjx-rbox":{position:"absolute",top:0,bottom:0,right:0,left:0,border:c.SOLID,"border-radius":p.em(c.THICKNESS+c.PADDING)},"mjx-menclose > mjx-cbox":{position:"absolute",top:0,bottom:0,right:0,left:0,border:c.SOLID,"border-radius":"50%"},"mjx-menclose > mjx-arrow":{position:"absolute",left:0,bottom:"50%",height:0,width:0},"mjx-menclose > mjx-arrow > *":{display:"block",position:"absolute","transform-origin":"bottom","border-left":p.em(c.THICKNESS*c.ARROWX)+" solid","border-right":0,"box-sizing":"border-box"},"mjx-menclose > mjx-arrow > mjx-aline":{left:0,top:p.em(-c.THICKNESS/2),right:p.em(c.THICKNESS*(c.ARROWX-1)),height:0,"border-top":p.em(c.THICKNESS)+" solid","border-left":0},"mjx-menclose > mjx-arrow[double] > mjx-aline":{left:p.em(c.THICKNESS*(c.ARROWX-1)),height:0},"mjx-menclose > mjx-arrow > mjx-rthead":{transform:"skewX("+h+"rad)",right:0,bottom:"-1px","border-bottom":"1px solid transparent","border-top":p.em(c.THICKNESS*c.ARROWY)+" solid transparent"},"mjx-menclose > mjx-arrow > mjx-rbhead":{transform:"skewX(-"+h+"rad)","transform-origin":"top",right:0,top:"-1px","border-top":"1px solid transparent","border-bottom":p.em(c.THICKNESS*c.ARROWY)+" solid transparent"},"mjx-menclose > mjx-arrow > mjx-lthead":{transform:"skewX(-"+h+"rad)",left:0,bottom:"-1px","border-left":0,"border-right":p.em(c.THICKNESS*c.ARROWX)+" solid","border-bottom":"1px solid transparent","border-top":p.em(c.THICKNESS*c.ARROWY)+" solid transparent"},"mjx-menclose > mjx-arrow > mjx-lbhead":{transform:"skewX("+h+"rad)","transform-origin":"top",left:0,top:"-1px","border-left":0,"border-right":p.em(c.THICKNESS*c.ARROWX)+" solid","border-top":"1px solid transparent","border-bottom":p.em(c.THICKNESS*c.ARROWY)+" solid transparent"},"mjx-menclose > 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r=t.getBBox(),n=r.h,o=r.d,i=a(t.getArgMod(1.75*t.padding,n+o),2),s=i[0],l=i[1],c=t.thickness*Math.sin(s)*.9;t.adaptor.setStyle(e,"border-bottom",t.em(t.thickness)+" solid");var u=t.adjustBorder(t.html("mjx-ustrike",{style:{width:t.em(l),transform:"translateX("+t.em(c)+") rotate("+t.fixed(-s)+"rad)"}}));t.adaptor.append(t.chtml,u)},bbox:function(t){var e=t.padding/2,r=t.thickness;return[2*e,e,e+r,3*e+r]},border:function(t){return[0,0,t.thickness,0]},remove:"bottom"}],c.Arrow("up"),c.Arrow("down"),c.Arrow("left"),c.Arrow("right"),c.Arrow("updown"),c.Arrow("leftright"),c.DiagonalArrow("updiagonal"),c.DiagonalArrow("northeast"),c.DiagonalArrow("southeast"),c.DiagonalArrow("northwest"),c.DiagonalArrow("southwest"),c.DiagonalArrow("northeastsouthwest"),c.DiagonalArrow("northwestsoutheast"),["longdiv",{renderer:function(t,e){var r=t.adaptor;r.setStyle(e,"border-top",t.em(t.thickness)+" solid");var n=r.append(t.chtml,t.html("dbox")),o=t.thickness,i=t.padding;o!==c.THICKNESS&&r.setStyle(n,"border-width",t.em(o)),i!==c.PADDING&&(r.setStyle(n,"left",t.em(-1.5*i)),r.setStyle(n,"width",t.em(3*i)),r.setStyle(n,"clip-path","inset(0 0 0 "+t.em(1.5*i)+")"))},bbox:function(t){var e=t.padding,r=t.thickness;return[e+r,e,e,2*e+r/2]}}],["radical",{renderer:function(t,e){t.msqrt.toCHTML(e);var r=t.sqrtTRBL();t.adaptor.setStyle(t.msqrt.chtml,"margin",r.map((function(e){return t.em(-e)})).join(" "))},init:function(t){t.msqrt=t.createMsqrt(t.childNodes[0])},bbox:function(t){return t.sqrtTRBL()},renderChild:!0}]]),e}(l.CommonMencloseMixin(s.CHTMLWrapper));e.CHTMLmenclose=d},2275:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return(n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])})(t,e)},function(t,e){if("function"!=typeof e&&null!==e)throw new TypeError("Class 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r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),i=this&&this.__assign||function(){return(i=Object.assign||function(t){for(var e,r=1,n=arguments.length;r<n;r++)for(var o in e=arguments[r])Object.prototype.hasOwnProperty.call(e,o)&&(t[o]=e[o]);return t}).apply(this,arguments)};Object.defineProperty(e,"__esModule",{value:!0}),e.CHTMLmfrac=void 0;var a=r(5355),s=r(2688),l=r(6850),c=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return o(e,t),e.prototype.toCHTML=function(t){this.standardCHTMLnode(t);var e=this.node.attributes.getList("linethickness","bevelled"),r=e.linethickness,n=e.bevelled,o=this.isDisplay();if(n)this.makeBevelled(o);else{var i=this.length2em(String(r),.06);0===i?this.makeAtop(o):this.makeFraction(o,i)}},e.prototype.makeFraction=function(t,e){var r,n,o=this.node.attributes.getList("numalign","denomalign"),a=o.numalign,s=o.denomalign,l=t?{type:"d"}:{},c=this.node.getProperty("withDelims")?i(i({},l),{delims:"true"}):i({},l),u="center"!==a?{align:a}:{},p="center"!==s?{align:s}:{},f=i({},l),h=i({},l),d=this.font.params;if(.06!==e){var m=d.axis_height,y=this.em(e),v=this.getTUV(t,e),g=v.T,b=v.u,x=v.v,M=(t?this.em(3*e):y)+" -.1em";l.style={height:y,"border-top":y+" solid",margin:M};var O=this.em(Math.max(0,b));h.style={height:O,"vertical-align":"-"+O},f.style={height:this.em(Math.max(0,x))},c.style={"vertical-align":this.em(m-g)}}this.adaptor.append(this.chtml,this.html("mjx-frac",c,[r=this.html("mjx-num",u,[this.html("mjx-nstrut",h)]),this.html("mjx-dbox",{},[this.html("mjx-dtable",{},[this.html("mjx-line",l),this.html("mjx-row",{},[n=this.html("mjx-den",p,[this.html("mjx-dstrut",f)])])])])])),this.childNodes[0].toCHTML(r),this.childNodes[1].toCHTML(n)},e.prototype.makeAtop=function(t){var e,r,n=this.node.attributes.getList("numalign","denomalign"),o=n.numalign,a=n.denomalign,s=t?{type:"d",atop:!0}:{atop:!0},l=this.node.getProperty("withDelims")?i(i({},s),{delims:!0}):i({},s),c="center"!==o?{align:o}:{},u="center"!==a?{align:a}:{},p=this.getUVQ(t),f=p.v,h=p.q;c.style={"padding-bottom":this.em(h)},l.style={"vertical-align":this.em(-f)},this.adaptor.append(this.chtml,this.html("mjx-frac",l,[e=this.html("mjx-num",c),r=this.html("mjx-den",u)])),this.childNodes[0].toCHTML(e),this.childNodes[1].toCHTML(r)},e.prototype.makeBevelled=function(t){var e=this.adaptor;e.setAttribute(this.chtml,"bevelled","ture");var r=e.append(this.chtml,this.html("mjx-num"));this.childNodes[0].toCHTML(r),this.bevel.toCHTML(this.chtml);var n=e.append(this.chtml,this.html("mjx-den"));this.childNodes[1].toCHTML(n);var o=this.getBevelData(t),i=o.u,a=o.v,s=o.delta,l=o.nbox,c=o.dbox;i&&e.setStyle(r,"verticalAlign",this.em(i/l.scale)),a&&e.setStyle(n,"verticalAlign",this.em(a/c.scale));var u=this.em(-s/2);e.setStyle(this.bevel.chtml,"marginLeft",u),e.setStyle(this.bevel.chtml,"marginRight",u)},e.kind=l.MmlMfrac.prototype.kind,e.styles={"mjx-frac":{display:"inline-block","vertical-align":"0.17em",padding:"0 .22em"},'mjx-frac[type="d"]':{"vertical-align":".04em"},"mjx-frac[delims]":{padding:"0 .1em"},"mjx-frac[atop]":{padding:"0 .12em"},"mjx-frac[atop][delims]":{padding:"0"},"mjx-dtable":{display:"inline-table",width:"100%"},"mjx-dtable > *":{"font-size":"2000%"},"mjx-dbox":{display:"block","font-size":"5%"},"mjx-num":{display:"block","text-align":"center"},"mjx-den":{display:"block","text-align":"center"},"mjx-mfrac[bevelled] > mjx-num":{display:"inline-block"},"mjx-mfrac[bevelled] > mjx-den":{display:"inline-block"},'mjx-den[align="right"], mjx-num[align="right"]':{"text-align":"right"},'mjx-den[align="left"], mjx-num[align="left"]':{"text-align":"left"},"mjx-nstrut":{display:"inline-block",height:".054em",width:0,"vertical-align":"-.054em"},'mjx-nstrut[type="d"]':{height:".217em","vertical-align":"-.217em"},"mjx-dstrut":{display:"inline-block",height:".505em",width:0},'mjx-dstrut[type="d"]':{height:".726em"},"mjx-line":{display:"block","box-sizing":"border-box","min-height":"1px",height:".06em","border-top":".06em solid",margin:".06em -.1em",overflow:"hidden"},'mjx-line[type="d"]':{margin:".18em -.1em"}},e}(s.CommonMfracMixin(a.CHTMLWrapper));e.CHTMLmfrac=c},6911:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return(n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])})(t,e)},function(t,e){if("function"!=typeof e&&null!==e)throw new TypeError("Class extends value "+String(e)+" is not a constructor or null");function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});Object.defineProperty(e,"__esModule",{value:!0}),e.CHTMLmglyph=void 0;var i=r(5355),a=r(5636),s=r(3985),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return o(e,t),e.prototype.toCHTML=function(t){var e=this.standardCHTMLnode(t),r=this.node.attributes.getList("src","alt"),n=r.src,o=r.alt,i={width:this.em(this.width),height:this.em(this.height)};this.valign&&(i.verticalAlign=this.em(this.valign));var a=this.html("img",{src:n,style:i,alt:o,title:o});this.adaptor.append(e,a)},e.kind=s.MmlMglyph.prototype.kind,e.styles={"mjx-mglyph > img":{display:"inline-block",border:0,padding:0}},e}(a.CommonMglyphMixin(i.CHTMLWrapper));e.CHTMLmglyph=l},1653:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return(n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in 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e.error}}this.padRows(),this.handleColumnSpacing(),this.handleColumnLines(),this.handleColumnWidths(),this.handleRowSpacing(),this.handleRowLines(),this.handleRowHeights(),this.handleFrame(),this.handleWidth(),this.handleLabels(),this.handleAlign(),this.handleJustify(),this.shiftColor()},e.prototype.shiftColor=function(){var t=this.adaptor,e=t.getStyle(this.chtml,"backgroundColor");e&&(t.setStyle(this.chtml,"backgroundColor",""),t.setStyle(this.itable,"backgroundColor",e))},e.prototype.padRows=function(){var t,e,r=this.adaptor;try{for(var n=i(r.childNodes(this.itable)),o=n.next();!o.done;o=n.next())for(var a=o.value;r.childNodes(a).length<this.numCols;)r.append(a,this.html("mjx-mtd",{extra:!0}))}catch(e){t={error:e}}finally{try{o&&!o.done&&(e=n.return)&&e.call(n)}finally{if(t)throw t.error}}},e.prototype.handleColumnSpacing=function(){var t,e,r,n,o=this.childNodes[0]?1/this.childNodes[0].getBBox().rscale:1,a=this.getEmHalfSpacing(this.fSpace[0],this.cSpace,o),s=this.frame;try{for(var l=i(this.tableRows),c=l.next();!c.done;c=l.next()){var u=c.value,p=0;try{for(var f=(r=void 0,i(u.tableCells)),h=f.next();!h.done;h=f.next()){var d=h.value,m=a[p++],y=a[p],v=d?d.chtml:this.adaptor.childNodes(u.chtml)[p];(p>1&&"0.4em"!==m||s&&1===p)&&this.adaptor.setStyle(v,"paddingLeft",m),(p<this.numCols&&"0.4em"!==y||s&&p===this.numCols)&&this.adaptor.setStyle(v,"paddingRight",y)}}catch(t){r={error:t}}finally{try{h&&!h.done&&(n=f.return)&&n.call(f)}finally{if(r)throw r.error}}}}catch(e){t={error:e}}finally{try{c&&!c.done&&(e=l.return)&&e.call(l)}finally{if(t)throw t.error}}},e.prototype.handleColumnLines=function(){var t,e,r,n;if("none"!==this.node.attributes.get("columnlines")){var o=this.getColumnAttributes("columnlines");try{for(var a=i(this.childNodes),s=a.next();!s.done;s=a.next()){var l=s.value,c=0;try{for(var u=(r=void 0,i(this.adaptor.childNodes(l.chtml).slice(1))),p=u.next();!p.done;p=u.next()){var f=p.value,h=o[c++];"none"!==h&&this.adaptor.setStyle(f,"borderLeft",".07em 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t=this.labels,e=this.node.attributes,r=this.adaptor,n=e.get("side");r.setAttribute(this.chtml,"side",n),r.setAttribute(t,"align",n),r.setStyle(t,n,"0");var o=a(this.addLabelPadding(n),2),i=o[0],s=o[1];if(s){var l=r.firstChild(this.chtml);this.setIndent(l,i,s)}this.updateRowHeights(),this.addLabelSpacing()}},e.prototype.addLabelPadding=function(t){var e=a(this.getPadAlignShift(t),3),r=e[1],n=e[2],o={};if("right"===t&&!this.node.attributes.get("data-width-includes-label")){var i=this.node.attributes.get("width"),s=this.getBBox(),l=s.w,c=s.L,p=s.R;o.style={width:u.isPercent(i)?"calc("+i+" + "+this.em(c+p)+")":this.em(c+l+p)}}return this.adaptor.append(this.chtml,this.html("mjx-labels",o,[this.labels])),[r,n]},e.prototype.updateRowHeights=function(){for(var t=this.getTableData(),e=t.H,r=t.D,n=t.NH,o=t.ND,i=this.getRowHalfSpacing(),a=0;a<this.numRows;a++){var s=this.childNodes[a];this.setRowHeight(s,e[a]+r[a]+i[a]+i[a+1]+this.rLines[a]),e[a]!==n[a]||r[a]!==o[a]?this.setRowBaseline(s,e[a]+r[a],r[a]):s.node.isKind("mlabeledtr")&&this.setCellBaseline(s.childNodes[0],"",e[a]+r[a],r[a])}},e.prototype.addLabelSpacing=function(){for(var t=this.adaptor,e=this.node.attributes.get("equalrows"),r=this.getTableData(),n=r.H,o=r.D,i=e?this.getEqualRowHeight():0,a=this.getRowHalfSpacing(),s=this.fLine,l=t.firstChild(this.labels),c=0;c<this.numRows;c++){this.childNodes[c].node.isKind("mlabeledtr")?(s&&t.insert(this.html("mjx-mtr",{style:{height:this.em(s)}}),l),t.setStyle(l,"height",this.em((e?i:n[c]+o[c])+a[c]+a[c+1])),l=t.next(l),s=this.rLines[c]):s+=a[c]+(e?i:n[c]+o[c])+a[c+1]+this.rLines[c]}},e.kind=c.MmlMtable.prototype.kind,e.styles={"mjx-mtable":{"vertical-align":".25em","text-align":"center",position:"relative","box-sizing":"border-box","border-spacing":0,"border-collapse":"collapse"},'mjx-mstyle[size="s"] mjx-mtable':{"vertical-align":".354em"},"mjx-labels":{position:"absolute",left:0,top:0},"mjx-table":{display:"inline-block","vertical-align":"-.5ex","box-sizing":"border-box"},"mjx-table > mjx-itable":{"vertical-align":"middle","text-align":"left","box-sizing":"border-box"},"mjx-labels > mjx-itable":{position:"absolute",top:0},'mjx-mtable[justify="left"]':{"text-align":"left"},'mjx-mtable[justify="right"]':{"text-align":"right"},'mjx-mtable[justify="left"][side="left"]':{"padding-right":"0 ! important"},'mjx-mtable[justify="left"][side="right"]':{"padding-left":"0 ! important"},'mjx-mtable[justify="right"][side="left"]':{"padding-right":"0 ! important"},'mjx-mtable[justify="right"][side="right"]':{"padding-left":"0 ! important"},"mjx-mtable[align]":{"vertical-align":"baseline"},'mjx-mtable[align="top"] > mjx-table':{"vertical-align":"top"},'mjx-mtable[align="bottom"] > mjx-table':{"vertical-align":"bottom"},'mjx-mtable[side="right"] mjx-labels':{"min-width":"100%"}},e}(l.CommonMtableMixin(s.CHTMLWrapper));e.CHTMLmtable=p},7056:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return(n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])})(t,e)},function(t,e){if("function"!=typeof e&&null!==e)throw new TypeError("Class extends value "+String(e)+" is not a constructor or null");function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});Object.defineProperty(e,"__esModule",{value:!0}),e.CHTMLmtd=void 0;var i=r(5355),a=r(5164),s=r(4359),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return o(e,t),e.prototype.toCHTML=function(e){t.prototype.toCHTML.call(this,e);var r=this.node.attributes.get("rowalign"),n=this.node.attributes.get("columnalign");r!==this.parent.node.attributes.get("rowalign")&&this.adaptor.setAttribute(this.chtml,"rowalign",r),"center"===n||"mlabeledtr"===this.parent.kind&&this===this.parent.childNodes[0]&&n===this.parent.parent.node.attributes.get("side")||this.adaptor.setStyle(this.chtml,"textAlign",n),this.parent.parent.node.getProperty("useHeight")&&this.adaptor.append(this.chtml,this.html("mjx-tstrut"))},e.kind=s.MmlMtd.prototype.kind,e.styles={"mjx-mtd":{display:"table-cell","text-align":"center",padding:".215em .4em"},"mjx-mtd:first-child":{"padding-left":0},"mjx-mtd:last-child":{"padding-right":0},"mjx-mtable > * > mjx-itable > *:first-child > mjx-mtd":{"padding-top":0},"mjx-mtable > * > mjx-itable > *:last-child > mjx-mtd":{"padding-bottom":0},"mjx-tstrut":{display:"inline-block",height:"1em","vertical-align":"-.25em"},'mjx-labels[align="left"] > mjx-mtr > mjx-mtd':{"text-align":"left"},'mjx-labels[align="right"] > mjx-mtr > mjx-mtd':{"text-align":"right"},"mjx-mtd[extra]":{padding:0},'mjx-mtd[rowalign="top"]':{"vertical-align":"top"},'mjx-mtd[rowalign="center"]':{"vertical-align":"middle"},'mjx-mtd[rowalign="bottom"]':{"vertical-align":"bottom"},'mjx-mtd[rowalign="baseline"]':{"vertical-align":"baseline"},'mjx-mtd[rowalign="axis"]':{"vertical-align":".25em"}},e}(a.CommonMtdMixin(i.CHTMLWrapper));e.CHTMLmtd=l},1259:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return(n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])})(t,e)},function(t,e){if("function"!=typeof e&&null!==e)throw new TypeError("Class extends value "+String(e)+" is not a constructor or null");function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});Object.defineProperty(e,"__esModule",{value:!0}),e.CHTMLmtext=void 0;var i=r(5355),a=r(6319),s=r(4770),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return o(e,t),e.kind=s.MmlMtext.prototype.kind,e}(a.CommonMtextMixin(i.CHTMLWrapper));e.CHTMLmtext=l},3571:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return(n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])})(t,e)},function(t,e){if("function"!=typeof e&&null!==e)throw new TypeError("Class extends value "+String(e)+" is not a constructor or null");function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});Object.defineProperty(e,"__esModule",{value:!0}),e.CHTMLmlabeledtr=e.CHTMLmtr=void 0;var i=r(5355),a=r(5766),s=r(5766),l=r(5022),c=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return o(e,t),e.prototype.toCHTML=function(e){t.prototype.toCHTML.call(this,e);var 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e=this.node.attributes;return e.get("bevelled")?"left":e.get(["numalign","denomalign"][t])},e}(t)}},5636:function(t,e){var r,n=this&&this.__extends||(r=function(t,e){return(r=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])})(t,e)},function(t,e){if("function"!=typeof e&&null!==e)throw new TypeError("Class extends value "+String(e)+" is not a constructor or null");function n(){this.constructor=t}r(t,e),t.prototype=null===e?Object.create(e):(n.prototype=e.prototype,new n)}),o=this&&this.__read||function(t,e){var r="function"==typeof Symbol&&t[Symbol.iterator];if(!r)return t;var n,o,i=r.call(t),a=[];try{for(;(void 0===e||e-- >0)&&!(n=i.next()).done;)a.push(n.value)}catch(t){o={error:t}}finally{try{n&&!n.done&&(r=i.return)&&r.call(i)}finally{if(o)throw o.error}}return a},i=this&&this.__spreadArray||function(t,e){for(var r=0,n=e.length,o=t.length;r<n;r++,o++)t[o]=e[r];return t};Object.defineProperty(e,"__esModule",{value:!0}),e.CommonMglyphMixin=void 0,e.CommonMglyphMixin=function(t){return function(t){function e(){for(var e=[],r=0;r<arguments.length;r++)e[r]=arguments[r];var n=t.apply(this,i([],o(e)))||this;return n.getParameters(),n}return n(e,t),e.prototype.getParameters=function(){var t=this.node.attributes.getList("width","height","valign"),e=t.width,r=t.height,n=t.valign;this.width="auto"===e?1:this.length2em(e),this.height="auto"===r?1:this.length2em(r),this.valign=this.length2em(n||"0")},e.prototype.computeBBox=function(t,e){void 0===e&&(e=!1),t.w=this.width,t.h=this.height+this.valign,t.d=-this.valign},e}(t)}},5723:function(t,e){var r,n=this&&this.__extends||(r=function(t,e){return(r=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])})(t,e)},function(t,e){if("function"!=typeof e&&null!==e)throw new TypeError("Class extends value "+String(e)+" is not a constructor or null");function n(){this.constructor=t}r(t,e),t.prototype=null===e?Object.create(e):(n.prototype=e.prototype,new n)});Object.defineProperty(e,"__esModule",{value:!0}),e.CommonMiMixin=void 0,e.CommonMiMixin=function(t){return function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n(e,t),e.prototype.computeBBox=function(e,r){void 0===r&&(r=!1),t.prototype.computeBBox.call(this,e),this.copySkewIC(e)},e}(t)}},8009:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return(n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])})(t,e)},function(t,e){if("function"!=typeof e&&null!==e)throw new TypeError("Class extends value "+String(e)+" is not a constructor or null");function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),i=this&&this.__read||function(t,e){var r="function"==typeof Symbol&&t[Symbol.iterator];if(!r)return t;var n,o,i=r.call(t),a=[];try{for(;(void 0===e||e-- >0)&&!(n=i.next()).done;)a.push(n.value)}catch(t){o={error:t}}finally{try{n&&!n.done&&(r=i.return)&&r.call(i)}finally{if(o)throw o.error}}return a},a=this&&this.__spreadArray||function(t,e){for(var r=0,n=e.length,o=t.length;r<n;r++,o++)t[o]=e[r];return t},s=this&&this.__values||function(t){var e="function"==typeof Symbol&&Symbol.iterator,r=e&&t[e],n=0;if(r)return r.call(t);if(t&&"number"==typeof t.length)return{next:function(){return t&&n>=t.length&&(t=void 0),{value:t&&t[n++],done:!t}}};throw new TypeError(e?"Object is not iterable.":"Symbol.iterator is not defined.")};Object.defineProperty(e,"__esModule",{value:!0}),e.CommonMmultiscriptsMixin=e.ScriptNames=e.NextScript=void 0;var l=r(6469);e.NextScript={base:"subList",subList:"supList",supList:"subList",psubList:"psupList",psupList:"psubList"},e.ScriptNames=["sup","sup","psup","psub"],e.CommonMmultiscriptsMixin=function(t){return function(t){function r(){for(var e=[],r=0;r<arguments.length;r++)e[r]=arguments[r];var n=t.apply(this,a([],i(e)))||this;return n.scriptData=null,n.firstPrescript=0,n.getScriptData(),n}return o(r,t),r.prototype.combinePrePost=function(t,e){var r=new l.BBox(t);return r.combine(e,0,0),r},r.prototype.computeBBox=function(t,e){void 0===e&&(e=!1);var r=this.font.params.scriptspace,n=this.scriptData,o=this.combinePrePost(n.sub,n.psub),a=this.combinePrePost(n.sup,n.psup),s=i(this.getUVQ(o,a),2),l=s[0],c=s[1];if(t.empty(),n.numPrescripts&&(t.combine(n.psup,r,l),t.combine(n.psub,r,c)),t.append(n.base),n.numScripts){var u=t.w;t.combine(n.sup,u,l),t.combine(n.sub,u,c),t.w+=r}t.clean(),this.setChildPWidths(e)},r.prototype.getScriptData=function(){var t=this.scriptData={base:null,sub:l.BBox.empty(),sup:l.BBox.empty(),psub:l.BBox.empty(),psup:l.BBox.empty(),numPrescripts:0,numScripts:0},e=this.getScriptBBoxLists();this.combineBBoxLists(t.sub,t.sup,e.subList,e.supList),this.combineBBoxLists(t.psub,t.psup,e.psubList,e.psupList),t.base=e.base[0],t.numPrescripts=e.psubList.length,t.numScripts=e.subList.length},r.prototype.getScriptBBoxLists=function(){var t,r,n={base:[],subList:[],supList:[],psubList:[],psupList:[]},o="base";try{for(var i=s(this.childNodes),a=i.next();!a.done;a=i.next()){var l=a.value;l.node.isKind("mprescripts")?o="psubList":(n[o].push(l.getBBox()),o=e.NextScript[o])}}catch(e){t={error:e}}finally{try{a&&!a.done&&(r=i.return)&&r.call(i)}finally{if(t)throw t.error}}return this.firstPrescript=n.subList.length+n.supList.length+2,this.padLists(n.subList,n.supList),this.padLists(n.psubList,n.psupList),n},r.prototype.padLists=function(t,e){t.length>e.length&&e.push(l.BBox.empty())},r.prototype.combineBBoxLists=function(t,e,r,n){for(var o=0;o<r.length;o++){var a=i(this.getScaledWHD(r[o]),3),s=a[0],l=a[1],c=a[2],u=i(this.getScaledWHD(n[o]),3),p=u[0],f=u[1],h=u[2],d=Math.max(s,p);t.w+=d,e.w+=d,l>t.h&&(t.h=l),c>t.d&&(t.d=c),f>e.h&&(e.h=f),h>e.d&&(e.d=h)}},r.prototype.getScaledWHD=function(t){var e=t.w,r=t.h,n=t.d,o=t.rscale;return[e*o,r*o,n*o]},r.prototype.getUVQ=function(e,r){var n;if(!this.UVQ){var o=i([0,0,0],3),a=o[0],s=o[1],l=o[2];0===e.h&&0===e.d?a=this.getU():0===r.h&&0===r.d?a=-this.getV():(a=(n=i(t.prototype.getUVQ.call(this,e,r),3))[0],s=n[1],l=n[2]),this.UVQ=[a,s,l]}return this.UVQ},r}(t)}},5023:function(t,e){var r,n=this&&this.__extends||(r=function(t,e){return(r=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])})(t,e)},function(t,e){if("function"!=typeof e&&null!==e)throw new TypeError("Class extends value "+String(e)+" is not a constructor or null");function n(){this.constructor=t}r(t,e),t.prototype=null===e?Object.create(e):(n.prototype=e.prototype,new n)});Object.defineProperty(e,"__esModule",{value:!0}),e.CommonMnMixin=void 0,e.CommonMnMixin=function(t){return function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n(e,t),e.prototype.remapChars=function(t){if(t.length){var e=this.font.getRemappedChar("mn",t[0]);if(e){var r=this.unicodeChars(e,this.variant);1===r.length?t[0]=r[0]:t=r.concat(t.slice(1))}}return t},e}(t)}},7096:function(t,e,r){var n,o,i=this&&this.__extends||(n=function(t,e){return(n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])})(t,e)},function(t,e){if("function"!=typeof e&&null!==e)throw new TypeError("Class extends value "+String(e)+" is not a constructor or null");function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),a=this&&this.__assign||function(){return(a=Object.assign||function(t){for(var e,r=1,n=arguments.length;r<n;r++)for(var o in e=arguments[r])Object.prototype.hasOwnProperty.call(e,o)&&(t[o]=e[o]);return t}).apply(this,arguments)},s=this&&this.__read||function(t,e){var r="function"==typeof Symbol&&t[Symbol.iterator];if(!r)return t;var n,o,i=r.call(t),a=[];try{for(;(void 0===e||e-- >0)&&!(n=i.next()).done;)a.push(n.value)}catch(t){o={error:t}}finally{try{n&&!n.done&&(r=i.return)&&r.call(i)}finally{if(o)throw o.error}}return a},l=this&&this.__spreadArray||function(t,e){for(var r=0,n=e.length,o=t.length;r<n;r++,o++)t[o]=e[r];return t},c=this&&this.__values||function(t){var e="function"==typeof Symbol&&Symbol.iterator,r=e&&t[e],n=0;if(r)return r.call(t);if(t&&"number"==typeof t.length)return{next:function(){return t&&n>=t.length&&(t=void 0),{value:t&&t[n++],done:!t}}};throw new TypeError(e?"Object is not iterable.":"Symbol.iterator is not defined.")};Object.defineProperty(e,"__esModule",{value:!0}),e.CommonMoMixin=e.DirectionVH=void 0;var u=r(6469),p=r(505),f=r(5884);e.DirectionVH=((o={})[1]="v",o[2]="h",o),e.CommonMoMixin=function(t){return function(t){function e(){for(var e=[],r=0;r<arguments.length;r++)e[r]=arguments[r];var n=t.apply(this,l([],s(e)))||this;return n.size=null,n.isAccent=n.node.isAccent,n}return i(e,t),e.prototype.computeBBox=function(t,e){if(void 0===e&&(e=!1),this.protoBBox(t),this.node.attributes.get("symmetric")&&2!==this.stretch.dir){var r=this.getCenterOffset(t);t.h+=r,t.d-=r}this.node.getProperty("mathaccent")&&(0===this.stretch.dir||this.size>=0)&&(t.w=0)},e.prototype.protoBBox=function(e){var r=0!==this.stretch.dir;r&&null===this.size&&this.getStretchedVariant([0]),r&&this.size<0||(t.prototype.computeBBox.call(this,e),this.copySkewIC(e))},e.prototype.getAccentOffset=function(){var t=u.BBox.empty();return this.protoBBox(t),-t.w/2},e.prototype.getCenterOffset=function(e){return void 0===e&&(e=null),e||(e=u.BBox.empty(),t.prototype.computeBBox.call(this,e)),(e.h+e.d)/2+this.font.params.axis_height-e.h},e.prototype.getVariant=function(){this.node.attributes.get("largeop")?this.variant=this.node.attributes.get("displaystyle")?"-largeop":"-smallop":this.node.attributes.getExplicit("mathvariant")||!1!==this.node.getProperty("pseudoscript")?t.prototype.getVariant.call(this):this.variant="-tex-variant"},e.prototype.canStretch=function(t){if(0!==this.stretch.dir)return this.stretch.dir===t;if(!this.node.attributes.get("stretchy"))return!1;var e=this.getText();if(1!==Array.from(e).length)return!1;var r=this.font.getDelimiter(e.codePointAt(0));return 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e=this.attributes.getList("form","fence"),r=e.form,n=e.fence;return void 0===this.getProperty("texClass")&&(this.attributes.isSet("lspace")||this.attributes.isSet("rspace"))?null:(n&&this.texClass===l.TEXCLASS.REL&&("prefix"===r&&(this.texClass=l.TEXCLASS.OPEN),"postfix"===r&&(this.texClass=l.TEXCLASS.CLOSE)),this.adjustTeXclass(t))},e.prototype.adjustTeXclass=function(t){var e=this.texClass,r=this.prevClass;if(e===l.TEXCLASS.NONE)return t;if(t?(!t.getProperty("autoOP")||e!==l.TEXCLASS.BIN&&e!==l.TEXCLASS.REL||(r=t.texClass=l.TEXCLASS.ORD),r=this.prevClass=t.texClass||l.TEXCLASS.ORD,this.prevLevel=this.attributes.getInherited("scriptlevel")):r=this.prevClass=l.TEXCLASS.NONE,e!==l.TEXCLASS.BIN||r!==l.TEXCLASS.NONE&&r!==l.TEXCLASS.BIN&&r!==l.TEXCLASS.OP&&r!==l.TEXCLASS.REL&&r!==l.TEXCLASS.OPEN&&r!==l.TEXCLASS.PUNCT)if(r!==l.TEXCLASS.BIN||e!==l.TEXCLASS.REL&&e!==l.TEXCLASS.CLOSE&&e!==l.TEXCLASS.PUNCT){if(e===l.TEXCLASS.BIN){for(var n=this,o=this.parent;o&&o.parent&&o.isEmbellished&&(1===o.childNodes.length||!o.isKind("mrow")&&o.core()===n);)n=o,o=o.parent;o.childNodes[o.childNodes.length-1]===n&&(this.texClass=l.TEXCLASS.ORD)}}else t.texClass=this.prevClass=l.TEXCLASS.ORD;else this.texClass=l.TEXCLASS.ORD;return this},e.prototype.setInheritedAttributes=function(e,r,n,o){void 0===e&&(e={}),void 0===r&&(r=!1),void 0===n&&(n=0),void 0===o&&(o=!1),t.prototype.setInheritedAttributes.call(this,e,r,n,o);var i=this.getText();this.checkOperatorTable(i),this.checkPseudoScripts(i),this.checkPrimes(i),this.checkMathAccent(i)},e.prototype.checkOperatorTable=function(t){var e,r,n=a(this.handleExplicitForm(this.getForms()),3),o=n[0],i=n[1],l=n[2];this.attributes.setInherited("form",o);var u=this.constructor.OPTABLE,p=u[o][t]||u[i][t]||u[l][t];if(p){void 0===this.getProperty("texClass")&&(this.texClass=p[2]);try{for(var h=s(Object.keys(p[3]||{})),d=h.next();!d.done;d=h.next()){var f=d.value;this.attributes.setInherited(f,p[3][f])}}catch(t){e={error:t}}finally{try{d&&!d.done&&(r=h.return)&&r.call(h)}finally{if(e)throw e.error}}this.lspace=(p[0]+1)/18,this.rspace=(p[1]+1)/18}else{var m=(0,c.getRange)(t);if(m){void 0===this.getProperty("texClass")&&(this.texClass=m[2]);var y=this.constructor.MMLSPACING[m[2]];this.lspace=(y[0]+1)/18,this.rspace=(y[1]+1)/18}}},e.prototype.getForms=function(){for(var t=this,e=this.parent,r=this.Parent;r&&r.isEmbellished;)t=e,e=r.parent,r=r.Parent;if(e&&e.isKind("mrow")&&1!==e.nonSpaceLength()){if(e.firstNonSpace()===t)return["prefix","infix","postfix"];if(e.lastNonSpace()===t)return["postfix","infix","prefix"]}return["infix","prefix","postfix"]},e.prototype.handleExplicitForm=function(t){if(this.attributes.isSet("form")){var e=this.attributes.get("form");t=[e].concat(t.filter((function(t){return t!==e})))}return t},e.prototype.checkPseudoScripts=function(t){var e=this.constructor.pseudoScripts;if(t.match(e)){var r=this.coreParent().Parent,n=!r||!(r.isKind("msubsup")&&!r.isKind("msub"));this.setProperty("pseudoscript",n),n&&(this.attributes.setInherited("lspace",0),this.attributes.setInherited("rspace",0))}},e.prototype.checkPrimes=function(t){var e=this.constructor.primes;if(t.match(e)){var r=this.constructor.remapPrimes,n=(0,u.unicodeString)((0,u.unicodeChars)(t).map((function(t){return r[t]})));this.setProperty("primes",n)}},e.prototype.checkMathAccent=function(t){var e=this.Parent;if(void 0===this.getProperty("mathaccent")&&e&&e.isKind("munderover")){var r=e.childNodes[0];if(!r.isEmbellished||r.coreMO()!==this){var 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r=a(this.childNodes),n=r.next();!n.done;n=r.next()){var o=n.value;if(o&&!o.isSpacelike)return o}}catch(e){t={error:e}}finally{try{n&&!n.done&&(e=r.return)&&e.call(r)}finally{if(t)throw t.error}}return null},e.prototype.lastNonSpace=function(){for(var t=this.childNodes.length;--t>=0;){var e=this.childNodes[t];if(e&&!e.isSpacelike)return e}return null},e.prototype.setTeXclass=function(t){var e,r,n,o;if(null!=this.getProperty("open")||null!=this.getProperty("close")){this.getPrevClass(t),t=null;try{for(var i=a(this.childNodes),l=i.next();!l.done;l=i.next()){t=l.value.setTeXclass(t)}}catch(t){e={error:t}}finally{try{l&&!l.done&&(r=i.return)&&r.call(i)}finally{if(e)throw e.error}}null==this.texClass&&(this.texClass=s.TEXCLASS.INNER)}else{try{for(var c=a(this.childNodes),u=c.next();!u.done;u=c.next()){t=u.value.setTeXclass(t)}}catch(t){n={error:t}}finally{try{u&&!u.done&&(o=c.return)&&o.call(c)}finally{if(n)throw n.error}}this.childNodes[0]&&this.updateTeXclass(this.childNodes[0])}return 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l.CharacterMap("AMSsymbols-mathchar0mi",u.default.mathchar0mi,{digamma:"\u03dd",varkappa:"\u03f0",varGamma:["\u0393",{mathvariant:c.TexConstant.Variant.ITALIC}],varDelta:["\u0394",{mathvariant:c.TexConstant.Variant.ITALIC}],varTheta:["\u0398",{mathvariant:c.TexConstant.Variant.ITALIC}],varLambda:["\u039b",{mathvariant:c.TexConstant.Variant.ITALIC}],varXi:["\u039e",{mathvariant:c.TexConstant.Variant.ITALIC}],varPi:["\u03a0",{mathvariant:c.TexConstant.Variant.ITALIC}],varSigma:["\u03a3",{mathvariant:c.TexConstant.Variant.ITALIC}],varUpsilon:["\u03a5",{mathvariant:c.TexConstant.Variant.ITALIC}],varPhi:["\u03a6",{mathvariant:c.TexConstant.Variant.ITALIC}],varPsi:["\u03a8",{mathvariant:c.TexConstant.Variant.ITALIC}],varOmega:["\u03a9",{mathvariant:c.TexConstant.Variant.ITALIC}],beth:"\u2136",gimel:"\u2137",daleth:"\u2138",backprime:["\u2035",{variantForm:!0}],hslash:"\u210f",varnothing:["\u2205",{variantForm:!0}],blacktriangle:"\u25b4",triangledown:["\u25bd",{variantForm:!0}],blacktriangledown:"\u25be",square:"\u25fb",Box:"\u25fb",blacksquare:"\u25fc",lozenge:"\u25ca",Diamond:"\u25ca",blacklozenge:"\u29eb",circledS:["\u24c8",{mathvariant:c.TexConstant.Variant.NORMAL}],bigstar:"\u2605",sphericalangle:"\u2222",measuredangle:"\u2221",nexists:"\u2204",complement:"\u2201",mho:"\u2127",eth:["\xf0",{mathvariant:c.TexConstant.Variant.NORMAL}],Finv:"\u2132",diagup:"\u2571",Game:"\u2141",diagdown:"\u2572",Bbbk:["k",{mathvariant:c.TexConstant.Variant.DOUBLESTRUCK}],yen:"\xa5",circledR:"\xae",checkmark:"\u2713",maltese:"\u2720"}),new l.CharacterMap("AMSsymbols-mathchar0mo",u.default.mathchar0mo,{dotplus:"\u2214",ltimes:"\u22c9",smallsetminus:["\u2216",{variantForm:!0}],rtimes:"\u22ca",Cap:"\u22d2",doublecap:"\u22d2",leftthreetimes:"\u22cb",Cup:"\u22d3",doublecup:"\u22d3",rightthreetimes:"\u22cc",barwedge:"\u22bc",curlywedge:"\u22cf",veebar:"\u22bb",curlyvee:"\u22ce",doublebarwedge:"\u2a5e",boxminus:"\u229f",circleddash:"\u229d",boxtimes:"\u22a0",circledast:"\u229b",boxdot:"\u22a1",circledcirc:"\u229a",boxplus:"\u229e",centerdot:["\u22c5",{variantForm:!0}],divideontimes:"\u22c7",intercal:"\u22ba",leqq:"\u2266",geqq:"\u2267",leqslant:"\u2a7d",geqslant:"\u2a7e",eqslantless:"\u2a95",eqslantgtr:"\u2a96",lesssim:"\u2272",gtrsim:"\u2273",lessapprox:"\u2a85",gtrapprox:"\u2a86",approxeq:"\u224a",lessdot:"\u22d6",gtrdot:"\u22d7",lll:"\u22d8",llless:"\u22d8",ggg:"\u22d9",gggtr:"\u22d9",lessgtr:"\u2276",gtrless:"\u2277",lesseqgtr:"\u22da",gtreqless:"\u22db",lesseqqgtr:"\u2a8b",gtreqqless:"\u2a8c",doteqdot:"\u2251",Doteq:"\u2251",eqcirc:"\u2256",risingdotseq:"\u2253",circeq:"\u2257",fallingdotseq:"\u2252",triangleq:"\u225c",backsim:"\u223d",thicksim:["\u223c",{variantForm:!0}],backsimeq:"\u22cd",thickapprox:["\u2248",{variantForm:!0}],subseteqq:"\u2ac5",supseteqq:"\u2ac6",Subset:"\u22d0",Supset:"\u22d1",sqsubset:"\u228f",sqsupset:"\u2290",preccurlyeq:"\u227c",succcurlyeq:"\u227d",curlyeqprec:"\u22de",curlyeqsucc:"\u22df",precsim:"\u227e",succsim:"\u227f",precapprox:"\u2ab7",succapprox:"\u2ab8",vartriangleleft:"\u22b2",lhd:"\u22b2",vartriangleright:"\u22b3",rhd:"\u22b3",trianglelefteq:"\u22b4",unlhd:"\u22b4",trianglerighteq:"\u22b5",unrhd:"\u22b5",vDash:["\u22a8",{variantForm:!0}],Vdash:"\u22a9",Vvdash:"\u22aa",smallsmile:["\u2323",{variantForm:!0}],shortmid:["\u2223",{variantForm:!0}],smallfrown:["\u2322",{variantForm:!0}],shortparallel:["\u2225",{variantForm:!0}],bumpeq:"\u224f",between:"\u226c",Bumpeq:"\u224e",pitchfork:"\u22d4",varpropto:["\u221d",{variantForm:!0}],backepsilon:"\u220d",blacktriangleleft:"\u25c2",blacktriangleright:"\u25b8",therefore:"\u2234",because:"\u2235",eqsim:"\u2242",vartriangle:["\u25b3",{variantForm:!0}],Join:"\u22c8",nless:"\u226e",ngtr:"\u226f",nleq:"\u2270",ngeq:"\u2271",nleqslant:["\u2a87",{variantForm:!0}],ngeqslant:["\u2a88",{variantForm:!0}],nleqq:["\u2270",{variantForm:!0}],ngeqq:["\u2271",{variantForm:!0}],lneq:"\u2a87",gneq:"\u2a88",lneqq:"\u2268",gneqq:"\u2269",lvertneqq:["\u2268",{variantForm:!0}],gvertneqq:["\u2269",{variantForm:!0}],lnsim:"\u22e6",gnsim:"\u22e7",lnapprox:"\u2a89",gnapprox:"\u2a8a",nprec:"\u2280",nsucc:"\u2281",npreceq:["\u22e0",{variantForm:!0}],nsucceq:["\u22e1",{variantForm:!0}],precneqq:"\u2ab5",succneqq:"\u2ab6",precnsim:"\u22e8",succnsim:"\u22e9",precnapprox:"\u2ab9",succnapprox:"\u2aba",nsim:"\u2241",ncong:"\u2247",nshortmid:["\u2224",{variantForm:!0}],nshortparallel:["\u2226",{variantForm:!0}],nmid:"\u2224",nparallel:"\u2226",nvdash:"\u22ac",nvDash:"\u22ad",nVdash:"\u22ae",nVDash:"\u22af",ntriangleleft:"\u22ea",ntriangleright:"\u22eb",ntrianglelefteq:"\u22ec",ntrianglerighteq:"\u22ed",nsubseteq:"\u2288",nsupseteq:"\u2289",nsubseteqq:["\u2288",{variantForm:!0}],nsupseteqq:["\u2289",{variantForm:!0}],subsetneq:"\u228a",supsetneq:"\u228b",varsubsetneq:["\u228a",{variantForm:!0}],varsupsetneq:["\u228b",{variantForm:!0}],subsetneqq:"\u2acb",supsetneqq:"\u2acc",varsubsetneqq:["\u2acb",{variantForm:!0}],varsupsetneqq:["\u2acc",{variantForm:!0}],leftleftarrows:"\u21c7",rightrightarrows:"\u21c9",leftrightarrows:"\u21c6",rightleftarrows:"\u21c4",Lleftarrow:"\u21da",Rrightarrow:"\u21db",twoheadleftarrow:"\u219e",twoheadrightarrow:"\u21a0",leftarrowtail:"\u21a2",rightarrowtail:"\u21a3",looparrowleft:"\u21ab",looparrowright:"\u21ac",leftrightharpoons:"\u21cb",rightleftharpoons:["\u21cc",{variantForm:!0}],curvearrowleft:"\u21b6",curvearrowright:"\u21b7",circlearrowleft:"\u21ba",circlearrowright:"\u21bb",Lsh:"\u21b0",Rsh:"\u21b1",upuparrows:"\u21c8",downdownarrows:"\u21ca",upharpoonleft:"\u21bf",upharpoonright:"\u21be",downharpoonleft:"\u21c3",restriction:"\u21be",multimap:"\u22b8",downharpoonright:"\u21c2",leftrightsquigarrow:"\u21ad",rightsquigarrow:"\u21dd",leadsto:"\u21dd",dashrightarrow:"\u21e2",dashleftarrow:"\u21e0",nleftarrow:"\u219a",nrightarrow:"\u219b",nLeftarrow:"\u21cd",nRightarrow:"\u21cf",nleftrightarrow:"\u21ae",nLeftrightarrow:"\u21ce"}),new l.DelimiterMap("AMSsymbols-delimiter",u.default.delimiter,{"\\ulcorner":"\u231c","\\urcorner":"\u231d","\\llcorner":"\u231e","\\lrcorner":"\u231f"}),new l.CommandMap("AMSsymbols-macros",{implies:["Macro","\\;\\Longrightarrow\\;"],impliedby:["Macro","\\;\\Longleftarrow\\;"]},s.AmsMethods)},4387:function(t,e,r){var n=this&&this.__assign||function(){return n=Object.assign||function(t){for(var e,r=1,n=arguments.length;r<n;r++)for(var o in e=arguments[r])Object.prototype.hasOwnProperty.call(e,o)&&(t[o]=e[o]);return t},n.apply(this,arguments)},o=this&&this.__read||function(t,e){var r="function"==typeof Symbol&&t[Symbol.iterator];if(!r)return t;var n,o,i=r.call(t),a=[];try{for(;(void 0===e||e-- >0)&&!(n=i.next()).done;)a.push(n.value)}catch(t){o={error:t}}finally{try{n&&!n.done&&(r=i.return)&&r.call(i)}finally{if(o)throw o.error}}return a},i=this&&this.__importDefault||function(t){return t&&t.__esModule?t:{default:t}};Object.defineProperty(e,"__esModule",{value:!0}),e.NEW_OPS=e.AmsMethods=void 0;var a=i(r(1130)),s=i(r(5450)),l=i(r(1256)),c=r(8317),u=i(r(8417)),p=i(r(3971)),h=r(8803),d=i(r(7693)),f=r(9007);function m(t){if(!t||t.isInferred&&0===t.childNodes.length)return[null,null];if(t.isKind("msubsup")&&y(t))return[t,null];var e=l.default.getChildAt(t,0);return t.isInferred&&e&&y(e)?(t.childNodes.splice(0,1),[e,t]):[null,t]}function y(t){var e=t.childNodes[0];return e&&e.isKind("mi")&&""===e.getText()}e.AmsMethods={},e.AmsMethods.AmsEqnArray=function(t,e,r,n,o,i,s){var l=t.GetBrackets("\\begin{"+e.getName()+"}"),c=d.default.EqnArray(t,e,r,n,o,i,s);return a.default.setArrayAlign(c,l)},e.AmsMethods.AlignAt=function(t,r,n,o){var i,s,l=r.getName(),c="",u=[];if(o||(s=t.GetBrackets("\\begin{"+l+"}")),(i=t.GetArgument("\\begin{"+l+"}")).match(/[^0-9]/))throw new p.default("PositiveIntegerArg","Argument to %1 must me a positive integer","\\begin{"+l+"}");for(var h=parseInt(i,10);h>0;)c+="rl",u.push("0em 0em"),h--;var d=u.join(" ");if(o)return e.AmsMethods.EqnArray(t,r,n,o,c,d);var f=e.AmsMethods.EqnArray(t,r,n,o,c,d);return a.default.setArrayAlign(f,s)},e.AmsMethods.Multline=function(t,e,r){t.Push(e),a.default.checkEqnEnv(t);var n=t.itemFactory.create("multline",r,t.stack);return n.arraydef={displaystyle:!0,rowspacing:".5em",columnspacing:"100%",width:t.options.ams.multlineWidth,side:t.options.tagSide,minlabelspacing:t.options.tagIndent,framespacing:t.options.ams.multlineIndent+" 0",frame:"","data-width-includes-label":!0},n},e.AmsMethods.XalignAt=function(t,r,n,o){var i=t.GetArgument("\\begin{"+r.getName()+"}");if(i.match(/[^0-9]/))throw new p.default("PositiveIntegerArg","Argument to %1 must me a positive integer","\\begin{"+r.getName()+"}");var a=o?"crl":"rlc",s=o?"fit auto auto":"auto auto fit",l=e.AmsMethods.FlalignArray(t,r,n,o,!1,a,s,!0);return l.setProperty("xalignat",2*parseInt(i)),l},e.AmsMethods.FlalignArray=function(t,e,r,n,o,i,s,l){void 0===l&&(l=!1),t.Push(e),a.default.checkEqnEnv(t),i=i.split("").join(" ").replace(/r/g,"right").replace(/l/g,"left").replace(/c/g,"center");var c=t.itemFactory.create("flalign",e.getName(),r,n,o,t.stack);return c.arraydef={width:"100%",displaystyle:!0,columnalign:i,columnspacing:"0em",columnwidth:s,rowspacing:"3pt",side:t.options.tagSide,minlabelspacing:l?"0":t.options.tagIndent,"data-width-includes-label":!0},c.setProperty("zeroWidthLabel",l),c},e.NEW_OPS="ams-declare-ops",e.AmsMethods.HandleDeclareOp=function(t,r){var n=t.GetStar()?"*":"",o=a.default.trimSpaces(t.GetArgument(r));"\\"===o.charAt(0)&&(o=o.substr(1));var i=t.GetArgument(r);t.configuration.handlers.retrieve(e.NEW_OPS).add(o,new h.Macro(o,e.AmsMethods.Macro,["\\operatorname".concat(n,"{").concat(i,"}")]))},e.AmsMethods.HandleOperatorName=function(t,e){var r=t.GetStar(),o=a.default.trimSpaces(t.GetArgument(e)),i=new u.default(o,n(n({},t.stack.env),{font:c.TexConstant.Variant.NORMAL,multiLetterIdentifiers:/^[-*a-z]+/i,operatorLetters:!0}),t.configuration).mml();if(i.isKind("mi")||(i=t.create("node","TeXAtom",[i])),l.default.setProperties(i,{movesupsub:r,movablelimits:!0,texClass:f.TEXCLASS.OP}),!r){var s=t.GetNext(),p=t.i;"\\"===s&&++t.i&&"limits"!==t.GetCS()&&(t.i=p)}t.Push(i)},e.AmsMethods.SideSet=function(t,e){var r=o(m(t.ParseArg(e)),2),n=r[0],i=r[1],s=o(m(t.ParseArg(e)),2),c=s[0],u=s[1],p=t.ParseArg(e),h=p;n&&(i?n.replaceChild(t.create("node","mphantom",[t.create("node","mpadded",[a.default.copyNode(p,t)],{width:0})]),l.default.getChildAt(n,0)):(h=t.create("node","mmultiscripts",[p]),c&&l.default.appendChildren(h,[l.default.getChildAt(c,1)||t.create("node","none"),l.default.getChildAt(c,2)||t.create("node","none")]),l.default.setProperty(h,"scriptalign","left"),l.default.appendChildren(h,[t.create("node","mprescripts"),l.default.getChildAt(n,1)||t.create("node","none"),l.default.getChildAt(n,2)||t.create("node","none")]))),c&&h===p&&(c.replaceChild(p,l.default.getChildAt(c,0)),h=c);var d=t.create("node","TeXAtom",[],{texClass:f.TEXCLASS.OP,movesupsub:!0,movablelimits:!0});i&&(n&&d.appendChild(n),d.appendChild(i)),d.appendChild(h),u&&d.appendChild(u),t.Push(d)},e.AmsMethods.operatorLetter=function(t,e){return!!t.stack.env.operatorLetters&&s.default.variable(t,e)},e.AmsMethods.MultiIntegral=function(t,e,r){var n=t.GetNext();if("\\"===n){var o=t.i;n=t.GetArgument(e),t.i=o,"\\limits"===n&&(r="\\idotsint"===e?"\\!\\!\\mathop{\\,\\,"+r+"}":"\\!\\!\\!\\mathop{\\,\\,\\,"+r+"}")}t.string=r+" "+t.string.slice(t.i),t.i=0},e.AmsMethods.xArrow=function(t,e,r,n,o){var i={width:"+"+a.default.Em((n+o)/18),lspace:a.default.Em(n/18)},s=t.GetBrackets(e),c=t.ParseArg(e),p=t.create("node","mspace",[],{depth:".25em"}),h=t.create("token","mo",{stretchy:!0,texClass:f.TEXCLASS.REL},String.fromCodePoint(r));h=t.create("node","mstyle",[h],{scriptlevel:0});var d=t.create("node","munderover",[h]),m=t.create("node","mpadded",[c,p],i);if(l.default.setAttribute(m,"voffset","-.2em"),l.default.setAttribute(m,"height","-.2em"),l.default.setChild(d,d.over,m),s){var y=new u.default(s,t.stack.env,t.configuration).mml(),g=t.create("node","mspace",[],{height:".75em"});m=t.create("node","mpadded",[y,g],i),l.default.setAttribute(m,"voffset",".15em"),l.default.setAttribute(m,"depth","-.15em"),l.default.setChild(d,d.under,m)}l.default.setProperty(d,"subsupOK",!0),t.Push(d)},e.AmsMethods.HandleShove=function(t,e,r){var n=t.stack.Top();if("multline"!==n.kind)throw new p.default("CommandOnlyAllowedInEnv","%1 only allowed in %2 environment",t.currentCS,"multline");if(n.Size())throw new p.default("CommandAtTheBeginingOfLine","%1 must come at the beginning of the line",t.currentCS);n.setProperty("shove",r)},e.AmsMethods.CFrac=function(t,e){var r=a.default.trimSpaces(t.GetBrackets(e,"")),n=t.GetArgument(e),o=t.GetArgument(e),i={l:c.TexConstant.Align.LEFT,r:c.TexConstant.Align.RIGHT,"":""},s=new u.default("\\strut\\textstyle{"+n+"}",t.stack.env,t.configuration).mml(),h=new u.default("\\strut\\textstyle{"+o+"}",t.stack.env,t.configuration).mml(),d=t.create("node","mfrac",[s,h]);if(null==(r=i[r]))throw new p.default("IllegalAlign","Illegal alignment specified in %1",t.currentCS);r&&l.default.setProperties(d,{numalign:r,denomalign:r}),t.Push(d)},e.AmsMethods.Genfrac=function(t,e,r,n,o,i){null==r&&(r=t.GetDelimiterArg(e)),null==n&&(n=t.GetDelimiterArg(e)),null==o&&(o=t.GetArgument(e)),null==i&&(i=a.default.trimSpaces(t.GetArgument(e)));var s=t.ParseArg(e),c=t.ParseArg(e),u=t.create("node","mfrac",[s,c]);if(""!==o&&l.default.setAttribute(u,"linethickness",o),(r||n)&&(l.default.setProperty(u,"withDelims",!0),u=a.default.fixedFence(t.configuration,r,u,n)),""!==i){var h=parseInt(i,10),d=["D","T","S","SS"][h];if(null==d)throw new p.default("BadMathStyleFor","Bad math style for %1",t.currentCS);u=t.create("node","mstyle",[u]),"D"===d?l.default.setProperties(u,{displaystyle:!0,scriptlevel:0}):l.default.setProperties(u,{displaystyle:!1,scriptlevel:h-1})}t.Push(u)},e.AmsMethods.HandleTag=function(t,e){if(!t.tags.currentTag.taggable&&t.tags.env)throw new p.default("CommandNotAllowedInEnv","%1 not allowed in %2 environment",t.currentCS,t.tags.env);if(t.tags.currentTag.tag)throw new p.default("MultipleCommand","Multiple %1",t.currentCS);var r=t.GetStar(),n=a.default.trimSpaces(t.GetArgument(e));t.tags.tag(n,r)},e.AmsMethods.HandleNoTag=d.default.HandleNoTag,e.AmsMethods.HandleRef=d.default.HandleRef,e.AmsMethods.Macro=d.default.Macro,e.AmsMethods.Accent=d.default.Accent,e.AmsMethods.Tilde=d.default.Tilde,e.AmsMethods.Array=d.default.Array,e.AmsMethods.Spacer=d.default.Spacer,e.AmsMethods.NamedOp=d.default.NamedOp,e.AmsMethods.EqnArray=d.default.EqnArray,e.AmsMethods.Equation=d.default.Equation},583:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.AmsCdConfiguration=void 0;var n=r(9899);r(8289),e.AmsCdConfiguration=n.Configuration.create("amscd",{handler:{character:["amscd_special"],macro:["amscd_macros"],environment:["amscd_environment"]},options:{amscd:{colspace:"5pt",rowspace:"5pt",harrowsize:"2.75em",varrowsize:"1.75em",hideHorizontalLabels:!1}}})},8289:function(t,e,r){var n=this&&this.__createBinding||(Object.create?function(t,e,r,n){void 0===n&&(n=r);var 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e(){return null!==t&&t.apply(this,arguments)||this}return o(e,t),Object.defineProperty(e.prototype,"kind",{get:function(){return"style"},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(e){if(!e.isClose)return t.prototype.checkItem.call(this,e);var r=this.create("node","mstyle",this.nodes,this.getProperty("styles"));return[[this.factory.create("mml",r),e],!0]},e}(f.BaseItem);e.StyleItem=C;var w=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return o(e,t),Object.defineProperty(e.prototype,"kind",{get:function(){return"position"},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(e){if(e.isClose)throw new p.default("MissingBoxFor","Missing box for %1",this.getName());if(e.isFinal){var r=e.toMml();switch(this.getProperty("move")){case"vertical":return r=this.create("node","mpadded",[r],{height:this.getProperty("dh"),depth:this.getProperty("dd"),voffset:this.getProperty("dh")}),[[this.factory.create("mml",r)],!0];case"horizontal":return[[this.factory.create("mml",this.getProperty("left")),e,this.factory.create("mml",this.getProperty("right"))],!0]}}return t.prototype.checkItem.call(this,e)},e}(f.BaseItem);e.PositionItem=w;var T=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return o(e,t),Object.defineProperty(e.prototype,"kind",{get:function(){return"cell"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,"isClose",{get:function(){return!0},enumerable:!1,configurable:!0}),e}(f.BaseItem);e.CellItem=T;var N=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return o(e,t),Object.defineProperty(e.prototype,"isFinal",{get:function(){return!0},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,"kind",{get:function(){return"mml"},enumerable:!1,configurable:!0}),e}(f.BaseItem);e.MmlItem=N;var L=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return o(e,t),Object.defineProperty(e.prototype,"kind",{get:function(){return"fn"},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(e){var r=this.First;if(r){if(e.isOpen)return f.BaseItem.success;if(!e.isKind("fn")){var n=e.First;if(!e.isKind("mml")||!n)return[[r,e],!0];if(d.default.isType(n,"mstyle")&&n.childNodes.length&&d.default.isType(n.childNodes[0].childNodes[0],"mspace")||d.default.isType(n,"mspace"))return[[r,e],!0];d.default.isEmbellished(n)&&(n=d.default.getCoreMO(n));var o=d.default.getForm(n);if(null!=o&&[0,0,1,1,0,1,1,0,0,0][o[2]])return[[r,e],!0]}var i=this.create("token","mo",{texClass:u.TEXCLASS.NONE},c.entities.ApplyFunction);return[[r,i,e],!0]}return t.prototype.checkItem.apply(this,arguments)},e}(f.BaseItem);e.FnItem=L;var P=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.remap=l.MapHandler.getMap("not_remap"),e}return o(e,t),Object.defineProperty(e.prototype,"kind",{get:function(){return"not"},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(t){var e,r,n;if(t.isKind("open")||t.isKind("left"))return f.BaseItem.success;if(t.isKind("mml")&&(d.default.isType(t.First,"mo")||d.default.isType(t.First,"mi")||d.default.isType(t.First,"mtext"))&&(e=t.First,1===(r=d.default.getText(e)).length&&!d.default.getProperty(e,"movesupsub")&&1===d.default.getChildren(e).length))return this.remap.contains(r)?(n=this.create("text",this.remap.lookup(r).char),d.default.setChild(e,0,n)):(n=this.create("text","\u0338"),d.default.appendChildren(e,[n])),[[t],!0];n=this.create("text","\u29f8");var o=this.create("node","mtext",[],{},n),i=this.create("node","mpadded",[o],{width:0});return[[e=this.create("node","TeXAtom",[i],{texClass:u.TEXCLASS.REL}),t],!0]},e}(f.BaseItem);e.NotItem=P;var I=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return o(e,t),Object.defineProperty(e.prototype,"kind",{get:function(){return"nonscript"},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(t){if(t.isKind("mml")&&1===t.Size()){var e=t.First;if(e.isKind("mstyle")&&e.notParent&&(e=d.default.getChildren(d.default.getChildren(e)[0])[0]),e.isKind("mspace")){if(e!==t.First){var r=this.create("node","mrow",[t.Pop()]);t.Push(r)}this.factory.configuration.addNode("nonscript",t.First)}}return[[t],!0]},e}(f.BaseItem);e.NonscriptItem=I;var k=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return o(e,t),Object.defineProperty(e.prototype,"kind",{get:function(){return"dots"},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(t){if(t.isKind("open")||t.isKind("left"))return f.BaseItem.success;var e=this.getProperty("ldots"),r=t.First;if(t.isKind("mml")&&d.default.isEmbellished(r)){var n=d.default.getTexClass(d.default.getCoreMO(r));n!==u.TEXCLASS.BIN&&n!==u.TEXCLASS.REL||(e=this.getProperty("cdots"))}return[[e,t],!0]},e}(f.BaseItem);e.DotsItem=k;var R=function(t){function e(){var e=null!==t&&t.apply(this,arguments)||this;return e.table=[],e.row=[],e.frame=[],e.hfill=[],e.arraydef={},e.dashed=!1,e}return o(e,t),Object.defineProperty(e.prototype,"kind",{get:function(){return"array"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,"isOpen",{get:function(){return!0},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,"copyEnv",{get:function(){return!1},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(e){if(e.isClose&&!e.isKind("over")){if(e.getProperty("isEntry"))return this.EndEntry(),this.clearEnv(),f.BaseItem.fail;if(e.getProperty("isCR"))return this.EndEntry(),this.EndRow(),this.clearEnv(),f.BaseItem.fail;this.EndTable(),this.clearEnv();var r=this.factory.create("mml",this.createMml());if(this.getProperty("requireClose")){if(e.isKind("close"))return[[r],!0];throw new p.default("MissingCloseBrace","Missing close brace")}return[[r,e],!0]}return t.prototype.checkItem.call(this,e)},e.prototype.createMml=function(){var t=this.arraydef.scriptlevel;delete this.arraydef.scriptlevel;var e=this.create("node","mtable",this.table,this.arraydef);return t&&e.setProperty("scriptlevel",t),4===this.frame.length?d.default.setAttribute(e,"frame",this.dashed?"dashed":"solid"):this.frame.length&&(this.arraydef.rowlines&&(this.arraydef.rowlines=this.arraydef.rowlines.replace(/none( none)+$/,"none")),d.default.setAttribute(e,"frame",""),e=this.create("node","menclose",[e],{notation:this.frame.join(" ")}),"none"===(this.arraydef.columnlines||"none")&&"none"===(this.arraydef.rowlines||"none")||d.default.setAttribute(e,"data-padding",0)),(this.getProperty("open")||this.getProperty("close"))&&(e=h.default.fenced(this.factory.configuration,this.getProperty("open"),e,this.getProperty("close"))),e},e.prototype.EndEntry=function(){var t=this.create("node","mtd",this.nodes);this.hfill.length&&(0===this.hfill[0]&&d.default.setAttribute(t,"columnalign","right"),this.hfill[this.hfill.length-1]===this.Size()&&d.default.setAttribute(t,"columnalign",d.default.getAttribute(t,"columnalign")?"center":"left")),this.row.push(t),this.Clear(),this.hfill=[]},e.prototype.EndRow=function(){var t;this.getProperty("isNumbered")&&3===this.row.length?(this.row.unshift(this.row.pop()),t=this.create("node","mlabeledtr",this.row)):t=this.create("node","mtr",this.row),this.table.push(t),this.row=[]},e.prototype.EndTable=function(){(this.Size()||this.row.length)&&(this.EndEntry(),this.EndRow()),this.checkLines()},e.prototype.checkLines=function(){if(this.arraydef.rowlines){var t=this.arraydef.rowlines.split(/ /);t.length===this.table.length?(this.frame.push("bottom"),t.pop(),this.arraydef.rowlines=t.join(" ")):t.length<this.table.length-1&&(this.arraydef.rowlines+=" none")}if(this.getProperty("rowspacing")){for(var e=this.arraydef.rowspacing.split(/ /);e.length<this.table.length;)e.push(this.getProperty("rowspacing")+"em");this.arraydef.rowspacing=e.join(" ")}},e.prototype.addRowSpacing=function(t){if(this.arraydef.rowspacing){var e=this.arraydef.rowspacing.split(/ /);if(!this.getProperty("rowspacing")){var r=h.default.dimen2em(e[0]);this.setProperty("rowspacing",r)}for(var n=this.getProperty("rowspacing");e.length<this.table.length;)e.push(h.default.Em(n));e[this.table.length-1]=h.default.Em(Math.max(0,n+h.default.dimen2em(t))),this.arraydef.rowspacing=e.join(" ")}},e}(f.BaseItem);e.ArrayItem=R;var j=function(t){function e(e){for(var r=[],n=1;n<arguments.length;n++)r[n-1]=arguments[n];var o=t.call(this,e)||this;return o.maxrow=0,o.factory.configuration.tags.start(r[0],r[2],r[1]),o}return o(e,t),Object.defineProperty(e.prototype,"kind",{get:function(){return"eqnarray"},enumerable:!1,configurable:!0}),e.prototype.EndEntry=function(){this.row.length&&h.default.fixInitialMO(this.factory.configuration,this.nodes);var t=this.create("node","mtd",this.nodes);this.row.push(t),this.Clear()},e.prototype.EndRow=function(){this.row.length>this.maxrow&&(this.maxrow=this.row.length);var t="mtr",e=this.factory.configuration.tags.getTag();e&&(this.row=[e].concat(this.row),t="mlabeledtr"),this.factory.configuration.tags.clearTag();var r=this.create("node",t,this.row);this.table.push(r),this.row=[]},e.prototype.EndTable=function(){t.prototype.EndTable.call(this),this.factory.configuration.tags.end(),this.extendArray("columnalign",this.maxrow),this.extendArray("columnwidth",this.maxrow),this.extendArray("columnspacing",this.maxrow-1)},e.prototype.extendArray=function(t,e){if(this.arraydef[t]){var r=this.arraydef[t].split(/ /),n=a([],i(r),!1);if(n.length>1){for(;n.length<e;)n.push.apply(n,a([],i(r),!1));this.arraydef[t]=n.slice(0,e).join(" ")}}},e}(R);e.EqnArrayItem=j;var B=function(t){function e(e){for(var r=[],n=1;n<arguments.length;n++)r[n-1]=arguments[n];var o=t.call(this,e)||this;return o.factory.configuration.tags.start("equation",!0,r[0]),o}return o(e,t),Object.defineProperty(e.prototype,"kind",{get:function(){return"equation"},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,"isOpen",{get:function(){return!0},enumerable:!1,configurable:!0}),e.prototype.checkItem=function(e){if(e.isKind("end")){var r=this.toMml(),n=this.factory.configuration.tags.getTag();return this.factory.configuration.tags.end(),[[n?this.factory.configuration.tags.enTag(r,n):r,e],!0]}if(e.isKind("stop"))throw new p.default("EnvMissingEnd","Missing \\end{%1}",this.getName());return t.prototype.checkItem.call(this,e)},e}(f.BaseItem);e.EquationItem=B},1267:function(t,e,r){var n=this&&this.__createBinding||(Object.create?function(t,e,r,n){void 0===n&&(n=r);var o=Object.getOwnPropertyDescriptor(e,r);o&&!("get"in o?!e.__esModule:o.writable||o.configurable)||(o={enumerable:!0,get:function(){return e[r]}}),Object.defineProperty(t,n,o)}:function(t,e,r,n){void 0===n&&(n=r),t[n]=e[r]}),o=this&&this.__setModuleDefault||(Object.create?function(t,e){Object.defineProperty(t,"default",{enumerable:!0,value:e})}:function(t,e){t.default=e}),i=this&&this.__importStar||function(t){if(t&&t.__esModule)return t;var e={};if(null!=t)for(var r in t)"default"!==r&&Object.prototype.hasOwnProperty.call(t,r)&&n(e,t,r);return o(e,t),e},a=this&&this.__importDefault||function(t){return t&&t.__esModule?t:{default:t}};Object.defineProperty(e,"__esModule",{value:!0});var s=i(r(9140)),l=r(8317),c=a(r(7693)),u=a(r(5450)),p=a(r(1130)),h=r(9007),d=r(6010);new s.RegExpMap("letter",u.default.variable,/[a-z]/i),new s.RegExpMap("digit",u.default.digit,/[0-9.,]/),new s.RegExpMap("command",u.default.controlSequence,/^\\/),new s.MacroMap("special",{"{":"Open","}":"Close","~":"Tilde","^":"Superscript",_:"Subscript"," ":"Space","\t":"Space","\r":"Space","\n":"Space","'":"Prime","%":"Comment","&":"Entry","#":"Hash","\xa0":"Space","\u2019":"Prime"},c.default),new s.CharacterMap("mathchar0mi",u.default.mathchar0mi,{alpha:"\u03b1",beta:"\u03b2",gamma:"\u03b3",delta:"\u03b4",epsilon:"\u03f5",zeta:"\u03b6",eta:"\u03b7",theta:"\u03b8",iota:"\u03b9",kappa:"\u03ba",lambda:"\u03bb",mu:"\u03bc",nu:"\u03bd",xi:"\u03be",omicron:"\u03bf",pi:"\u03c0",rho:"\u03c1",sigma:"\u03c3",tau:"\u03c4",upsilon:"\u03c5",phi:"\u03d5",chi:"\u03c7",psi:"\u03c8",omega:"\u03c9",varepsilon:"\u03b5",vartheta:"\u03d1",varpi:"\u03d6",varrho:"\u03f1",varsigma:"\u03c2",varphi:"\u03c6",S:["\xa7",{mathvariant:l.TexConstant.Variant.NORMAL}],aleph:["\u2135",{mathvariant:l.TexConstant.Variant.NORMAL}],hbar:["\u210f",{variantForm:!0}],imath:"\u0131",jmath:"\u0237",ell:"\u2113",wp:["\u2118",{mathvariant:l.TexConstant.Variant.NORMAL}],Re:["\u211c",{mathvariant:l.TexConstant.Variant.NORMAL}],Im:["\u2111",{mathvariant:l.TexConstant.Variant.NORMAL}],partial:["\u2202",{mathvariant:l.TexConstant.Variant.ITALIC}],infty:["\u221e",{mathvariant:l.TexConstant.Variant.NORMAL}],prime:["\u2032",{variantForm:!0}],emptyset:["\u2205",{mathvariant:l.TexConstant.Variant.NORMAL}],nabla:["\u2207",{mathvariant:l.TexConstant.Variant.NORMAL}],top:["\u22a4",{mathvariant:l.TexConstant.Variant.NORMAL}],bot:["\u22a5",{mathvariant:l.TexConstant.Variant.NORMAL}],angle:["\u2220",{mathvariant:l.TexConstant.Variant.NORMAL}],triangle:["\u25b3",{mathvariant:l.TexConstant.Variant.NORMAL}],backslash:["\u2216",{mathvariant:l.TexConstant.Variant.NORMAL}],forall:["\u2200",{mathvariant:l.TexConstant.Variant.NORMAL}],exists:["\u2203",{mathvariant:l.TexConstant.Variant.NORMAL}],neg:["\xac",{mathvariant:l.TexConstant.Variant.NORMAL}],lnot:["\xac",{mathvariant:l.TexConstant.Variant.NORMAL}],flat:["\u266d",{mathvariant:l.TexConstant.Variant.NORMAL}],natural:["\u266e",{mathvariant:l.TexConstant.Variant.NORMAL}],sharp:["\u266f",{mathvariant:l.TexConstant.Variant.NORMAL}],clubsuit:["\u2663",{mathvariant:l.TexConstant.Variant.NORMAL}],diamondsuit:["\u2662",{mathvariant:l.TexConstant.Variant.NORMAL}],heartsuit:["\u2661",{mathvariant:l.TexConstant.Variant.NORMAL}],spadesuit:["\u2660",{mathvariant:l.TexConstant.Variant.NORMAL}]}),new s.CharacterMap("mathchar0mo",u.default.mathchar0mo,{surd:"\u221a",coprod:["\u2210",{texClass:h.TEXCLASS.OP,movesupsub:!0}],bigvee:["\u22c1",{texClass:h.TEXCLASS.OP,movesupsub:!0}],bigwedge:["\u22c0",{texClass:h.TEXCLASS.OP,movesupsub:!0}],biguplus:["\u2a04",{texClass:h.TEXCLASS.OP,movesupsub:!0}],bigcap:["\u22c2",{texClass:h.TEXCLASS.OP,movesupsub:!0}],bigcup:["\u22c3",{texClass:h.TEXCLASS.OP,movesupsub:!0}],int:["\u222b",{texClass:h.TEXCLASS.OP}],intop:["\u222b",{texClass:h.TEXCLASS.OP,movesupsub:!0,movablelimits:!0}],iint:["\u222c",{texClass:h.TEXCLASS.OP}],iiint:["\u222d",{texClass:h.TEXCLASS.OP}],prod:["\u220f",{texClass:h.TEXCLASS.OP,movesupsub:!0}],sum:["\u2211",{texClass:h.TEXCLASS.OP,movesupsub:!0}],bigotimes:["\u2a02",{texClass:h.TEXCLASS.OP,movesupsub:!0}],bigoplus:["\u2a01",{texClass:h.TEXCLASS.OP,movesupsub:!0}],bigodot:["\u2a00",{texClass:h.TEXCLASS.OP,movesupsub:!0}],oint:["\u222e",{texClass:h.TEXCLASS.OP}],bigsqcup:["\u2a06",{texClass:h.TEXCLASS.OP,movesupsub:!0}],smallint:["\u222b",{largeop:!1}],triangleleft:"\u25c3",triangleright:"\u25b9",bigtriangleup:"\u25b3",bigtriangledown:"\u25bd",wedge:"\u2227",land:"\u2227",vee:"\u2228",lor:"\u2228",cap:"\u2229",cup:"\u222a",ddagger:"\u2021",dagger:"\u2020",sqcap:"\u2293",sqcup:"\u2294",uplus:"\u228e",amalg:"\u2a3f",diamond:"\u22c4",bullet:"\u2219",wr:"\u2240",div:"\xf7",divsymbol:"\xf7",odot:["\u2299",{largeop:!1}],oslash:["\u2298",{largeop:!1}],otimes:["\u2297",{largeop:!1}],ominus:["\u2296",{largeop:!1}],oplus:["\u2295",{largeop:!1}],mp:"\u2213",pm:"\xb1",circ:"\u2218",bigcirc:"\u25ef",setminus:"\u2216",cdot:"\u22c5",ast:"\u2217",times:"\xd7",star:"\u22c6",propto:"\u221d",sqsubseteq:"\u2291",sqsupseteq:"\u2292",parallel:"\u2225",mid:"\u2223",dashv:"\u22a3",vdash:"\u22a2",leq:"\u2264",le:"\u2264",geq:"\u2265",ge:"\u2265",lt:"<",gt:">",succ:"\u227b",prec:"\u227a",approx:"\u2248",succeq:"\u2ab0",preceq:"\u2aaf",supset:"\u2283",subset:"\u2282",supseteq:"\u2287",subseteq:"\u2286",in:"\u2208",ni:"\u220b",notin:"\u2209",owns:"\u220b",gg:"\u226b",ll:"\u226a",sim:"\u223c",simeq:"\u2243",perp:"\u22a5",equiv:"\u2261",asymp:"\u224d",smile:"\u2323",frown:"\u2322",ne:"\u2260",neq:"\u2260",cong:"\u2245",doteq:"\u2250",bowtie:"\u22c8",models:"\u22a8",notChar:"\u29f8",Leftrightarrow:"\u21d4",Leftarrow:"\u21d0",Rightarrow:"\u21d2",leftrightarrow:"\u2194",leftarrow:"\u2190",gets:"\u2190",rightarrow:"\u2192",to:["\u2192",{accent:!1}],mapsto:"\u21a6",leftharpoonup:"\u21bc",leftharpoondown:"\u21bd",rightharpoonup:"\u21c0",rightharpoondown:"\u21c1",nearrow:"\u2197",searrow:"\u2198",nwarrow:"\u2196",swarrow:"\u2199",rightleftharpoons:"\u21cc",hookrightarrow:"\u21aa",hookleftarrow:"\u21a9",longleftarrow:"\u27f5",Longleftarrow:"\u27f8",longrightarrow:"\u27f6",Longrightarrow:"\u27f9",Longleftrightarrow:"\u27fa",longleftrightarrow:"\u27f7",longmapsto:"\u27fc",ldots:"\u2026",cdots:"\u22ef",vdots:"\u22ee",ddots:"\u22f1",dotsc:"\u2026",dotsb:"\u22ef",dotsm:"\u22ef",dotsi:"\u22ef",dotso:"\u2026",ldotp:[".",{texClass:h.TEXCLASS.PUNCT}],cdotp:["\u22c5",{texClass:h.TEXCLASS.PUNCT}],colon:[":",{texClass:h.TEXCLASS.PUNCT}]}),new 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e=t.padding/2,r=t.thickness;return[2*e,e,e+r,3*e+r]},border:function(t){return[0,0,t.thickness,0]},remove:"bottom"}],h.Arrow("up"),h.Arrow("down"),h.Arrow("left"),h.Arrow("right"),h.Arrow("updown"),h.Arrow("leftright"),h.DiagonalArrow("updiagonal"),h.DiagonalArrow("northeast"),h.DiagonalArrow("southeast"),h.DiagonalArrow("northwest"),h.DiagonalArrow("southwest"),h.DiagonalArrow("northeastsouthwest"),h.DiagonalArrow("northwestsoutheast"),["longdiv",{renderer:function(t,e){var r=t.adaptor;r.setStyle(e,"border-top",t.em(t.thickness)+" solid");var n=r.append(t.chtml,t.html("dbox")),o=t.thickness,i=t.padding;o!==h.THICKNESS&&r.setStyle(n,"border-width",t.em(o)),i!==h.PADDING&&(r.setStyle(n,"left",t.em(-1.5*i)),r.setStyle(n,"width",t.em(3*i)),r.setStyle(n,"clip-path","inset(0 0 0 "+t.em(1.5*i)+")"))},bbox:function(t){var e=t.padding,r=t.thickness;return[e+r,e,e,2*e+r/2]}}],["radical",{renderer:function(t,e){t.msqrt.toCHTML(e);var 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mjx-cell":{"text-align":"right"},'[script-align="left"] > mjx-row > mjx-cell':{"text-align":"left"},'[script-align="center"] > mjx-row > mjx-cell':{"text-align":"center"},'[script-align="right"] > mjx-row > mjx-cell':{"text-align":"right"}},e}((0,s.CommonMmultiscriptsMixin)(a.CHTMLmsubsup));e.CHTMLmmultiscripts=u},6460:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},n(t,e)},function(t,e){if("function"!=typeof e&&null!==e)throw new TypeError("Class extends value "+String(e)+" is not a constructor or null");function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});Object.defineProperty(e,"__esModule",{value:!0}),e.CHTMLmn=void 0;var i=r(5355),a=r(5023),s=r(3050),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return 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l=i(this.tableRows),c=l.next();!c.done;c=l.next()){var u=c.value,p=0;try{for(var h=(r=void 0,i(u.tableCells)),d=h.next();!d.done;d=h.next()){var f=d.value,m=a[p++],y=a[p],g=f?f.chtml:this.adaptor.childNodes(u.chtml)[p];(p>1&&"0.4em"!==m||s&&1===p)&&this.adaptor.setStyle(g,"paddingLeft",m),(p<this.numCols&&"0.4em"!==y||s&&p===this.numCols)&&this.adaptor.setStyle(g,"paddingRight",y)}}catch(t){r={error:t}}finally{try{d&&!d.done&&(n=h.return)&&n.call(h)}finally{if(r)throw r.error}}}}catch(e){t={error:e}}finally{try{c&&!c.done&&(e=l.return)&&e.call(l)}finally{if(t)throw t.error}}},e.prototype.handleColumnLines=function(){var t,e,r,n;if("none"!==this.node.attributes.get("columnlines")){var o=this.getColumnAttributes("columnlines");try{for(var a=i(this.childNodes),s=a.next();!s.done;s=a.next()){var l=s.value,c=0;try{for(var u=(r=void 0,i(this.adaptor.childNodes(l.chtml).slice(1))),p=u.next();!p.done;p=u.next()){var h=p.value,d=o[c++];"none"!==d&&this.adaptor.setStyle(h,"borderLeft",".07em "+d)}}catch(t){r={error:t}}finally{try{p&&!p.done&&(n=u.return)&&n.call(u)}finally{if(r)throw r.error}}}}catch(e){t={error:e}}finally{try{s&&!s.done&&(e=a.return)&&e.call(a)}finally{if(t)throw t.error}}}},e.prototype.handleColumnWidths=function(){var t,e,r,n;try{for(var o=i(this.childNodes),a=o.next();!a.done;a=o.next()){var s=a.value,l=0;try{for(var c=(r=void 0,i(this.adaptor.childNodes(s.chtml))),u=c.next();!u.done;u=c.next()){var p=u.value,h=this.cWidths[l++];if(null!==h){var d="number"==typeof h?this.em(h):h;this.adaptor.setStyle(p,"width",d),this.adaptor.setStyle(p,"maxWidth",d),this.adaptor.setStyle(p,"minWidth",d)}}}catch(t){r={error:t}}finally{try{u&&!u.done&&(n=c.return)&&n.call(c)}finally{if(r)throw r.error}}}}catch(e){t={error:e}}finally{try{a&&!a.done&&(e=o.return)&&e.call(o)}finally{if(t)throw t.error}}},e.prototype.handleRowSpacing=function(){var t,e,r,n,o=this.childNodes[0]?1/this.childNodes[0].getBBox().rscale:1,a=this.getEmHalfSpacing(this.fSpace[1],this.rSpace,o),s=this.frame,l=0;try{for(var c=i(this.childNodes),u=c.next();!u.done;u=c.next()){var p=u.value,h=a[l++],d=a[l];try{for(var f=(r=void 0,i(p.childNodes)),m=f.next();!m.done;m=f.next()){var y=m.value;(l>1&&"0.215em"!==h||s&&1===l)&&this.adaptor.setStyle(y.chtml,"paddingTop",h),(l<this.numRows&&"0.215em"!==d||s&&l===this.numRows)&&this.adaptor.setStyle(y.chtml,"paddingBottom",d)}}catch(t){r={error:t}}finally{try{m&&!m.done&&(n=f.return)&&n.call(f)}finally{if(r)throw r.error}}}}catch(e){t={error:e}}finally{try{u&&!u.done&&(e=c.return)&&e.call(c)}finally{if(t)throw t.error}}},e.prototype.handleRowLines=function(){var t,e,r,n;if("none"!==this.node.attributes.get("rowlines")){var o=this.getRowAttributes("rowlines"),a=0;try{for(var s=i(this.childNodes.slice(1)),l=s.next();!l.done;l=s.next()){var c=l.value,u=o[a++];if("none"!==u)try{for(var p=(r=void 0,i(this.adaptor.childNodes(c.chtml))),h=p.next();!h.done;h=p.next()){var d=h.value;this.adaptor.setStyle(d,"borderTop",".07em "+u)}}catch(t){r={error:t}}finally{try{h&&!h.done&&(n=p.return)&&n.call(p)}finally{if(r)throw r.error}}}}catch(e){t={error:e}}finally{try{l&&!l.done&&(e=s.return)&&e.call(s)}finally{if(t)throw t.error}}}},e.prototype.handleRowHeights=function(){this.node.attributes.get("equalrows")&&this.handleEqualRows()},e.prototype.handleEqualRows=function(){for(var t=this.getRowHalfSpacing(),e=this.getTableData(),r=e.H,n=e.D,o=e.NH,i=e.ND,a=this.getEqualRowHeight(),s=0;s<this.numRows;s++){var l=this.childNodes[s];this.setRowHeight(l,a+t[s]+t[s+1]+this.rLines[s]),a!==o[s]+i[s]&&this.setRowBaseline(l,a,(a-r[s]+n[s])/2)}},e.prototype.setRowHeight=function(t,e){this.adaptor.setStyle(t.chtml,"height",this.em(e))},e.prototype.setRowBaseline=function(t,e,r){var n,o,a=t.node.attributes.get("rowalign");try{for(var s=i(t.childNodes),l=s.next();!l.done;l=s.next()){var c=l.value;if(this.setCellBaseline(c,a,e,r))break}}catch(t){n={error:t}}finally{try{l&&!l.done&&(o=s.return)&&o.call(s)}finally{if(n)throw n.error}}},e.prototype.setCellBaseline=function(t,e,r,n){var o=t.node.attributes.get("rowalign");if("baseline"===o||"axis"===o){var i=this.adaptor,a=i.lastChild(t.chtml);i.setStyle(a,"height",this.em(r)),i.setStyle(a,"verticalAlign",this.em(-n));var s=t.parent;if(!(s.node.isKind("mlabeledtr")&&t===s.childNodes[0]||"baseline"!==e&&"axis"!==e))return!0}return!1},e.prototype.handleFrame=function(){this.frame&&this.fLine&&this.adaptor.setStyle(this.itable,"border",".07em "+this.node.attributes.get("frame"))},e.prototype.handleWidth=function(){var t=this.adaptor,e=this.getBBox(),r=e.w,n=e.L,o=e.R;t.setStyle(this.chtml,"minWidth",this.em(n+r+o));var i=this.node.attributes.get("width");if((0,u.isPercent)(i))t.setStyle(this.chtml,"width",""),t.setAttribute(this.chtml,"width","full");else if(!this.hasLabels){if("auto"===i)return;i=this.em(this.length2em(i)+2*this.fLine)}var a=t.firstChild(this.chtml);if(t.setStyle(a,"width",i),t.setStyle(a,"minWidth",this.em(r)),n||o){t.setStyle(this.chtml,"margin","");var s=this.node.attributes.get("data-width-includes-label")?"padding":"margin";n===o?t.setStyle(a,s,"0 "+this.em(o)):t.setStyle(a,s,"0 "+this.em(o)+" 0 "+this.em(n))}t.setAttribute(this.itable,"width","full")},e.prototype.handleAlign=function(){var t=a(this.getAlignmentRow(),2),e=t[0],r=t[1];if(null===r)"axis"!==e&&this.adaptor.setAttribute(this.chtml,"align",e);else{var n=this.getVerticalPosition(r,e);this.adaptor.setAttribute(this.chtml,"align","top"),this.adaptor.setStyle(this.chtml,"verticalAlign",this.em(n))}},e.prototype.handleJustify=function(){var t=this.getAlignShift()[0];"center"!==t&&this.adaptor.setAttribute(this.chtml,"justify",t)},e.prototype.handleLabels=function(){if(this.hasLabels){var t=this.labels,e=this.node.attributes,r=this.adaptor,n=e.get("side");r.setAttribute(this.chtml,"side",n),r.setAttribute(t,"align",n),r.setStyle(t,n,"0");var o=a(this.addLabelPadding(n),2),i=o[0],s=o[1];if(s){var l=r.firstChild(this.chtml);this.setIndent(l,i,s)}this.updateRowHeights(),this.addLabelSpacing()}},e.prototype.addLabelPadding=function(t){var e=a(this.getPadAlignShift(t),3),r=e[1],n=e[2],o={};if("right"===t&&!this.node.attributes.get("data-width-includes-label")){var i=this.node.attributes.get("width"),s=this.getBBox(),l=s.w,c=s.L,p=s.R;o.style={width:(0,u.isPercent)(i)?"calc("+i+" + "+this.em(c+p)+")":this.em(c+l+p)}}return this.adaptor.append(this.chtml,this.html("mjx-labels",o,[this.labels])),[r,n]},e.prototype.updateRowHeights=function(){for(var t=this.getTableData(),e=t.H,r=t.D,n=t.NH,o=t.ND,i=this.getRowHalfSpacing(),a=0;a<this.numRows;a++){var s=this.childNodes[a];this.setRowHeight(s,e[a]+r[a]+i[a]+i[a+1]+this.rLines[a]),e[a]!==n[a]||r[a]!==o[a]?this.setRowBaseline(s,e[a]+r[a],r[a]):s.node.isKind("mlabeledtr")&&this.setCellBaseline(s.childNodes[0],"",e[a]+r[a],r[a])}},e.prototype.addLabelSpacing=function(){for(var t=this.adaptor,e=this.node.attributes.get("equalrows"),r=this.getTableData(),n=r.H,o=r.D,i=e?this.getEqualRowHeight():0,a=this.getRowHalfSpacing(),s=this.fLine,l=t.firstChild(this.labels),c=0;c<this.numRows;c++){this.childNodes[c].node.isKind("mlabeledtr")?(s&&t.insert(this.html("mjx-mtr",{style:{height:this.em(s)}}),l),t.setStyle(l,"height",this.em((e?i:n[c]+o[c])+a[c]+a[c+1])),l=t.next(l),s=this.rLines[c]):s+=a[c]+(e?i:n[c]+o[c])+a[c+1]+this.rLines[c]}},e.kind=c.MmlMtable.prototype.kind,e.styles={"mjx-mtable":{"vertical-align":".25em","text-align":"center",position:"relative","box-sizing":"border-box","border-spacing":0,"border-collapse":"collapse"},'mjx-mstyle[size="s"] mjx-mtable':{"vertical-align":".354em"},"mjx-labels":{position:"absolute",left:0,top:0},"mjx-table":{display:"inline-block","vertical-align":"-.5ex","box-sizing":"border-box"},"mjx-table > mjx-itable":{"vertical-align":"middle","text-align":"left","box-sizing":"border-box"},"mjx-labels > mjx-itable":{position:"absolute",top:0},'mjx-mtable[justify="left"]':{"text-align":"left"},'mjx-mtable[justify="right"]':{"text-align":"right"},'mjx-mtable[justify="left"][side="left"]':{"padding-right":"0 ! important"},'mjx-mtable[justify="left"][side="right"]':{"padding-left":"0 ! important"},'mjx-mtable[justify="right"][side="left"]':{"padding-right":"0 ! important"},'mjx-mtable[justify="right"][side="right"]':{"padding-left":"0 ! important"},"mjx-mtable[align]":{"vertical-align":"baseline"},'mjx-mtable[align="top"] > mjx-table':{"vertical-align":"top"},'mjx-mtable[align="bottom"] > mjx-table':{"vertical-align":"bottom"},'mjx-mtable[side="right"] mjx-labels':{"min-width":"100%"}},e}((0,l.CommonMtableMixin)(s.CHTMLWrapper));e.CHTMLmtable=p},7056:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},n(t,e)},function(t,e){if("function"!=typeof e&&null!==e)throw new TypeError("Class extends value "+String(e)+" is not a constructor or null");function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});Object.defineProperty(e,"__esModule",{value:!0}),e.CHTMLmtd=void 0;var i=r(5355),a=r(5164),s=r(4359),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return o(e,t),e.prototype.toCHTML=function(e){t.prototype.toCHTML.call(this,e);var r=this.node.attributes.get("rowalign"),n=this.node.attributes.get("columnalign");r!==this.parent.node.attributes.get("rowalign")&&this.adaptor.setAttribute(this.chtml,"rowalign",r),"center"===n||"mlabeledtr"===this.parent.kind&&this===this.parent.childNodes[0]&&n===this.parent.parent.node.attributes.get("side")||this.adaptor.setStyle(this.chtml,"textAlign",n),this.parent.parent.node.getProperty("useHeight")&&this.adaptor.append(this.chtml,this.html("mjx-tstrut"))},e.kind=s.MmlMtd.prototype.kind,e.styles={"mjx-mtd":{display:"table-cell","text-align":"center",padding:".215em .4em"},"mjx-mtd:first-child":{"padding-left":0},"mjx-mtd:last-child":{"padding-right":0},"mjx-mtable > * > mjx-itable > *:first-child > mjx-mtd":{"padding-top":0},"mjx-mtable > * > mjx-itable > *:last-child > mjx-mtd":{"padding-bottom":0},"mjx-tstrut":{display:"inline-block",height:"1em","vertical-align":"-.25em"},'mjx-labels[align="left"] > mjx-mtr > mjx-mtd':{"text-align":"left"},'mjx-labels[align="right"] > mjx-mtr > mjx-mtd':{"text-align":"right"},"mjx-mtd[extra]":{padding:0},'mjx-mtd[rowalign="top"]':{"vertical-align":"top"},'mjx-mtd[rowalign="center"]':{"vertical-align":"middle"},'mjx-mtd[rowalign="bottom"]':{"vertical-align":"bottom"},'mjx-mtd[rowalign="baseline"]':{"vertical-align":"baseline"},'mjx-mtd[rowalign="axis"]':{"vertical-align":".25em"}},e}((0,a.CommonMtdMixin)(i.CHTMLWrapper));e.CHTMLmtd=l},1259:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},n(t,e)},function(t,e){if("function"!=typeof e&&null!==e)throw new TypeError("Class extends value "+String(e)+" is not a constructor or null");function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});Object.defineProperty(e,"__esModule",{value:!0}),e.CHTMLmtext=void 0;var i=r(5355),a=r(6319),s=r(4770),l=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return o(e,t),e.kind=s.MmlMtext.prototype.kind,e}((0,a.CommonMtextMixin)(i.CHTMLWrapper));e.CHTMLmtext=l},3571:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},n(t,e)},function(t,e){if("function"!=typeof e&&null!==e)throw new TypeError("Class extends value "+String(e)+" is not a constructor or null");function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});Object.defineProperty(e,"__esModule",{value:!0}),e.CHTMLmlabeledtr=e.CHTMLmtr=void 0;var i=r(5355),a=r(5766),s=r(5766),l=r(5022),c=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return o(e,t),e.prototype.toCHTML=function(e){t.prototype.toCHTML.call(this,e);var r=this.node.attributes.get("rowalign");"baseline"!==r&&this.adaptor.setAttribute(this.chtml,"rowalign",r)},e.kind=l.MmlMtr.prototype.kind,e.styles={"mjx-mtr":{display:"table-row"},'mjx-mtr[rowalign="top"] > mjx-mtd':{"vertical-align":"top"},'mjx-mtr[rowalign="center"] > mjx-mtd':{"vertical-align":"middle"},'mjx-mtr[rowalign="bottom"] > mjx-mtd':{"vertical-align":"bottom"},'mjx-mtr[rowalign="baseline"] > mjx-mtd':{"vertical-align":"baseline"},'mjx-mtr[rowalign="axis"] > mjx-mtd':{"vertical-align":".25em"}},e}((0,a.CommonMtrMixin)(i.CHTMLWrapper));e.CHTMLmtr=c;var u=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return o(e,t),e.prototype.toCHTML=function(e){t.prototype.toCHTML.call(this,e);var r=this.adaptor.firstChild(this.chtml);if(r){this.adaptor.remove(r);var n=this.node.attributes.get("rowalign"),o="baseline"!==n&&"axis"!==n?{rowalign:n}:{},i=this.html("mjx-mtr",o,[r]);this.adaptor.append(this.parent.labels,i)}},e.prototype.markUsed=function(){t.prototype.markUsed.call(this),this.jax.wrapperUsage.add(c.kind)},e.kind=l.MmlMlabeledtr.prototype.kind,e.styles={"mjx-mlabeledtr":{display:"table-row"},'mjx-mlabeledtr[rowalign="top"] > mjx-mtd':{"vertical-align":"top"},'mjx-mlabeledtr[rowalign="center"] > mjx-mtd':{"vertical-align":"middle"},'mjx-mlabeledtr[rowalign="bottom"] > mjx-mtd':{"vertical-align":"bottom"},'mjx-mlabeledtr[rowalign="baseline"] > mjx-mtd':{"vertical-align":"baseline"},'mjx-mlabeledtr[rowalign="axis"] > mjx-mtd':{"vertical-align":".25em"}},e}((0,s.CommonMlabeledtrMixin)(c));e.CHTMLmlabeledtr=u},6590:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},n(t,e)},function(t,e){if("function"!=typeof e&&null!==e)throw new TypeError("Class extends value "+String(e)+" is not a constructor or null");function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});Object.defineProperty(e,"__esModule",{value:!0}),e.CHTMLmunderover=e.CHTMLmover=e.CHTMLmunder=void 0;var i=r(4300),a=r(1971),s=r(1971),l=r(1971),c=r(5184),u=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return o(e,t),e.prototype.toCHTML=function(e){if(this.hasMovableLimits())return t.prototype.toCHTML.call(this,e),void this.adaptor.setAttribute(this.chtml,"limits","false");this.chtml=this.standardCHTMLnode(e);var r=this.adaptor.append(this.adaptor.append(this.chtml,this.html("mjx-row")),this.html("mjx-base")),n=this.adaptor.append(this.adaptor.append(this.chtml,this.html("mjx-row")),this.html("mjx-under"));this.baseChild.toCHTML(r),this.scriptChild.toCHTML(n);var o=this.baseChild.getOuterBBox(),i=this.scriptChild.getOuterBBox(),a=this.getUnderKV(o,i)[0],s=this.isLineBelow?0:this.getDelta(!0);this.adaptor.setStyle(n,"paddingTop",this.em(a)),this.setDeltaW([r,n],this.getDeltaW([o,i],[0,-s])),this.adjustUnderDepth(n,i)},e.kind=c.MmlMunder.prototype.kind,e.styles={"mjx-over":{"text-align":"left"},'mjx-munder:not([limits="false"])':{display:"inline-table"},"mjx-munder > mjx-row":{"text-align":"left"},"mjx-under":{"padding-bottom":".1em"}},e}((0,a.CommonMunderMixin)(i.CHTMLmsub));e.CHTMLmunder=u;var p=function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return o(e,t),e.prototype.toCHTML=function(e){if(this.hasMovableLimits())return t.prototype.toCHTML.call(this,e),void 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e=[],r=0;r<arguments.length;r++)e[r]=arguments[r];var n=t.apply(this,i([],o(e),!1))||this;if(n.bevel=null,n.pad=n.node.getProperty("withDelims")?0:n.font.params.nulldelimiterspace,n.node.attributes.get("bevelled")){var a=n.getBevelData(n.isDisplay()).H,s=n.bevel=n.createMo("/");s.node.attributes.set("symmetric",!0),s.canStretch(1),s.getStretchedVariant([a],!0)}return n}return n(e,t),e.prototype.computeBBox=function(t,e){void 0===e&&(e=!1),t.empty();var r=this.node.attributes.getList("linethickness","bevelled"),n=r.linethickness,o=r.bevelled,i=this.isDisplay(),a=null;if(o)this.getBevelledBBox(t,i);else{var s=this.length2em(String(n),.06);a=-2*this.pad,0===s?this.getAtopBBox(t,i):(this.getFractionBBox(t,i,s),a-=.2),a+=t.w}t.clean(),this.setChildPWidths(e,a)},e.prototype.getFractionBBox=function(t,e,r){var n=this.childNodes[0].getOuterBBox(),o=this.childNodes[1].getOuterBBox(),i=this.font.params.axis_height,a=this.getTUV(e,r),s=a.T,l=a.u,c=a.v;t.combine(n,0,i+s+Math.max(n.d*n.rscale,l)),t.combine(o,0,i-s-Math.max(o.h*o.rscale,c)),t.w+=2*this.pad+.2},e.prototype.getTUV=function(t,e){var r=this.font.params,n=r.axis_height,o=(t?3.5:1.5)*e;return{T:(t?3.5:1.5)*e,u:(t?r.num1:r.num2)-n-o,v:(t?r.denom1:r.denom2)+n-o}},e.prototype.getAtopBBox=function(t,e){var r=this.getUVQ(e),n=r.u,o=r.v,i=r.nbox,a=r.dbox;t.combine(i,0,n),t.combine(a,0,-o),t.w+=2*this.pad},e.prototype.getUVQ=function(t){var e=this.childNodes[0].getOuterBBox(),r=this.childNodes[1].getOuterBBox(),n=this.font.params,i=o(t?[n.num1,n.denom1]:[n.num3,n.denom2],2),a=i[0],s=i[1],l=(t?7:3)*n.rule_thickness,c=a-e.d*e.scale-(r.h*r.scale-s);return c<l&&(a+=(l-c)/2,s+=(l-c)/2,c=l),{u:a,v:s,q:c,nbox:e,dbox:r}},e.prototype.getBevelledBBox=function(t,e){var r=this.getBevelData(e),n=r.u,o=r.v,i=r.delta,a=r.nbox,s=r.dbox,l=this.bevel.getOuterBBox();t.combine(a,0,n),t.combine(l,t.w-i/2,0),t.combine(s,t.w-i/2,o)},e.prototype.getBevelData=function(t){var e=this.childNodes[0].getOuterBBox(),r=this.childNodes[1].getOuterBBox(),n=t?.4:.15,o=Math.max(e.scale*(e.h+e.d),r.scale*(r.h+r.d))+2*n,i=this.font.params.axis_height;return{H:o,delta:n,u:e.scale*(e.d-e.h)/2+i+n,v:r.scale*(r.d-r.h)/2+i-n,nbox:e,dbox:r}},e.prototype.canStretch=function(t){return!1},e.prototype.isDisplay=function(){var t=this.node.attributes.getList("displaystyle","scriptlevel"),e=t.displaystyle,r=t.scriptlevel;return e&&0===r},e.prototype.getWrapWidth=function(t){var e=this.node.attributes;return e.get("bevelled")?this.childNodes[t].getOuterBBox().w:this.getBBox().w-(this.length2em(e.get("linethickness"))?.2:0)-2*this.pad},e.prototype.getChildAlign=function(t){var e=this.node.attributes;return e.get("bevelled")?"left":e.get(["numalign","denomalign"][t])},e}(t)}},5636:function(t,e){var r,n=this&&this.__extends||(r=function(t,e){return r=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},r(t,e)},function(t,e){if("function"!=typeof e&&null!==e)throw new TypeError("Class extends value "+String(e)+" is not a constructor or null");function n(){this.constructor=t}r(t,e),t.prototype=null===e?Object.create(e):(n.prototype=e.prototype,new n)}),o=this&&this.__read||function(t,e){var r="function"==typeof Symbol&&t[Symbol.iterator];if(!r)return t;var n,o,i=r.call(t),a=[];try{for(;(void 0===e||e-- >0)&&!(n=i.next()).done;)a.push(n.value)}catch(t){o={error:t}}finally{try{n&&!n.done&&(r=i.return)&&r.call(i)}finally{if(o)throw o.error}}return a},i=this&&this.__spreadArray||function(t,e,r){if(r||2===arguments.length)for(var n,o=0,i=e.length;o<i;o++)!n&&o in e||(n||(n=Array.prototype.slice.call(e,0,o)),n[o]=e[o]);return t.concat(n||Array.prototype.slice.call(e))};Object.defineProperty(e,"__esModule",{value:!0}),e.CommonMglyphMixin=void 0,e.CommonMglyphMixin=function(t){return function(t){function e(){for(var e=[],r=0;r<arguments.length;r++)e[r]=arguments[r];var n=t.apply(this,i([],o(e),!1))||this;return n.getParameters(),n}return n(e,t),e.prototype.getParameters=function(){var t=this.node.attributes.getList("width","height","valign","src","index"),e=t.width,r=t.height,n=t.valign,o=t.src,i=t.index;if(o)this.width="auto"===e?1:this.length2em(e),this.height="auto"===r?1:this.length2em(r),this.valign=this.length2em(n||"0");else{var a=String.fromCodePoint(parseInt(i)),s=this.node.factory;this.charWrapper=this.wrap(s.create("text").setText(a)),this.charWrapper.parent=this}},e.prototype.computeBBox=function(t,e){void 0===e&&(e=!1),this.charWrapper?t.updateFrom(this.charWrapper.getBBox()):(t.w=this.width,t.h=this.height+this.valign,t.d=-this.valign)},e}(t)}},5723:function(t,e){var r,n=this&&this.__extends||(r=function(t,e){return r=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},r(t,e)},function(t,e){if("function"!=typeof e&&null!==e)throw new TypeError("Class extends value "+String(e)+" is not a constructor or null");function n(){this.constructor=t}r(t,e),t.prototype=null===e?Object.create(e):(n.prototype=e.prototype,new n)});Object.defineProperty(e,"__esModule",{value:!0}),e.CommonMiMixin=void 0,e.CommonMiMixin=function(t){return function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n(e,t),e.prototype.computeBBox=function(e,r){void 0===r&&(r=!1),t.prototype.computeBBox.call(this,e),this.copySkewIC(e)},e}(t)}},8009:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},n(t,e)},function(t,e){if("function"!=typeof e&&null!==e)throw new TypeError("Class extends value "+String(e)+" is not a constructor or null");function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)}),i=this&&this.__read||function(t,e){var r="function"==typeof Symbol&&t[Symbol.iterator];if(!r)return t;var n,o,i=r.call(t),a=[];try{for(;(void 0===e||e-- >0)&&!(n=i.next()).done;)a.push(n.value)}catch(t){o={error:t}}finally{try{n&&!n.done&&(r=i.return)&&r.call(i)}finally{if(o)throw o.error}}return a},a=this&&this.__spreadArray||function(t,e,r){if(r||2===arguments.length)for(var n,o=0,i=e.length;o<i;o++)!n&&o in e||(n||(n=Array.prototype.slice.call(e,0,o)),n[o]=e[o]);return t.concat(n||Array.prototype.slice.call(e))},s=this&&this.__values||function(t){var e="function"==typeof Symbol&&Symbol.iterator,r=e&&t[e],n=0;if(r)return r.call(t);if(t&&"number"==typeof t.length)return{next:function(){return t&&n>=t.length&&(t=void 0),{value:t&&t[n++],done:!t}}};throw new TypeError(e?"Object is not iterable.":"Symbol.iterator is not defined.")};Object.defineProperty(e,"__esModule",{value:!0}),e.CommonMmultiscriptsMixin=e.ScriptNames=e.NextScript=void 0;var l=r(6469);e.NextScript={base:"subList",subList:"supList",supList:"subList",psubList:"psupList",psupList:"psubList"},e.ScriptNames=["sup","sup","psup","psub"],e.CommonMmultiscriptsMixin=function(t){return function(t){function r(){for(var e=[],r=0;r<arguments.length;r++)e[r]=arguments[r];var n=t.apply(this,a([],i(e),!1))||this;return n.scriptData=null,n.firstPrescript=0,n.getScriptData(),n}return o(r,t),r.prototype.combinePrePost=function(t,e){var r=new l.BBox(t);return r.combine(e,0,0),r},r.prototype.computeBBox=function(t,e){void 0===e&&(e=!1);var r=this.font.params.scriptspace,n=this.scriptData,o=this.combinePrePost(n.sub,n.psub),a=this.combinePrePost(n.sup,n.psup),s=i(this.getUVQ(o,a),2),l=s[0],c=s[1];if(t.empty(),n.numPrescripts&&(t.combine(n.psup,r,l),t.combine(n.psub,r,c)),t.append(n.base),n.numScripts){var u=t.w;t.combine(n.sup,u,l),t.combine(n.sub,u,c),t.w+=r}t.clean(),this.setChildPWidths(e)},r.prototype.getScriptData=function(){var t=this.scriptData={base:null,sub:l.BBox.empty(),sup:l.BBox.empty(),psub:l.BBox.empty(),psup:l.BBox.empty(),numPrescripts:0,numScripts:0},e=this.getScriptBBoxLists();this.combineBBoxLists(t.sub,t.sup,e.subList,e.supList),this.combineBBoxLists(t.psub,t.psup,e.psubList,e.psupList),t.base=e.base[0],t.numPrescripts=e.psubList.length,t.numScripts=e.subList.length},r.prototype.getScriptBBoxLists=function(){var t,r,n={base:[],subList:[],supList:[],psubList:[],psupList:[]},o="base";try{for(var i=s(this.childNodes),a=i.next();!a.done;a=i.next()){var l=a.value;l.node.isKind("mprescripts")?o="psubList":(n[o].push(l.getOuterBBox()),o=e.NextScript[o])}}catch(e){t={error:e}}finally{try{a&&!a.done&&(r=i.return)&&r.call(i)}finally{if(t)throw t.error}}return this.firstPrescript=n.subList.length+n.supList.length+2,this.padLists(n.subList,n.supList),this.padLists(n.psubList,n.psupList),n},r.prototype.padLists=function(t,e){t.length>e.length&&e.push(l.BBox.empty())},r.prototype.combineBBoxLists=function(t,e,r,n){for(var o=0;o<r.length;o++){var a=i(this.getScaledWHD(r[o]),3),s=a[0],l=a[1],c=a[2],u=i(this.getScaledWHD(n[o]),3),p=u[0],h=u[1],d=u[2],f=Math.max(s,p);t.w+=f,e.w+=f,l>t.h&&(t.h=l),c>t.d&&(t.d=c),h>e.h&&(e.h=h),d>e.d&&(e.d=d)}},r.prototype.getScaledWHD=function(t){var e=t.w,r=t.h,n=t.d,o=t.rscale;return[e*o,r*o,n*o]},r.prototype.getUVQ=function(e,r){var n;if(!this.UVQ){var o=i([0,0,0],3),a=o[0],s=o[1],l=o[2];0===e.h&&0===e.d?a=this.getU():0===r.h&&0===r.d?a=-this.getV():(a=(n=i(t.prototype.getUVQ.call(this,e,r),3))[0],s=n[1],l=n[2]),this.UVQ=[a,s,l]}return this.UVQ},r}(t)}},5023:function(t,e){var r,n=this&&this.__extends||(r=function(t,e){return r=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)Object.prototype.hasOwnProperty.call(e,r)&&(t[r]=e[r])},r(t,e)},function(t,e){if("function"!=typeof e&&null!==e)throw new TypeError("Class extends value "+String(e)+" is not a constructor or null");function n(){this.constructor=t}r(t,e),t.prototype=null===e?Object.create(e):(n.prototype=e.prototype,new n)});Object.defineProperty(e,"__esModule",{value:!0}),e.CommonMnMixin=void 0,e.CommonMnMixin=function(t){return function(t){function e(){return null!==t&&t.apply(this,arguments)||this}return n(e,t),e.prototype.remapChars=function(t){if(t.length){var e=this.font.getRemappedChar("mn",t[0]);if(e){var 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n=t.apply(this,l([],s(e),!1))||this;return n.size=null,n.isAccent=n.node.isAccent,n}return i(e,t),e.prototype.computeBBox=function(t,e){if(void 0===e&&(e=!1),this.protoBBox(t),this.node.attributes.get("symmetric")&&2!==this.stretch.dir){var r=this.getCenterOffset(t);t.h+=r,t.d-=r}this.node.getProperty("mathaccent")&&(0===this.stretch.dir||this.size>=0)&&(t.w=0)},e.prototype.protoBBox=function(e){var r=0!==this.stretch.dir;r&&null===this.size&&this.getStretchedVariant([0]),r&&this.size<0||(t.prototype.computeBBox.call(this,e),this.copySkewIC(e))},e.prototype.getAccentOffset=function(){var t=u.BBox.empty();return this.protoBBox(t),-t.w/2},e.prototype.getCenterOffset=function(e){return void 0===e&&(e=null),e||(e=u.BBox.empty(),t.prototype.computeBBox.call(this,e)),(e.h+e.d)/2+this.font.params.axis_height-e.h},e.prototype.getVariant=function(){this.node.attributes.get("largeop")?this.variant=this.node.attributes.get("displaystyle")?"-largeop":"-smallop":this.node.attributes.getExplicit("mathvariant")||!1!==this.node.getProperty("pseudoscript")?t.prototype.getVariant.call(this):this.variant="-tex-variant"},e.prototype.canStretch=function(t){if(0!==this.stretch.dir)return this.stretch.dir===t;if(!this.node.attributes.get("stretchy"))return!1;var e=this.getText();if(1!==Array.from(e).length)return!1;var r=this.font.getDelimiter(e.codePointAt(0));return this.stretch=r&&r.dir===t?r:h.NOSTRETCH,0!==this.stretch.dir},e.prototype.getStretchedVariant=function(t,e){var r,n;if(void 0===e&&(e=!1),0!==this.stretch.dir){var o=this.getWH(t),i=this.getSize("minsize",0),s=this.getSize("maxsize",1/0),l=this.node.getProperty("mathaccent");o=Math.max(i,Math.min(s,o));var 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t.concat(n||Array.prototype.slice.call(e))},s=this&&this.__values||function(t){var e="function"==typeof Symbol&&Symbol.iterator,r=e&&t[e],n=0;if(r)return r.call(t);if(t&&"number"==typeof t.length)return{next:function(){return t&&n>=t.length&&(t=void 0),{value:t&&t[n++],done:!t}}};throw new TypeError(e?"Object is not iterable.":"Symbol.iterator is not defined.")};Object.defineProperty(e,"__esModule",{value:!0}),e.CommonMtableMixin=void 0;var l=r(6469),c=r(505),u=r(7875);e.CommonMtableMixin=function(t){return function(t){function e(){for(var e=[],r=0;r<arguments.length;r++)e[r]=arguments[r];var n=t.apply(this,a([],i(e),!1))||this;n.numCols=0,n.numRows=0,n.data=null,n.pwidthCells=[],n.pWidth=0,n.numCols=(0,u.max)(n.tableRows.map((function(t){return t.numCells}))),n.numRows=n.childNodes.length,n.hasLabels=n.childNodes.reduce((function(t,e){return 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o=(n-(e[t]+r[t]))/2;o<1e-5||(e[t]+=o,r[t]+=o)},e.prototype.recordPWidthCell=function(t,e){t.childNodes[0]&&t.childNodes[0].getBBox().pwidth&&this.pwidthCells.push([t,e])},e.prototype.computeBBox=function(t,e){void 0===e&&(e=!1);var r,n,o=this.getTableData(),a=o.H,s=o.D;if(this.node.attributes.get("equalrows")){var l=this.getEqualRowHeight();r=(0,u.sum)([].concat(this.rLines,this.rSpace))+l*this.numRows}else r=(0,u.sum)(a.concat(s,this.rLines,this.rSpace));r+=2*(this.fLine+this.fSpace[1]);var p=this.getComputedWidths();n=(0,u.sum)(p.concat(this.cLines,this.cSpace))+2*(this.fLine+this.fSpace[0]);var h=this.node.attributes.get("width");"auto"!==h&&(n=Math.max(this.length2em(h,0)+2*this.fLine,n));var d=i(this.getBBoxHD(r),2),f=d[0],m=d[1];t.h=f,t.d=m,t.w=n;var y=i(this.getBBoxLR(),2),g=y[0],b=y[1];t.L=g,t.R=b,(0,c.isPercent)(h)||this.setColumnPWidths()},e.prototype.setChildPWidths=function(t,e,r){var n=this.node.attributes.get("width");if(!(0,c.isPercent)(n))return!1;this.hasLabels||(this.bbox.pwidth="",this.container.bbox.pwidth="");var o=this.bbox,i=o.w,a=o.L,s=o.R,l=this.node.attributes.get("data-width-includes-label"),p=Math.max(i,this.length2em(n,Math.max(e,a+i+s)))-(l?a+s:0),h=this.node.attributes.get("equalcolumns")?Array(this.numCols).fill(this.percent(1/Math.max(1,this.numCols))):this.getColumnAttributes("columnwidth",0);this.cWidths=this.getColumnWidthsFixed(h,p);var d=this.getComputedWidths();return this.pWidth=(0,u.sum)(d.concat(this.cLines,this.cSpace))+2*(this.fLine+this.fSpace[0]),this.isTop&&(this.bbox.w=this.pWidth),this.setColumnPWidths(),this.pWidth!==i&&this.parent.invalidateBBox(),this.pWidth!==i},e.prototype.setColumnPWidths=function(){var t,e,r=this.cWidths;try{for(var n=s(this.pwidthCells),o=n.next();!o.done;o=n.next()){var a=i(o.value,2),l=a[0],c=a[1];l.setChildPWidths(!1,r[c])&&(l.invalidateBBox(),l.getBBox())}}catch(e){t={error:e}}finally{try{o&&!o.done&&(e=n.return)&&e.call(n)}finally{if(t)throw t.error}}},e.prototype.getBBoxHD=function(t){var e=i(this.getAlignmentRow(),2),r=e[0],n=e[1];if(null===n){var o=this.font.params.axis_height,a=t/2;return{top:[0,t],center:[a,a],bottom:[t,0],baseline:[a,a],axis:[a+o,a-o]}[r]||[a,a]}var s=this.getVerticalPosition(n,r);return[s,t-s]},e.prototype.getBBoxLR=function(){if(this.hasLabels){var t=this.node.attributes,e=t.get("side"),r=i(this.getPadAlignShift(e),2),n=r[0],o=r[1],a=this.hasLabels&&!!t.get("data-width-includes-label");return a&&this.frame&&this.fSpace[0]&&(n-=this.fSpace[0]),"center"!==o||a?"left"===e?[n,0]:[0,n]:[n,n]}return[0,0]},e.prototype.getPadAlignShift=function(t){var 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this.node.attributes.get("equalcolumns")&&(r=Array(r.length).fill((0,u.max)(r))),r},e.prototype.getColumnWidths=function(){var t=this.node.attributes.get("width");if(this.node.attributes.get("equalcolumns"))return this.getEqualColumns(t);var e=this.getColumnAttributes("columnwidth",0);return"auto"===t?this.getColumnWidthsAuto(e):(0,c.isPercent)(t)?this.getColumnWidthsPercent(e):this.getColumnWidthsFixed(e,this.length2em(t))},e.prototype.getEqualColumns=function(t){var e,r=Math.max(1,this.numCols);if("auto"===t){var n=this.getTableData().W;e=(0,u.max)(n)}else if((0,c.isPercent)(t))e=this.percent(1/r);else{var o=(0,u.sum)([].concat(this.cLines,this.cSpace))+2*this.fSpace[0];e=Math.max(0,this.length2em(t)-o)/r}return Array(this.numCols).fill(e)},e.prototype.getColumnWidthsAuto=function(t){var e=this;return t.map((function(t){return"auto"===t||"fit"===t?null:(0,c.isPercent)(t)?t:e.length2em(t)}))},e.prototype.getColumnWidthsPercent=function(t){var 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 /*!
  *************************************************************************
  *
  *  mhchemParser.ts
- *  4.1.0
+ *  4.1.1
  *
  *  Parser for the \ce command and \pu command for MathJax and Co.
  *
@@ -200,7 +200,7 @@
  *  https://github.com/mhchem/mhchemParser
  *
  */
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a.items=l,a},e.prototype.generateHtml=function(){this.isPosted()&&this.unpost(),t.prototype.generateHtml.call(this),this._frame=document.createElement("div"),this._frame.classList.add(a.HtmlClasses.MENUFRAME);var e="left: 0px; top: 0px; z-index: 200; width: 100%; height: 100%; border: 0px; padding: 0px; margin: 0px;";this._frame.setAttribute("style","position: absolute; "+e);var r=document.createElement("div");r.setAttribute("style","position: fixed; "+e),this._frame.appendChild(r),r.addEventListener("mousedown",function(t){this.unpost(),this.unpostWidgets(),this.stop(t)}.bind(this))},e.prototype.display=function(){document.body.appendChild(this.frame),this.frame.appendChild(this.html),this.focus()},e.prototype.escape=function(t){this.unpost(),this.unpostWidgets()},e.prototype.unpost=function(){if(t.prototype.unpost.call(this),!(this.widgets.length>0)){this.frame.parentNode.removeChild(this.frame);var e=this.store;this.moving||e.insertTaborder(),e.active.focus()}},e.prototype.left=function(t){this.move_(this.store.previous())},e.prototype.right=function(t){this.move_(this.store.next())},Object.defineProperty(e.prototype,"frame",{get:function(){return this._frame},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,"store",{get:function(){return this._store},enumerable:!1,configurable:!0}),e.prototype.post=function(e,r){if(void 0!==r)return this.moving||this.store.removeTaborder(),void t.prototype.post.call(this,e,r);var n,o,i,a=e;if(a instanceof Event?(n=a.target,this.stop(a)):n=a,a instanceof MouseEvent&&(o=a.pageX,i=a.pageY,o||i||!a.clientX||(o=a.clientX+document.body.scrollLeft+document.documentElement.scrollLeft,i=a.clientY+document.body.scrollTop+document.documentElement.scrollTop)),!o&&!i&&n){var s=window.pageXOffset||document.documentElement.scrollLeft,l=window.pageYOffset||document.documentElement.scrollTop,c=n.getBoundingClientRect();o=(c.right+c.left)/2+s,i=(c.bottom+c.top)/2+l}this.store.active=n,this.anchor=this.store.active;var u=this.html;o+u.offsetWidth>document.body.offsetWidth-5&&(o=document.body.offsetWidth-u.offsetWidth-5),this.post(o,i)},e.prototype.registerWidget=function(t){this.widgets.push(t)},e.prototype.unregisterWidget=function(t){var e=this.widgets.indexOf(t);e>-1&&this.widgets.splice(e,1),0===this.widgets.length&&this.unpost()},e.prototype.unpostWidgets=function(){this.widgets.forEach((function(t){return t.unpost()}))},e.prototype.toJson=function(){return{type:""}},e.prototype.move_=function(t){this.anchor&&t!==this.anchor&&(this.moving=!0,this.unpost(),this.post(t),this.moving=!1)},e}(i.AbstractMenu);e.ContextMenu=c},7309:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.CssStyles=void 0;var n=r(2165);!function(t){function 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box-shadow:0px 10px 20px #808080;         /* Opera 10.5 and IE9 */  -webkit-box-shadow:0px 10px 20px #808080; /* Safari 3 & Chrome */  -moz-box-shadow:0px 10px 20px #808080;    /* Forefox 3.5 */  -khtml-box-shadow:0px 10px 20px #808080;  /* Konqueror */  filter:progid:DXImageTransform.Microsoft.dropshadow(OffX=2, OffY=2, Color="gray", Positive="true"); /* IE */}';var o={};o[e("MENU")]="{  position:absolute;  background-color:white;  color:black;  width:auto; padding:5px 0px;  border:1px solid #CCCCCC; margin:0; cursor:default;  font: menu; text-align:left; text-indent:0; text-transform:none;  line-height:normal; letter-spacing:normal; word-spacing:normal;  word-wrap:normal; white-space:nowrap; float:none; z-index:201;  border-radius: 5px;                     /* Opera 10.5 and IE9 */  -webkit-border-radius: 5px;             /* Safari and Chrome */  -moz-border-radius: 5px;                /* Firefox */  -khtml-border-radius: 5px;              /* Konqueror */  box-shadow:0px 10px 20px #808080;         /* Opera 10.5 and IE9 */  -webkit-box-shadow:0px 10px 20px #808080; /* Safari 3 & Chrome */  -moz-box-shadow:0px 10px 20px #808080;    /* Forefox 3.5 */  -khtml-box-shadow:0px 10px 20px #808080;  /* Konqueror */}",o[e("MENUITEM")]="{  padding: 1px 2em;  background:transparent;}",o[e("MENUARROW")]="{  position:absolute; right:.5em; padding-top:.25em; color:#666666;  font-family: null; font-size: .75em}",o[e("MENUACTIVE")+" "+e("MENUARROW")]="{color:white}",o[e("MENUARROW")+e("RTL")]="{left:.5em; right:auto}",o[e("MENUCHECK")]="{  position:absolute; left:.7em;  font-family: null}",o[e("MENUCHECK")+e("RTL")]="{ right:.7em; left:auto }",o[e("MENURADIOCHECK")]="{  position:absolute; left: .7em;}",o[e("MENURADIOCHECK")+e("RTL")]="{  right: .7em; left:auto}",o[e("MENUINPUTBOX")]="{  padding-left: 1em; right:.5em; color:#666666;  font-family: null;}",o[e("MENUINPUTBOX")+e("RTL")]="{  left: .1em;}",o[e("MENUCOMBOBOX")]="{  left:.1em; padding-bottom:.5em;}",o[e("MENUSLIDER")]="{ 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background-color:#FFFFFF;}",o[e("SELECTIONDIVIDER")]="{  clear: both; border-top: 2px solid #000000;}",o[e("MENU")+" "+e("MENUCLOSE")]="{  top:-10px; left:-10px}";var i={};i[e("MENUCLOSE")]='{  position:absolute;  cursor:pointer;  display:inline-block;  border:2px solid #AAA;  border-radius:18px;  -webkit-border-radius: 18px;             /* Safari and Chrome */  -moz-border-radius: 18px;                /* Firefox */  -khtml-border-radius: 18px;              /* Konqueror */  font-family: "Courier New", Courier;  font-size:24px;  color:#F0F0F0}',i[e("MENUCLOSE")+" span"]="{  display:block; background-color:#AAA; border:1.5px solid;  border-radius:18px;  -webkit-border-radius: 18px;             /* Safari and Chrome */  -moz-border-radius: 18px;                /* Firefox */  -khtml-border-radius: 18px;              /* Konqueror */  line-height:0;  padding:8px 0 6px     /* may need to be browser-specific */}",i[e("MENUCLOSE")+":hover"]="{  color:white!important;  border:2px solid 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r(t)}e.HtmlClasses={ATTACHED:n("Attached"),CONTEXTMENU:n("ContextMenu"),MENU:n("Menu"),MENUARROW:n("MenuArrow"),MENUACTIVE:n("MenuActive"),MENUCHECK:n("MenuCheck"),MENUCLOSE:n("MenuClose"),MENUCOMBOBOX:n("MenuComboBox"),MENUDISABLED:n("MenuDisabled"),MENUFRAME:n("MenuFrame"),MENUITEM:n("MenuItem"),MENULABEL:n("MenuLabel"),MENURADIOCHECK:n("MenuRadioCheck"),MENUINPUTBOX:n("MenuInputBox"),MENURULE:n("MenuRule"),MENUSLIDER:n("MenuSlider"),MOUSEPOST:n("MousePost"),RTL:n("RTL"),INFO:n("Info"),INFOCLOSE:n("InfoClose"),INFOCONTENT:n("InfoContent"),INFOSIGNATURE:n("InfoSignature"),INFOTITLE:n("InfoTitle"),SLIDERVALUE:n("SliderValue"),SLIDERBAR:n("SliderBar"),SELECTION:n("Selection"),SELECTIONBOX:n("SelectionBox"),SELECTIONMENU:n("SelectionMenu"),SELECTIONDIVIDER:n("SelectionDivider"),SELECTIONITEM:n("SelectionItem")},e.HtmlAttrs={COUNTER:o("Counter"),KEYDOWNFUNC:o("keydownFunc"),CONTEXTMENUFUNC:o("contextmenuFunc"),OLDTAB:o("Oldtabindex"),TOUCHFUNC:o("TouchFunc")}},4922:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return(n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)e.hasOwnProperty(r)&&(t[r]=e[r])})(t,e)},function(t,e){function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});Object.defineProperty(e,"__esModule",{value:!0}),e.Info=void 0;var i=r(5179),a=r(2165),s=function(t){function e(e,r,n){var o=t.call(this)||this;return o.title=e,o.signature=n,o.className=a.HtmlClasses.INFO,o.role="dialog",o.contentDiv=o.generateContent(),o.close=o.generateClose(),o.content=r||function(){return""},o}return o(e,t),e.prototype.attachMenu=function(t){this.menu=t},e.prototype.generateHtml=function(){t.prototype.generateHtml.call(this);var e=this.html;e.appendChild(this.generateTitle()),e.appendChild(this.contentDiv),e.appendChild(this.generateSignature()),e.appendChild(this.close.html),e.setAttribute("tabindex","0")},e.prototype.post=function(){t.prototype.post.call(this);var e=document.documentElement,r=this.html,n=window.innerHeight||e.clientHeight||e.scrollHeight||0,o=Math.floor(-r.offsetWidth/2),i=Math.floor((n-r.offsetHeight)/3);r.setAttribute("style","margin-left: "+o+"px; top: "+i+"px;"),window.event instanceof MouseEvent&&r.classList.add(a.HtmlClasses.MOUSEPOST),r.focus()},e.prototype.display=function(){this.menu.registerWidget(this),this.contentDiv.innerHTML=this.content();var t=this.menu.html;t.parentNode&&t.parentNode.removeChild(t),this.menu.frame.appendChild(this.html)},e.prototype.click=function(t){},e.prototype.keydown=function(e){this.bubbleKey(),t.prototype.keydown.call(this,e)},e.prototype.escape=function(t){this.unpost()},e.prototype.unpost=function(){t.prototype.unpost.call(this),this.html.classList.remove(a.HtmlClasses.MOUSEPOST),this.menu.unregisterWidget(this)},e.prototype.generateClose=function(){var t=new i.CloseButton(this),e=t.html;return e.classList.add(a.HtmlClasses.INFOCLOSE),e.setAttribute("aria-label","Close Dialog Box"),t},e.prototype.generateTitle=function(){var t=document.createElement("span");return t.innerHTML=this.title,t.classList.add(a.HtmlClasses.INFOTITLE),t},e.prototype.generateContent=function(){var t=document.createElement("div");return t.classList.add(a.HtmlClasses.INFOCONTENT),t.setAttribute("tabindex","0"),t},e.prototype.generateSignature=function(){var t=document.createElement("span");return t.innerHTML=this.signature,t.classList.add(a.HtmlClasses.INFOSIGNATURE),t},e.prototype.toJson=function(){return{type:""}},e}(r(8372).AbstractPostable);e.Info=s},1409:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return(n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)e.hasOwnProperty(r)&&(t[r]=e[r])})(t,e)},function(t,e){function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});Object.defineProperty(e,"__esModule",{value:!0}),e.Checkbox=void 0;var i=r(6765),a=r(2556),s=r(2165),l=function(t){function e(e,r,n,o){var i=t.call(this,e,"checkbox",r,o)||this;return i.role="menuitemcheckbox",i.variable=e.pool.lookup(n),i.register(),i}return o(e,t),e.fromJson=function(t,e,r){return new this(r,e.content,e.variable,e.id)},e.prototype.executeAction=function(){this.variable.setValue(!this.variable.getValue()),a.MenuUtil.close(this)},e.prototype.generateSpan=function(){this.span=document.createElement("span"),this.span.textContent="\u2713",this.span.classList.add(s.HtmlClasses.MENUCHECK)},e.prototype.updateAria=function(){this.html.setAttribute("aria-checked",this.variable.getValue()?"true":"false")},e.prototype.updateSpan=function(){this.span.style.display=this.variable.getValue()?"":"none"},e.prototype.toJson=function(){return{type:""}},e}(i.AbstractVariableItem);e.Checkbox=l},9886:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return(n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)e.hasOwnProperty(r)&&(t[r]=e[r])})(t,e)},function(t,e){function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});Object.defineProperty(e,"__esModule",{value:!0}),e.Combo=void 0;var i=r(6765),a=r(2556),s=r(2165),l=r(3205),c=function(t){function e(e,r,n,o){var i=t.call(this,e,"combobox",r,o)||this;return i.role="combobox",i.inputEvent=!1,i.variable=e.pool.lookup(n),i.register(),i}return o(e,t),e.fromJson=function(t,e,r){return new this(r,e.content,e.variable,e.id)},e.prototype.executeAction=function(){this.variable.setValue(this.input.value,a.MenuUtil.getActiveElement(this))},e.prototype.space=function(e){t.prototype.space.call(this,e),a.MenuUtil.close(this)},e.prototype.focus=function(){t.prototype.focus.call(this),this.input.focus()},e.prototype.unfocus=function(){t.prototype.unfocus.call(this),this.updateSpan()},e.prototype.generateHtml=function(){t.prototype.generateHtml.call(this),this.html.classList.add(s.HtmlClasses.MENUCOMBOBOX)},e.prototype.generateSpan=function(){this.span=document.createElement("span"),this.span.classList.add(s.HtmlClasses.MENUINPUTBOX),this.input=document.createElement("input"),this.input.addEventListener("keydown",this.inputKey.bind(this)),this.input.setAttribute("size","10em"),this.input.setAttribute("type","text"),this.input.setAttribute("tabindex","-1"),this.span.appendChild(this.input)},e.prototype.inputKey=function(t){this.bubbleKey(),this.inputEvent=!0},e.prototype.keydown=function(e){if(this.inputEvent&&e.keyCode!==l.KEY.ESCAPE&&e.keyCode!==l.KEY.RETURN)return this.inputEvent=!1,void e.stopPropagation();t.prototype.keydown.call(this,e),e.stopPropagation()},e.prototype.updateAria=function(){},e.prototype.updateSpan=function(){var t;try{t=this.variable.getValue(a.MenuUtil.getActiveElement(this))}catch(e){t=""}this.input.value=t},e.prototype.toJson=function(){return{type:""}},e}(i.AbstractVariableItem);e.Combo=c},3467:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return(n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)e.hasOwnProperty(r)&&(t[r]=e[r])})(t,e)},function(t,e){function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});Object.defineProperty(e,"__esModule",{value:!0}),e.Command=void 0;var i=r(1340),a=r(2556),s=function(t){function e(e,r,n,o){var i=t.call(this,e,"command",r,o)||this;return i.command=n,i}return o(e,t),e.fromJson=function(t,e,r){return new this(r,e.content,e.action,e.id)},e.prototype.executeAction=function(){try{this.command(a.MenuUtil.getActiveElement(this))}catch(t){a.MenuUtil.error(t,"Illegal command callback.")}a.MenuUtil.close(this)},e.prototype.toJson=function(){return{type:""}},e}(i.AbstractItem);e.Command=s},2965:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return(n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)e.hasOwnProperty(r)&&(t[r]=e[r])})(t,e)},function(t,e){function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});Object.defineProperty(e,"__esModule",{value:!0}),e.Label=void 0;var i=r(1340),a=r(2165),s=function(t){function e(e,r,n){return t.call(this,e,"label",r,n)||this}return o(e,t),e.fromJson=function(t,e,r){return new this(r,e.content,e.id)},e.prototype.generateHtml=function(){t.prototype.generateHtml.call(this),this.html.classList.add(a.HtmlClasses.MENULABEL)},e.prototype.toJson=function(){return{type:""}},e}(i.AbstractItem);e.Label=s},385:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return(n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)e.hasOwnProperty(r)&&(t[r]=e[r])})(t,e)},function(t,e){function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});Object.defineProperty(e,"__esModule",{value:!0}),e.Radio=void 0;var i=r(6765),a=r(2556),s=r(2165),l=function(t){function e(e,r,n,o){var i=t.call(this,e,"radio",r,o)||this;return i.role="menuitemradio",i.variable=e.pool.lookup(n),i.register(),i}return o(e,t),e.fromJson=function(t,e,r){return new 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a.items=l,a},e.prototype.generateHtml=function(){this.isPosted()&&this.unpost(),t.prototype.generateHtml.call(this),this._frame=document.createElement("div"),this._frame.classList.add(a.HtmlClasses.MENUFRAME);var e="left: 0px; top: 0px; z-index: 200; width: 100%; height: 100%; border: 0px; padding: 0px; margin: 0px;";this._frame.setAttribute("style","position: absolute; "+e);var r=document.createElement("div");r.setAttribute("style","position: fixed; "+e),this._frame.appendChild(r),r.addEventListener("mousedown",function(t){this.unpost(),this.unpostWidgets(),this.stop(t)}.bind(this))},e.prototype.display=function(){document.body.appendChild(this.frame),this.frame.appendChild(this.html),this.focus()},e.prototype.escape=function(t){this.unpost(),this.unpostWidgets()},e.prototype.unpost=function(){if(t.prototype.unpost.call(this),!(this.widgets.length>0)){this.frame.parentNode.removeChild(this.frame);var e=this.store;this.moving||e.insertTaborder(),e.active.focus()}},e.prototype.left=function(t){this.move_(this.store.previous())},e.prototype.right=function(t){this.move_(this.store.next())},Object.defineProperty(e.prototype,"frame",{get:function(){return this._frame},enumerable:!1,configurable:!0}),Object.defineProperty(e.prototype,"store",{get:function(){return this._store},enumerable:!1,configurable:!0}),e.prototype.post=function(e,r){if(void 0!==r)return this.moving||this.store.removeTaborder(),void t.prototype.post.call(this,e,r);var n,o,i,a=e;if(a instanceof Event?(n=a.target,this.stop(a)):n=a,a instanceof MouseEvent&&(o=a.pageX,i=a.pageY,o||i||!a.clientX||(o=a.clientX+document.body.scrollLeft+document.documentElement.scrollLeft,i=a.clientY+document.body.scrollTop+document.documentElement.scrollTop)),!o&&!i&&n){var s=window.pageXOffset||document.documentElement.scrollLeft,l=window.pageYOffset||document.documentElement.scrollTop,c=n.getBoundingClientRect();o=(c.right+c.left)/2+s,i=(c.bottom+c.top)/2+l}this.store.active=n,this.anchor=this.store.active;var u=this.html;o+u.offsetWidth>document.body.offsetWidth-5&&(o=document.body.offsetWidth-u.offsetWidth-5),this.post(o,i)},e.prototype.registerWidget=function(t){this.widgets.push(t)},e.prototype.unregisterWidget=function(t){var e=this.widgets.indexOf(t);e>-1&&this.widgets.splice(e,1),0===this.widgets.length&&this.unpost()},e.prototype.unpostWidgets=function(){this.widgets.forEach((function(t){return t.unpost()}))},e.prototype.toJson=function(){return{type:""}},e.prototype.move_=function(t){this.anchor&&t!==this.anchor&&(this.moving=!0,this.unpost(),this.post(t),this.moving=!1)},e}(i.AbstractMenu);e.ContextMenu=c},7309:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.CssStyles=void 0;var n=r(2165);!function(t){function e(t){return"."+(n.HtmlClasses[t]||t)}var r={};r[e("INFOCLOSE")]="{  top:.2em; right:.2em;}",r[e("INFOCONTENT")]="{  overflow:auto; text-align:left; font-size:80%;  padding:.4em .6em; border:1px inset; margin:1em 0px;  max-height:20em; max-width:30em; background-color:#EEEEEE;  white-space:normal;}",r[e("INFO")+e("MOUSEPOST")]="{outline:none;}",r[e("INFO")]='{  position:fixed; left:50%; width:auto; text-align:center;  border:3px outset; padding:1em 2em; background-color:#DDDDDD;  color:black;  cursor:default; font-family:message-box; font-size:120%;  font-style:normal; text-indent:0; text-transform:none;  line-height:normal; letter-spacing:normal; word-spacing:normal;  word-wrap:normal; white-space:nowrap; float:none; z-index:201;  border-radius: 15px;                     /* Opera 10.5 and IE9 */  -webkit-border-radius:15px;               /* Safari and Chrome */  -moz-border-radius:15px;                  /* Firefox */  -khtml-border-radius:15px;                /* Konqueror */  box-shadow:0px 10px 20px #808080;         /* Opera 10.5 and IE9 */  -webkit-box-shadow:0px 10px 20px #808080; /* Safari 3 & Chrome */  -moz-box-shadow:0px 10px 20px #808080;    /* Forefox 3.5 */  -khtml-box-shadow:0px 10px 20px #808080;  /* Konqueror */  filter:progid:DXImageTransform.Microsoft.dropshadow(OffX=2, OffY=2, Color="gray", Positive="true"); /* IE */}';var o={};o[e("MENU")]="{  position:absolute;  background-color:white;  color:black;  width:auto; padding:5px 0px;  border:1px solid #CCCCCC; margin:0; cursor:default;  font: menu; text-align:left; text-indent:0; text-transform:none;  line-height:normal; letter-spacing:normal; word-spacing:normal;  word-wrap:normal; white-space:nowrap; float:none; z-index:201;  border-radius: 5px;                     /* Opera 10.5 and IE9 */  -webkit-border-radius: 5px;             /* Safari and Chrome */  -moz-border-radius: 5px;                /* Firefox */  -khtml-border-radius: 5px;              /* Konqueror */  box-shadow:0px 10px 20px #808080;         /* Opera 10.5 and IE9 */  -webkit-box-shadow:0px 10px 20px #808080; /* Safari 3 & Chrome */  -moz-box-shadow:0px 10px 20px #808080;    /* Forefox 3.5 */  -khtml-box-shadow:0px 10px 20px #808080;  /* Konqueror */}",o[e("MENUITEM")]="{  padding: 1px 2em;  background:transparent;}",o[e("MENUARROW")]="{  position:absolute; right:.5em; padding-top:.25em; color:#666666;  font-family: null; font-size: .75em}",o[e("MENUACTIVE")+" "+e("MENUARROW")]="{color:white}",o[e("MENUARROW")+e("RTL")]="{left:.5em; right:auto}",o[e("MENUCHECK")]="{  position:absolute; left:.7em;  font-family: null}",o[e("MENUCHECK")+e("RTL")]="{ right:.7em; left:auto }",o[e("MENURADIOCHECK")]="{  position:absolute; left: .7em;}",o[e("MENURADIOCHECK")+e("RTL")]="{  right: .7em; left:auto}",o[e("MENUINPUTBOX")]="{  padding-left: 1em; right:.5em; color:#666666;  font-family: null;}",o[e("MENUINPUTBOX")+e("RTL")]="{  left: .1em;}",o[e("MENUCOMBOBOX")]="{  left:.1em; padding-bottom:.5em;}",o[e("MENUSLIDER")]="{  left: .1em;}",o[e("SLIDERVALUE")]="{  position:absolute; right:.1em; padding-top:.25em; color:#333333;  font-size: .75em}",o[e("SLIDERBAR")]="{  outline: none; background: #d3d3d3}",o[e("MENULABEL")]="{  padding: 1px 2em 3px 1.33em;  font-style:italic}",o[e("MENURULE")]="{  border-top: 1px solid #DDDDDD;  margin: 4px 3px;}",o[e("MENUDISABLED")]="{  color:GrayText}",o[e("MENUACTIVE")]="{  background-color: #606872;  color: white;}",o[e("MENUDISABLED")+":focus"]="{  background-color: #E8E8E8}",o[e("MENULABEL")+":focus"]="{  background-color: #E8E8E8}",o[e("CONTEXTMENU")+":focus"]="{  outline:none}",o[e("CONTEXTMENU")+" "+e("MENUITEM")+":focus"]="{  outline:none}",o[e("SELECTIONMENU")]="{  position:relative; float:left;  border-bottom: none; -webkit-box-shadow:none; -webkit-border-radius:0px; }",o[e("SELECTIONITEM")]="{  padding-right: 1em;}",o[e("SELECTION")]="{  right: 40%; width:50%; }",o[e("SELECTIONBOX")]="{  padding: 0em; max-height:20em; max-width: none;  background-color:#FFFFFF;}",o[e("SELECTIONDIVIDER")]="{  clear: both; border-top: 2px solid #000000;}",o[e("MENU")+" "+e("MENUCLOSE")]="{  top:-10px; left:-10px}";var i={};i[e("MENUCLOSE")]='{  position:absolute;  cursor:pointer;  display:inline-block;  border:2px solid #AAA;  border-radius:18px;  -webkit-border-radius: 18px;             /* Safari and Chrome */  -moz-border-radius: 18px;                /* Firefox */  -khtml-border-radius: 18px;              /* Konqueror */  font-family: "Courier New", Courier;  font-size:24px;  color:#F0F0F0}',i[e("MENUCLOSE")+" span"]="{  display:block; background-color:#AAA; border:1.5px solid;  border-radius:18px;  -webkit-border-radius: 18px;             /* Safari and Chrome */  -moz-border-radius: 18px;                /* Firefox */  -khtml-border-radius: 18px;              /* Konqueror */  line-height:0;  padding:8px 0 6px     /* may need to be browser-specific */}",i[e("MENUCLOSE")+":hover"]="{  color:white!important;  border:2px solid #CCC!important}",i[e("MENUCLOSE")+":hover span"]="{  background-color:#CCC!important}",i[e("MENUCLOSE")+":hover:focus"]="{  outline:none}";var a=!1,s=!1,l=!1;function c(t){l||(u(i,t),l=!0)}function u(t,e){var r=e||document,n=r.createElement("style");n.type="text/css";var o="";for(var i in t)o+=i,o+=" ",o+=t[i],o+="\n";n.innerHTML=o,r.head.appendChild(n)}t.addMenuStyles=function(t){s||(u(o,t),s=!0,c(t))},t.addInfoStyles=function(t){a||(u(r,t),a=!0,c(t))}}(e.CssStyles||(e.CssStyles={}))},2165:function(t,e){Object.defineProperty(e,"__esModule",{value:!0}),e.HtmlAttrs=e.HtmlClasses=void 0;function r(t){return"CtxtMenu_"+t}function n(t){return r(t)}function o(t){return r(t)}e.HtmlClasses={ATTACHED:n("Attached"),CONTEXTMENU:n("ContextMenu"),MENU:n("Menu"),MENUARROW:n("MenuArrow"),MENUACTIVE:n("MenuActive"),MENUCHECK:n("MenuCheck"),MENUCLOSE:n("MenuClose"),MENUCOMBOBOX:n("MenuComboBox"),MENUDISABLED:n("MenuDisabled"),MENUFRAME:n("MenuFrame"),MENUITEM:n("MenuItem"),MENULABEL:n("MenuLabel"),MENURADIOCHECK:n("MenuRadioCheck"),MENUINPUTBOX:n("MenuInputBox"),MENURULE:n("MenuRule"),MENUSLIDER:n("MenuSlider"),MOUSEPOST:n("MousePost"),RTL:n("RTL"),INFO:n("Info"),INFOCLOSE:n("InfoClose"),INFOCONTENT:n("InfoContent"),INFOSIGNATURE:n("InfoSignature"),INFOTITLE:n("InfoTitle"),SLIDERVALUE:n("SliderValue"),SLIDERBAR:n("SliderBar"),SELECTION:n("Selection"),SELECTIONBOX:n("SelectionBox"),SELECTIONMENU:n("SelectionMenu"),SELECTIONDIVIDER:n("SelectionDivider"),SELECTIONITEM:n("SelectionItem")},e.HtmlAttrs={COUNTER:o("Counter"),KEYDOWNFUNC:o("keydownFunc"),CONTEXTMENUFUNC:o("contextmenuFunc"),OLDTAB:o("Oldtabindex"),TOUCHFUNC:o("TouchFunc")}},4922:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)e.hasOwnProperty(r)&&(t[r]=e[r])},n(t,e)},function(t,e){function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});Object.defineProperty(e,"__esModule",{value:!0}),e.Info=void 0;var i=r(5179),a=r(2165),s=function(t){function e(e,r,n){var o=t.call(this)||this;return o.title=e,o.signature=n,o.className=a.HtmlClasses.INFO,o.role="dialog",o.contentDiv=o.generateContent(),o.close=o.generateClose(),o.content=r||function(){return""},o}return o(e,t),e.prototype.attachMenu=function(t){this.menu=t},e.prototype.generateHtml=function(){t.prototype.generateHtml.call(this);var e=this.html;e.appendChild(this.generateTitle()),e.appendChild(this.contentDiv),e.appendChild(this.generateSignature()),e.appendChild(this.close.html),e.setAttribute("tabindex","0")},e.prototype.post=function(){t.prototype.post.call(this);var e=document.documentElement,r=this.html,n=window.innerHeight||e.clientHeight||e.scrollHeight||0,o=Math.floor(-r.offsetWidth/2),i=Math.floor((n-r.offsetHeight)/3);r.setAttribute("style","margin-left: "+o+"px; top: "+i+"px;"),window.event instanceof MouseEvent&&r.classList.add(a.HtmlClasses.MOUSEPOST),r.focus()},e.prototype.display=function(){this.menu.registerWidget(this),this.contentDiv.innerHTML=this.content();var t=this.menu.html;t.parentNode&&t.parentNode.removeChild(t),this.menu.frame.appendChild(this.html)},e.prototype.click=function(t){},e.prototype.keydown=function(e){this.bubbleKey(),t.prototype.keydown.call(this,e)},e.prototype.escape=function(t){this.unpost()},e.prototype.unpost=function(){t.prototype.unpost.call(this),this.html.classList.remove(a.HtmlClasses.MOUSEPOST),this.menu.unregisterWidget(this)},e.prototype.generateClose=function(){var t=new i.CloseButton(this),e=t.html;return e.classList.add(a.HtmlClasses.INFOCLOSE),e.setAttribute("aria-label","Close Dialog Box"),t},e.prototype.generateTitle=function(){var t=document.createElement("span");return t.innerHTML=this.title,t.classList.add(a.HtmlClasses.INFOTITLE),t},e.prototype.generateContent=function(){var t=document.createElement("div");return t.classList.add(a.HtmlClasses.INFOCONTENT),t.setAttribute("tabindex","0"),t},e.prototype.generateSignature=function(){var t=document.createElement("span");return t.innerHTML=this.signature,t.classList.add(a.HtmlClasses.INFOSIGNATURE),t},e.prototype.toJson=function(){return{type:""}},e}(r(8372).AbstractPostable);e.Info=s},1409:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)e.hasOwnProperty(r)&&(t[r]=e[r])},n(t,e)},function(t,e){function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});Object.defineProperty(e,"__esModule",{value:!0}),e.Checkbox=void 0;var i=r(6765),a=r(2556),s=r(2165),l=function(t){function e(e,r,n,o){var i=t.call(this,e,"checkbox",r,o)||this;return i.role="menuitemcheckbox",i.variable=e.pool.lookup(n),i.register(),i}return o(e,t),e.fromJson=function(t,e,r){return new this(r,e.content,e.variable,e.id)},e.prototype.executeAction=function(){this.variable.setValue(!this.variable.getValue()),a.MenuUtil.close(this)},e.prototype.generateSpan=function(){this.span=document.createElement("span"),this.span.textContent="\u2713",this.span.classList.add(s.HtmlClasses.MENUCHECK)},e.prototype.updateAria=function(){this.html.setAttribute("aria-checked",this.variable.getValue()?"true":"false")},e.prototype.updateSpan=function(){this.span.style.display=this.variable.getValue()?"":"none"},e.prototype.toJson=function(){return{type:""}},e}(i.AbstractVariableItem);e.Checkbox=l},9886:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)e.hasOwnProperty(r)&&(t[r]=e[r])},n(t,e)},function(t,e){function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});Object.defineProperty(e,"__esModule",{value:!0}),e.Combo=void 0;var i=r(6765),a=r(2556),s=r(2165),l=r(3205),c=function(t){function e(e,r,n,o){var i=t.call(this,e,"combobox",r,o)||this;return i.role="combobox",i.inputEvent=!1,i.variable=e.pool.lookup(n),i.register(),i}return o(e,t),e.fromJson=function(t,e,r){return new this(r,e.content,e.variable,e.id)},e.prototype.executeAction=function(){this.variable.setValue(this.input.value,a.MenuUtil.getActiveElement(this))},e.prototype.space=function(e){t.prototype.space.call(this,e),a.MenuUtil.close(this)},e.prototype.focus=function(){t.prototype.focus.call(this),this.input.focus()},e.prototype.unfocus=function(){t.prototype.unfocus.call(this),this.updateSpan()},e.prototype.generateHtml=function(){t.prototype.generateHtml.call(this),this.html.classList.add(s.HtmlClasses.MENUCOMBOBOX)},e.prototype.generateSpan=function(){this.span=document.createElement("span"),this.span.classList.add(s.HtmlClasses.MENUINPUTBOX),this.input=document.createElement("input"),this.input.addEventListener("keydown",this.inputKey.bind(this)),this.input.setAttribute("size","10em"),this.input.setAttribute("type","text"),this.input.setAttribute("tabindex","-1"),this.span.appendChild(this.input)},e.prototype.inputKey=function(t){this.bubbleKey(),this.inputEvent=!0},e.prototype.keydown=function(e){if(this.inputEvent&&e.keyCode!==l.KEY.ESCAPE&&e.keyCode!==l.KEY.RETURN)return this.inputEvent=!1,void e.stopPropagation();t.prototype.keydown.call(this,e),e.stopPropagation()},e.prototype.updateAria=function(){},e.prototype.updateSpan=function(){var t;try{t=this.variable.getValue(a.MenuUtil.getActiveElement(this))}catch(e){t=""}this.input.value=t},e.prototype.toJson=function(){return{type:""}},e}(i.AbstractVariableItem);e.Combo=c},3467:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)e.hasOwnProperty(r)&&(t[r]=e[r])},n(t,e)},function(t,e){function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});Object.defineProperty(e,"__esModule",{value:!0}),e.Command=void 0;var i=r(1340),a=r(2556),s=function(t){function e(e,r,n,o){var i=t.call(this,e,"command",r,o)||this;return i.command=n,i}return o(e,t),e.fromJson=function(t,e,r){return new this(r,e.content,e.action,e.id)},e.prototype.executeAction=function(){try{this.command(a.MenuUtil.getActiveElement(this))}catch(t){a.MenuUtil.error(t,"Illegal command callback.")}a.MenuUtil.close(this)},e.prototype.toJson=function(){return{type:""}},e}(i.AbstractItem);e.Command=s},2965:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)e.hasOwnProperty(r)&&(t[r]=e[r])},n(t,e)},function(t,e){function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});Object.defineProperty(e,"__esModule",{value:!0}),e.Label=void 0;var i=r(1340),a=r(2165),s=function(t){function e(e,r,n){return t.call(this,e,"label",r,n)||this}return o(e,t),e.fromJson=function(t,e,r){return new this(r,e.content,e.id)},e.prototype.generateHtml=function(){t.prototype.generateHtml.call(this),this.html.classList.add(a.HtmlClasses.MENULABEL)},e.prototype.toJson=function(){return{type:""}},e}(i.AbstractItem);e.Label=s},385:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)e.hasOwnProperty(r)&&(t[r]=e[r])},n(t,e)},function(t,e){function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});Object.defineProperty(e,"__esModule",{value:!0}),e.Radio=void 0;var i=r(6765),a=r(2556),s=r(2165),l=function(t){function e(e,r,n,o){var i=t.call(this,e,"radio",r,o)||this;return i.role="menuitemradio",i.variable=e.pool.lookup(n),i.register(),i}return o(e,t),e.fromJson=function(t,e,r){return new this(r,e.content,e.variable,e.id)},e.prototype.executeAction=function(){this.variable.setValue(this.id),a.MenuUtil.close(this)},e.prototype.generateSpan=function(){this.span=document.createElement("span"),this.span.textContent="\u2713",this.span.classList.add(s.HtmlClasses.MENURADIOCHECK)},e.prototype.updateAria=function(){this.html.setAttribute("aria-checked",this.variable.getValue()===this.id?"true":"false")},e.prototype.updateSpan=function(){this.span.style.display=this.variable.getValue()===this.id?"":"none"},e.prototype.toJson=function(){return{type:""}},e}(i.AbstractVariableItem);e.Radio=l},3463:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)e.hasOwnProperty(r)&&(t[r]=e[r])},n(t,e)},function(t,e){function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});Object.defineProperty(e,"__esModule",{value:!0}),e.Rule=void 0;var i=r(9329),a=r(2165),s=function(t){function e(e){var r=t.call(this,e,"rule")||this;return r.className=a.HtmlClasses.MENUITEM,r.role="separator",r}return o(e,t),e.fromJson=function(t,e,r){return new this(r)},e.prototype.generateHtml=function(){t.prototype.generateHtml.call(this);var e=this.html;e.classList.add(a.HtmlClasses.MENURULE),e.setAttribute("aria-orientation","vertical")},e.prototype.addEvents=function(t){},e.prototype.toJson=function(){return{type:"rule"}},e}(i.AbstractEntry);e.Rule=s},7625:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)e.hasOwnProperty(r)&&(t[r]=e[r])},n(t,e)},function(t,e){function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});Object.defineProperty(e,"__esModule",{value:!0}),e.Slider=void 0;var i=r(6765),a=r(2556),s=r(2165),l=r(3205),c=function(t){function e(e,r,n,o){var i=t.call(this,e,"slider",r,o)||this;return i.role="slider",i.labelId="ctx_slideLabel"+a.MenuUtil.counter(),i.valueId="ctx_slideValue"+a.MenuUtil.counter(),i.inputEvent=!1,i.variable=e.pool.lookup(n),i.register(),i}return o(e,t),e.fromJson=function(t,e,r){return new this(r,e.content,e.variable,e.id)},e.prototype.executeAction=function(){this.variable.setValue(this.input.value,a.MenuUtil.getActiveElement(this)),this.update()},e.prototype.space=function(e){t.prototype.space.call(this,e),a.MenuUtil.close(this)},e.prototype.focus=function(){t.prototype.focus.call(this),this.input.focus()},e.prototype.unfocus=function(){t.prototype.unfocus.call(this),this.updateSpan()},e.prototype.generateHtml=function(){t.prototype.generateHtml.call(this),this.html.classList.add(s.HtmlClasses.MENUSLIDER),this.valueSpan=document.createElement("span"),this.valueSpan.setAttribute("id",this.valueId),this.valueSpan.classList.add(s.HtmlClasses.SLIDERVALUE),this.html.appendChild(this.valueSpan)},e.prototype.generateSpan=function(){this.span=document.createElement("span"),this.labelSpan=document.createElement("span"),this.labelSpan.setAttribute("id",this.labelId),this.labelSpan.appendChild(this.html.childNodes[0]),this.html.appendChild(this.labelSpan),this.input=document.createElement("input"),this.input.setAttribute("type","range"),this.input.setAttribute("min","0"),this.input.setAttribute("max","100"),this.input.setAttribute("aria-valuemin","0"),this.input.setAttribute("aria-valuemax","100"),this.input.setAttribute("aria-labelledby",this.labelId),this.input.addEventListener("keydown",this.inputKey.bind(this)),this.input.addEventListener("input",this.executeAction.bind(this)),this.input.classList.add(s.HtmlClasses.SLIDERBAR),this.span.appendChild(this.input)},e.prototype.inputKey=function(t){this.inputEvent=!0},e.prototype.mousedown=function(t){t.stopPropagation()},e.prototype.mouseup=function(t){event.stopPropagation()},e.prototype.keydown=function(e){var r=e.keyCode;return r===l.KEY.UP||r===l.KEY.DOWN?(e.preventDefault(),void t.prototype.keydown.call(this,e)):this.inputEvent&&r!==l.KEY.ESCAPE&&r!==l.KEY.RETURN?(this.inputEvent=!1,void e.stopPropagation()):(t.prototype.keydown.call(this,e),void e.stopPropagation())},e.prototype.updateAria=function(){var t=this.variable.getValue();t&&this.input&&(this.input.setAttribute("aria-valuenow",t),this.input.setAttribute("aria-valuetext",t+"%"))},e.prototype.updateSpan=function(){var t;try{t=this.variable.getValue(a.MenuUtil.getActiveElement(this)),this.valueSpan.innerHTML=t+"%"}catch(e){t=""}this.input.value=t},e.prototype.toJson=function(){return{type:""}},e}(i.AbstractVariableItem);e.Slider=c},6186:function(t,e,r){var n,o=this&&this.__extends||(n=function(t,e){return n=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(t,e){t.__proto__=e}||function(t,e){for(var r in e)e.hasOwnProperty(r)&&(t[r]=e[r])},n(t,e)},function(t,e){function r(){this.constructor=t}n(t,e),t.prototype=null===e?Object.create(e):(r.prototype=e.prototype,new r)});Object.defineProperty(e,"__esModule",{value:!0}),e.Submenu=void 0;var i=r(1340),a=r(2165),s=function(t){function e(e,r,n){var o=t.call(this,e,"submenu",r,n)||this;return o._submenu=null,o}return o(e,t),e.fromJson=function(t,e,r){var n=e.content,o=e.menu,i=new this(r,n,e.id),a=t.get("subMenu")(t,o,i);return i.submenu=a,i},Object.defineProperty(e.prototype,"submenu",{get:function(){return this._submenu},set:function(t){this._submenu=t},enumerable:!1,configurable:!0}),e.prototype.mouseover=function(t){this.focus(),this.stop(t)},e.prototype.mouseout=function(t){this.stop(t)},e.prototype.unfocus=function(){if(this.submenu.isPosted()){if(this.menu.focused!==this)return t.prototype.unfocus.call(this),void this.menu.unpostSubmenus();this.html.setAttribute("tabindex","-1"),this.html.blur()}else t.prototype.unfocus.call(this)},e.prototype.focus=function(){t.prototype.focus.call(this),this.submenu.isPosted()||this.disabled||this.submenu.post()},e.prototype.executeAction=function(){this.submenu.isPosted()?this.submenu.unpost():this.submenu.post()},e.prototype.generateHtml=function(){t.prototype.generateHtml.call(this);var e=this.html;this.span=document.createElement("span"),this.span.textContent="\u25ba",this.span.classList.add(a.HtmlClasses.MENUARROW),e.appendChild(this.span),e.setAttribute("aria-haspopup","true")},e.prototype.left=function(e){this.submenu.isPosted()?this.submenu.unpost():t.prototype.left.call(this,e)},e.prototype.right=function(t){this.submenu.isPosted()?this.submenu.down(t):this.submenu.post()},e.prototype.toJson=function(){return{type:""}},e}(i.AbstractItem);e.Submenu=s},3205:function(t,e){Object.defineProperty(e,"__esModule",{value:!0}),e.KEY=void 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o=r(2556),i=r(2165),a=r(3205),s=function(){function t(t){this.menu=t,this.store=[],this._active=null,this.counter=0,this.attachedClass=i.HtmlClasses.ATTACHED+"_"+o.MenuUtil.counter(),this.taborder=!0,this.attrMap={}}return Object.defineProperty(t.prototype,"active",{get:function(){return this._active},set:function(t){do{if(-1!==this.store.indexOf(t)){this._active=t;break}t=t.parentNode}while(t)},enumerable:!1,configurable:!0}),t.prototype.next=function(){var t=this.store.length;if(0===t)return this.active=null,null;var e=this.store.indexOf(this.active);return e=-1===e?0:e<t-1?e+1:0,this.active=this.store[e],this.active},t.prototype.previous=function(){var t=this.store.length;if(0===t)return this.active=null,null;var e=t-1,r=this.store.indexOf(this.active);return r=-1===r||0===r?e:r-1,this.active=this.store[r],this.active},t.prototype.clear=function(){this.remove(this.store)},t.prototype.insert=function(t){var e,r,o=t instanceof HTMLElement?[t]:t;try{for(var i=n(o),a=i.next();!a.done;a=i.next()){var s=a.value;this.insertElement(s)}}catch(t){e={error:t}}finally{try{a&&!a.done&&(r=i.return)&&r.call(i)}finally{if(e)throw e.error}}this.sort()},t.prototype.remove=function(t){var e,r,o=t instanceof HTMLElement?[t]:t;try{for(var i=n(o),a=i.next();!a.done;a=i.next()){var s=a.value;this.removeElement(s)}}catch(t){e={error:t}}finally{try{a&&!a.done&&(r=i.return)&&r.call(i)}finally{if(e)throw 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t.setAttribute("tabindex","-1")}))},t.prototype.addTabindex=function(t){t.hasAttribute("tabindex")&&t.setAttribute(i.HtmlAttrs.OLDTAB,t.getAttribute("tabindex")),t.setAttribute("tabindex","0")},t.prototype.removeTabindex=function(t){t.hasAttribute(i.HtmlAttrs.OLDTAB)?(t.setAttribute("tabindex",t.getAttribute(i.HtmlAttrs.OLDTAB)),t.removeAttribute(i.HtmlAttrs.OLDTAB)):t.removeAttribute("tabindex")},t.prototype.addEvents=function(t){t.hasAttribute(i.HtmlAttrs.COUNTER)||(this.addEvent(t,"contextmenu",this.menu.post.bind(this.menu)),this.addEvent(t,"keydown",this.keydown.bind(this)),t.setAttribute(i.HtmlAttrs.COUNTER,this.counter.toString()),this.counter++)},t.prototype.addEvent=function(t,e,r){var n=i.HtmlAttrs[e.toUpperCase()+"FUNC"];this.attrMap[n+this.counter]=r,t.addEventListener(e,r)},t.prototype.removeEvents=function(t){if(t.hasAttribute(i.HtmlAttrs.COUNTER)){var 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0===t&&(t=[]),this._initList=[["command",s.Command.fromJson.bind(s.Command)],["checkbox",u.Checkbox.fromJson.bind(u.Checkbox)],["combo",p.Combo.fromJson.bind(p.Combo)],["slider",y.Slider.fromJson.bind(y.Slider)],["label",h.Label.fromJson.bind(h.Label)],["radio",d.Radio.fromJson.bind(d.Radio)],["rule",m.Rule.fromJson.bind(m.Rule)],["submenu",f.Submenu.fromJson.bind(f.Submenu)],["contextMenu",l.ContextMenu.fromJson.bind(l.ContextMenu)],["subMenu",g.SubMenu.fromJson.bind(g.SubMenu)],["variable",c.Variable.fromJson.bind(c.Variable)],["items",this.items.bind(this)],["selectionMenu",b.SelectionMenu.fromJson.bind(b.SelectionMenu)],["selectionBox",b.SelectionBox.fromJson.bind(b.SelectionBox)]],this._factory=new v.ParserFactory(this._initList),t.forEach((function(t){var r=o(t,2),n=r[0],i=r[1];return e.factory.add(n,i)}))}return Object.defineProperty(t.prototype,"factory",{get:function(){return this._factory},enumerable:!1,configurable:!0}),t.prototype.items=function(t,e,r){var 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t.get("radio")(t,{content:e,variable:i,id:e},a)})),u=[s,l].concat(c);return a.items=u,a},e.prototype.generateHtml=function(){t.prototype.generateHtml.call(this),this.items.forEach((function(t){return t.html.classList.add(s.HtmlClasses.SELECTIONITEM)}))},e.prototype.display=function(){},e.prototype.right=function(t){this.anchor.right(t)},e.prototype.left=function(t){this.anchor.left(t)},e}(l.AbstractMenu);e.SelectionMenu=u;var p=function(t){function e(e,r,n,o){void 0===n&&(n="none"),void 0===o&&(o="vertical");var i=t.call(this,e,null,r)||this;return i.style=n,i.grid=o,i._selections=[],i.prefix="ctxt-selection",i._balanced=!0,i}return o(e,t),e.fromJson=function(t,e,r){var n=e.title,o=e.signature,i=e.selections,a=new this(n,o,e.order,e.grid);a.attachMenu(r);var s=i.map((function(e){return t.get("selectionMenu")(t,e,a)}));return a.selections=s,a},e.prototype.attachMenu=function(t){this.menu=t},Object.defineProperty(e.prototype,"selections",{get:function(){return this._selections},set:function(t){var e=this;this._selections=[],t.forEach((function(t){return e.addSelection(t)}))},enumerable:!1,configurable:!0}),e.prototype.addSelection=function(t){t.anchor=this,this._selections.push(t)},e.prototype.rowDiv=function(t){var e=this,r=document.createElement("div");this.contentDiv.appendChild(r);var n=t.map((function(t){return r.appendChild(t.html),t.html.id||(t.html.id=e.prefix+a.MenuUtil.counter()),t.html.getBoundingClientRect()})),o=n.map((function(t){return t.width})),i=o.reduce((function(t,e){return t+e}),0),l=n.reduce((function(t,e){return Math.max(t,e.height)}),0);return r.classList.add(s.HtmlClasses.SELECTIONDIVIDER),r.setAttribute("style","height: "+l+"px;"),[r,i,l,o]},e.prototype.display=function(){if(t.prototype.display.call(this),this.order(),this.selections.length){for(var e=[],r=0,n=[],o=this.getChunkSize(this.selections.length),a=function(t){var a=s.selections.slice(t,t+o),l=i(s.rowDiv(a),4),c=l[0],u=l[1],p=l[2],h=l[3];e.push(c),r=Math.max(r,u),a.forEach((function(t){return t.html.style.height=p+"px"})),n=s.combineColumn(n,h)},s=this,l=0;l<this.selections.length;l+=o)a(l);this._balanced&&(this.balanceColumn(e,n),r=n.reduce((function(t,e){return t+e}),20)),e.forEach((function(t){return t.style.width=r+"px"}))}},e.prototype.getChunkSize=function(t){switch(this.grid){case"square":return Math.floor(Math.sqrt(t));case"horizontal":return Math.floor(t/e.chunkSize);default:return e.chunkSize}},e.prototype.balanceColumn=function(t,e){t.forEach((function(t){for(var r=Array.from(t.children),n=0,o=void 0;o=r[n];n++)o.style.width=e[n]+"px"}))},e.prototype.combineColumn=function(t,e){for(var r=[],n=0;t[n]||e[n];){if(!t[n]){r=r.concat(e.slice(n));break}if(!e[n]){r=r.concat(t.slice(n));break}r.push(Math.max(t[n],e[n])),n++}return r},e.prototype.left=function(t){var e=this;this.move(t,(function(t){return(0===t?e.selections.length:t)-1}))},e.prototype.right=function(t){var e=this;this.move(t,(function(t){return t===e.selections.length-1?0:t+1}))},e.prototype.generateHtml=function(){t.prototype.generateHtml.call(this),this.html.classList.add(s.HtmlClasses.SELECTION)},e.prototype.generateContent=function(){var e=t.prototype.generateContent.call(this);return e.classList.add(s.HtmlClasses.SELECTIONBOX),e.removeAttribute("tabindex"),e},e.prototype.findSelection=function(t){var e=t.target,r=null;if(e.id&&(r=this.selections.find((function(t){return t.html.id===e.id}))),!r){var n=e.parentElement.id;r=this.selections.find((function(t){return t.html.id===n}))}return r},e.prototype.move=function(t,e){var r=this.findSelection(t);r.focused&&r.focused.unfocus();var 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this.semantic.contentNodes.length&&o.walkTree(this.semantic.contentNodes[0]),this.semantic.childNodes.length&&o.walkTree(this.semantic.childNodes[0]),(0,i.setAttributes)(this.mml,this.semantic),this.mml}}e.CaseLine=a},6839:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.CaseMultiindex=void 0;const n=r(5740),o=r(9268),i=r(5452),a=r(2298);class s extends o.AbstractEnrichCase{constructor(t){super(t),this.mml=t.mathmlTree}static multiscriptIndex(t){return"punctuated"===t.type&&"dummy"===t.contentNodes[0].role?i.collapsePunctuated(t):(i.walkTree(t),t.id)}static createNone_(t){const e=n.createElement("none");return t&&(0,a.setAttributes)(e,t),e.setAttribute(a.Attribute.ADDED,"true"),e}completeMultiscript(t,e){const r=n.toArray(this.mml.childNodes).slice(1);let o=0;const l=t=>{for(let e,n=0;e=t[n];n++){const t=r[o];if(t&&e===parseInt(i.getInnerNode(t).getAttribute(a.Attribute.ID)))i.getInnerNode(t).setAttribute(a.Attribute.PARENT,this.semantic.id.toString()),o++;else{const r=this.semantic.querySelectorAll((t=>t.id===e));this.mml.insertBefore(s.createNone_(r[0]),t||null)}}};l(t),r[o]&&"MPRESCRIPTS"!==n.tagName(r[o])?this.mml.insertBefore(r[o],n.createElement("mprescripts")):o++,l(e)}}e.CaseMultiindex=s},7014:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.CaseMultiscripts=void 0;const n=r(5740),o=r(5656),i=r(6839),a=r(5452),s=r(2298);class l extends i.CaseMultiindex{static test(t){if(!t.mathmlTree)return!1;return"MMULTISCRIPTS"===n.tagName(t.mathmlTree)&&("superscript"===t.type||"subscript"===t.type)}constructor(t){super(t)}getMathml(){let t,e,r;if((0,s.setAttributes)(this.mml,this.semantic),this.semantic.childNodes[0]&&"subsup"===this.semantic.childNodes[0].role){const n=this.semantic.childNodes[0];t=n.childNodes[0],e=i.CaseMultiindex.multiscriptIndex(this.semantic.childNodes[1]),r=i.CaseMultiindex.multiscriptIndex(n.childNodes[1]);const l=[this.semantic.id,[n.id,t.id,r],e];a.addCollapsedAttribute(this.mml,l),this.mml.setAttribute(s.Attribute.TYPE,n.role),this.completeMultiscript(o.SemanticSkeleton.interleaveIds(r,e),[])}else{t=this.semantic.childNodes[0],e=i.CaseMultiindex.multiscriptIndex(this.semantic.childNodes[1]);const r=[this.semantic.id,t.id,e];a.addCollapsedAttribute(this.mml,r)}const n=o.SemanticSkeleton.collapsedLeafs(r||[],e),l=a.walkTree(t);return a.getInnerNode(l).setAttribute(s.Attribute.PARENT,this.semantic.id.toString()),n.unshift(t.id),this.mml.setAttribute(s.Attribute.CHILDREN,n.join(",")),this.mml}}e.CaseMultiscripts=l},3416:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.CaseProof=void 0;const n=r(9268),o=r(5452),i=r(2298);class a extends n.AbstractEnrichCase{constructor(t){super(t),this.mml=t.mathmlTree}static test(t){return!!t.mathmlTree&&("inference"===t.type||"premises"===t.type)}getMathml(){return this.semantic.childNodes.length?(this.semantic.contentNodes.forEach((function(t){o.walkTree(t),(0,i.setAttributes)(t.mathmlTree,t)})),this.semantic.childNodes.forEach((function(t){o.walkTree(t)})),(0,i.setAttributes)(this.mml,this.semantic),this.mml.getAttribute("data-semantic-id")===this.mml.getAttribute("data-semantic-parent")&&this.mml.removeAttribute("data-semantic-parent"),this.mml):this.mml}}e.CaseProof=a},5699:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.CaseTable=void 0;const n=r(5740),o=r(9268),i=r(5452),a=r(2298);class s extends o.AbstractEnrichCase{constructor(t){super(t),this.inner=[],this.mml=t.mathmlTree}static test(t){return"matrix"===t.type||"vector"===t.type||"cases"===t.type}getMathml(){const t=i.cloneContentNode(this.semantic.contentNodes[0]),e=this.semantic.contentNodes[1]?i.cloneContentNode(this.semantic.contentNodes[1]):null;if(this.inner=this.semantic.childNodes.map(i.walkTree),this.mml)if("MFENCED"===n.tagName(this.mml)){const r=this.mml.childNodes;this.mml.insertBefore(t,r[0]||null),e&&this.mml.appendChild(e),this.mml=i.rewriteMfenced(this.mml)}else{const r=[t,this.mml];e&&r.push(e),this.mml=i.introduceNewLayer(r,this.semantic)}else this.mml=i.introduceNewLayer([t].concat(this.inner,[e]),this.semantic);return(0,a.setAttributes)(this.mml,this.semantic),this.mml}}e.CaseTable=s},6887:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.CaseTensor=void 0;const n=r(5656),o=r(6839),i=r(5452),a=r(2298);class s extends o.CaseMultiindex{static test(t){return!!t.mathmlTree&&"tensor"===t.type}constructor(t){super(t)}getMathml(){i.walkTree(this.semantic.childNodes[0]);const t=o.CaseMultiindex.multiscriptIndex(this.semantic.childNodes[1]),e=o.CaseMultiindex.multiscriptIndex(this.semantic.childNodes[2]),r=o.CaseMultiindex.multiscriptIndex(this.semantic.childNodes[3]),s=o.CaseMultiindex.multiscriptIndex(this.semantic.childNodes[4]);(0,a.setAttributes)(this.mml,this.semantic);const l=[this.semantic.id,this.semantic.childNodes[0].id,t,e,r,s];i.addCollapsedAttribute(this.mml,l);const c=n.SemanticSkeleton.collapsedLeafs(t,e,r,s);return c.unshift(this.semantic.childNodes[0].id),this.mml.setAttribute(a.Attribute.CHILDREN,c.join(",")),this.completeMultiscript(n.SemanticSkeleton.interleaveIds(r,s),n.SemanticSkeleton.interleaveIds(t,e)),this.mml}}e.CaseTensor=s},9236:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.CaseText=void 0;const n=r(9268),o=r(5452),i=r(2298);class a extends n.AbstractEnrichCase{constructor(t){super(t),this.mml=t.mathmlTree}static test(t){return"punctuated"===t.type&&("text"===t.role||t.contentNodes.every((t=>"dummy"===t.role)))}getMathml(){const t=[],e=o.collapsePunctuated(this.semantic,t);return this.mml=o.introduceNewLayer(t,this.semantic),(0,i.setAttributes)(this.mml,this.semantic),this.mml.removeAttribute(i.Attribute.CONTENT),o.addCollapsedAttribute(this.mml,e),this.mml}}e.CaseText=a},5714:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.prepareMmlString=e.testTranslation__=e.semanticMathml=e.semanticMathmlSync=e.semanticMathmlNode=void 0;const n=r(2057),o=r(5740),i=r(5897),a=r(1414),s=r(5452),l=r(2298);function c(t){const e=o.cloneNode(t),r=a.getTree(e);return s.enrich(e,r)}function u(t){return c(o.parseInput(t))}function p(t){return t.match(/^<math/)||(t="<math>"+t),t.match(/\/math>$/)||(t+="</math>"),t}r(1513),e.semanticMathmlNode=c,e.semanticMathmlSync=u,e.semanticMathml=function(t,e){i.EnginePromise.getall().then((()=>{const r=o.parseInput(t);e(c(r))}))},e.testTranslation__=function(t){n.Debugger.getInstance().init();const 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a=i.allAttributes();for(let r,n=0;r=a[n];n++)t.setAttribute(e.Prefix+r[0].toLowerCase(),r[1]);i.childNodes.length&&t.setAttribute(r.CHILDREN,n(i.childNodes)),i.contentNodes.length&&t.setAttribute(r.CONTENT,n(i.contentNodes)),i.parent&&t.setAttribute(r.PARENT,i.parent.id.toString()),o(t,i)},e.setPostfix=o,e.removeAttributePrefix=function(t){return t.toString().replace(new RegExp(e.Prefix,"g"),"")},e.addPrefix=function(t){return e.Prefix+t}},3532:function(t,e){Object.defineProperty(e,"__esModule",{value:!0}),e.factory=e.getCase=void 0,e.getCase=function(t){for(let r,n=0;r=e.factory[n];n++)if(r.test(t))return r.constr(t);return null},e.factory=[]},1513:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0});const n=r(6061),o=r(5765),i=r(7251),a=r(6265),s=r(6514),l=r(7014),c=r(3416),u=r(5699),p=r(6887),h=r(9236);r(3532).factory.push({test:a.CaseLimit.test,constr:t=>new a.CaseLimit(t)},{test:i.CaseEmbellished.test,constr:t=>new 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h.CaseText(t)})},5452:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.printNodeList__=e.collapsePunctuated=e.formattedOutput_=e.formattedOutput=e.getInnerNode=e.setOperatorAttribute_=e.createInvisibleOperator_=e.rewriteMfenced=e.cloneContentNode=e.addCollapsedAttribute=e.parentNode_=e.isIgnorable_=e.unitChild_=e.descendNode_=e.ascendNewNode=e.validLca_=e.pathToRoot_=e.attachedElement_=e.prunePath_=e.mathmlLca_=e.lcaType=e.functionApplication_=e.isDescendant_=e.insertNewChild_=e.mergeChildren_=e.collectChildNodes_=e.collateChildNodes_=e.childrenSubset_=e.moveSemanticAttributes_=e.introduceLayerAboveLca=e.introduceNewLayer=e.walkTree=e.enrich=e.SETTINGS=void 0;const n=r(2057),o=r(5740),i=r(5897),a=r(3588),s=r(7516),l=r(5656),c=r(4795),u=r(2298),p=r(3532);function h(t){const e=(0,p.getCase)(t);let r;if(e)return r=e.getMathml(),T(r);if(1===t.mathml.length)return n.Debugger.getInstance().output("Walktree Case 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r=t.context,o=t.dynamicCstr.getValues();for(let t=0,i=o.length;t<i;t++)e=this.addNode_(e,o[t],n.TrieNodeKind.DYNAMIC,r);e=this.addNode_(e,t.precondition.query,n.TrieNodeKind.QUERY,r);const i=t.precondition.constraints;for(let t=0,o=i.length;t<o;t++)e=this.addNode_(e,i[t],n.TrieNodeKind.BOOLEAN,r);e.setRule(t)}lookupRules(t,e){let r=[this.root];const o=[];for(;e.length;){const t=e.shift(),o=[];for(;r.length;){r.shift().getChildren().forEach((e=>{e.getKind()===n.TrieNodeKind.DYNAMIC&&-1===t.indexOf(e.getConstraint())||o.push(e)}))}r=o.slice()}for(;r.length;){const e=r.shift();if(e.getRule){const t=e.getRule();t&&o.push(t)}const n=e.findChildren(t);r=r.concat(n)}return o}hasSubtrie(t){let e=this.root;for(let r=0,n=t.length;r<n;r++){const n=t[r];if(e=e.getChild(n),!e)return!1}return!0}toString(){return i.printWithDepth_(this.root,0,"")}collectRules(){return i.collectRules_(this.root)}order(){return i.order_(this.root)}enumerate(t){return this.enumerate_(this.root,t)}byConstraint(t){let 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e,r=this.speechRules_.length-1;e=this.speechRules_[r];r--)e!==t&&t.dynamicCstr.equal(e.dynamicCstr)&&s.comparePreconditions_(e,t)&&this.speechRules_.splice(r,1)}getSpeechRules(){return this.speechRules_}setSpeechRules(t){this.speechRules_=t}getPreconditions(){return this.preconditions}parseCstr(t){try{return this.parser.parse(this.locale+"."+this.modality+(this.domain?"."+this.domain:"")+"."+t)}catch(e){if("RuleError"===e.name)return console.error("Rule Error ",`Illegal Dynamic Constraint: ${t}.`,e.message),null;throw e}}parsePrecondition(t,e){try{const r=this.parsePrecondition_(t);t=r[0];let n=r.slice(1);for(const t of e)n=n.concat(this.parsePrecondition_(t));return new i.Precondition(t,...n)}catch(r){if("RuleError"===r.name)return console.error("Rule Error ",`Illegal preconditions: ${t}, ${e}.`,r.message),null;throw r}}parseAction(t){try{return i.Action.fromString(t)}catch(e){if("RuleError"===e.name)return console.error("Rule Error ",`Illegal action: ${t}.`,e.message),null;throw e}}parse(t){this.modality=t.modality||this.modality,this.locale=t.locale||this.locale,this.domain=t.domain||this.domain,this.context.parse(t.functions||[]),"actions"!==t.kind&&(this.kind=t.kind||this.kind,this.inheritRules()),this.parseRules(t.rules||[])}parseRules(t){for(let e,r=0;e=t[r];r++){const t=e[0],r=this.parseMethods[t];t&&r&&r.apply(this,e.slice(1))}}generateRules(t){const e=this.context.customGenerators.lookup(t);e&&e(this)}defineAction(t,e){let r;try{r=i.Action.fromString(e)}catch(t){if("RuleError"===t.name)return void console.error("Action Error ",e,t.message);throw t}const n=this.getFullPreconditions(t);if(!n)return void console.error(`Action Error: No precondition for action ${t}`);this.ignoreRules(t);const o=new RegExp("^\\w+\\.\\w+\\."+(this.domain?"\\w+\\.":""));n.conditions.forEach((([e,n])=>{const a=this.parseCstr(e.toString().replace(o,""));this.addRule(new i.SpeechRule(t,a,n,r))}))}getFullPreconditions(t){const e=this.preconditions.get(t);return e||!this.inherits?e:this.inherits.getFullPreconditions(t)}definePrecondition(t,e,r,...n){const o=this.parsePrecondition(r,n),i=this.parseCstr(e);o&&i?(o.rank=this.rank++,this.preconditions.set(t,new l(i,o))):console.error(`Precondition Error: ${r}, (${e})`)}inheritRules(){if(!this.inherits||!this.inherits.getSpeechRules().length)return;const t=new RegExp("^\\w+\\.\\w+\\."+(this.domain?"\\w+\\.":""));this.inherits.getSpeechRules().forEach((e=>{const r=this.parseCstr(e.dynamicCstr.toString().replace(t,""));this.addRule(new i.SpeechRule(e.name,r,e.precondition,e.action))}))}ignoreRules(t,...e){let r=this.findAllRules((e=>e.name===t));if(!e.length)return void r.forEach(this.deleteRule.bind(this));let n=[];for(const t of e){const e=this.parseCstr(t);for(const t of r)e.equal(t.dynamicCstr)?this.deleteRule(t):n.push(t);r=n,n=[]}}parsePrecondition_(t){const e=this.context.customGenerators.lookup(t);return e?e():[t]}}e.BaseRuleStore=s;class l{constructor(t,e){this.base=t,this._conditions=[],this.constraints=[],this.allCstr={},this.constraints.push(t),this.addCondition(t,e)}get conditions(){return this._conditions}addConstraint(t){if(this.constraints.filter((e=>e.equal(t))).length)return;this.constraints.push(t);const e=[];for(const[r,n]of this.conditions)this.base.equal(r)&&e.push([t,n]);this._conditions=this._conditions.concat(e)}addBaseCondition(t){this.addCondition(this.base,t)}addFullCondition(t){this.constraints.forEach((e=>this.addCondition(e,t)))}addCondition(t,e){const r=t.toString()+" "+e.toString();this.allCstr.condStr||(this.allCstr[r]=!0,this._conditions.push([t,e]))}}e.Condition=l},2469:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.BrailleStore=void 0;const n=r(7630),o=r(9935);class i extends o.MathStore{constructor(){super(...arguments),this.modality="braille",this.customTranscriptions={"\u22ca":"\u2808\u2821\u2833"}}evaluateString(t){const e=[],r=Array.from(t);for(let t=0;t<r.length;t++)e.push(this.evaluateCharacter(r[t]));return e}annotations(){for(let t,e=0;t=this.annotators[e];e++)(0,n.activate)(this.locale,t)}}e.BrailleStore=i},1676:function(t,e){var r;Object.defineProperty(e,"__esModule",{value:!0}),e.DefaultComparator=e.DynamicCstrParser=e.DynamicCstr=e.DynamicProperties=e.Axis=void 0,function(t){t.DOMAIN="domain",t.STYLE="style",t.LOCALE="locale",t.TOPIC="topic",t.MODALITY="modality"}(r=e.Axis||(e.Axis={}));class n{constructor(t,e=Object.keys(t)){this.properties=t,this.order=e}static createProp(...t){const e=o.DEFAULT_ORDER,r={};for(let n=0,o=t.length,i=e.length;n<o&&n<i;n++)r[e[n]]=t[n];return new n(r)}getProperties(){return this.properties}getOrder(){return this.order}getAxes(){return this.order}getProperty(t){return this.properties[t]}updateProperties(t){this.properties=t}allProperties(){const t=[];return this.order.forEach((e=>t.push(this.getProperty(e).slice()))),t}toString(){const t=[];return this.order.forEach((e=>t.push(e+": "+this.getProperty(e).toString()))),t.join("\n")}}e.DynamicProperties=n;class o extends n{constructor(t,e){const r={};for(const[e,n]of Object.entries(t))r[e]=[n];super(r,e),this.components=t}static createCstr(...t){const e=o.DEFAULT_ORDER,r={};for(let n=0,o=t.length,i=e.length;n<o&&n<i;n++)r[e[n]]=t[n];return new o(r)}static defaultCstr(){return o.createCstr.apply(null,o.DEFAULT_ORDER.map((function(t){return o.DEFAULT_VALUES[t]})))}static validOrder(t){const e=o.DEFAULT_ORDER.slice();return t.every((t=>{const r=e.indexOf(t);return-1!==r&&e.splice(r,1)}))}getComponents(){return this.components}getValue(t){return this.components[t]}getValues(){return this.order.map((t=>this.getValue(t)))}allProperties(){const t=super.allProperties();for(let e,r,n=0;e=t[n],r=this.order[n];n++){const t=this.getValue(r);-1===e.indexOf(t)&&e.unshift(t)}return t}toString(){return this.getValues().join(".")}equal(t){const e=t.getAxes();if(this.order.length!==e.length)return!1;for(let r,n=0;r=e[n];n++){const e=this.getValue(r);if(!e||t.getValue(r)!==e)return!1}return!0}}e.DynamicCstr=o,o.DEFAULT_ORDER=[r.LOCALE,r.MODALITY,r.DOMAIN,r.STYLE,r.TOPIC],o.BASE_LOCALE="base",o.DEFAULT_VALUE="default",o.DEFAULT_VALUES={[r.LOCALE]:"en",[r.DOMAIN]:o.DEFAULT_VALUE,[r.STYLE]:o.DEFAULT_VALUE,[r.TOPIC]:o.DEFAULT_VALUE,[r.MODALITY]:"speech"};e.DynamicCstrParser=class{constructor(t){this.order=t}parse(t){const e=t.split("."),r={};if(e.length>this.order.length)throw new Error("Invalid dynamic constraint: "+r);let n=0;for(let t,o=0;t=this.order[o],e.length;o++,n++){const n=e.shift();r[t]=n}return new o(r,this.order.slice(0,n))}};e.DefaultComparator=class{constructor(t,e=new n(t.getProperties(),t.getOrder())){this.reference=t,this.fallback=e,this.order=this.reference.getOrder()}getReference(){return this.reference}setReference(t,e){this.reference=t,this.fallback=e||new n(t.getProperties(),t.getOrder()),this.order=this.reference.getOrder()}match(t){const e=t.getAxes();return e.length===this.reference.getAxes().length&&e.every((e=>{const r=t.getValue(e);return r===this.reference.getValue(e)||-1!==this.fallback.getProperty(e).indexOf(r)}))}compare(t,e){let r=!1;for(let n,o=0;n=this.order[o];o++){const o=t.getValue(n),i=e.getValue(n);if(!r){const t=this.reference.getValue(n);if(t===o&&t!==i)return-1;if(t===i&&t!==o)return 1;if(t===o&&t===i)continue;t!==o&&t!==i&&(r=!0)}const a=this.fallback.getProperty(n),s=a.indexOf(o),l=a.indexOf(i);if(s<l)return-1;if(l<s)return 1}return 0}toString(){return this.reference.toString()+"\n"+this.fallback.toString()}}},2105:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.numbersToAlpha=e.Grammar=e.ATTRIBUTE=void 0;const n=r(5740),o=r(5897),i=r(2536),a=r(4356);e.ATTRIBUTE="grammar";class s{constructor(){this.currentFlags={},this.parameters_={},this.corrections_={},this.preprocessors_={},this.stateStack_=[]}static getInstance(){return s.instance=s.instance||new s,s.instance}static parseInput(t){const e={},r=t.split(":");for(let t=0,n=r.length;t<n;t++){const n=r[t].split("="),o=n[0].trim();n[1]?e[o]=n[1].trim():o.match(/^!/)?e[o.slice(1)]=!1:e[o]=!0}return e}static parseState(t){const e={},r=t.split(" ");for(let t=0,n=r.length;t<n;t++){const n=r[t].split(":"),o=n[0],i=n[1];e[o]=i||!0}return e}static translateString_(t){if(t.match(/:unit$/))return s.translateUnit_(t);const e=o.default.getInstance();let r=e.evaluator(t,e.dynamicCstr);return r=null===r?t:r,s.getInstance().getParameter("plural")&&(r=a.LOCALE.FUNCTIONS.plural(r)),r}static translateUnit_(t){t=s.prepareUnit_(t);const e=o.default.getInstance(),r=s.getInstance().getParameter("plural"),n=e.strict,i=`${e.locale}.${e.modality}.default`;let l,c;return e.strict=!0,r&&(l=e.defaultParser.parse(i+".plural"),c=e.evaluator(t,l)),c?(e.strict=n,c):(l=e.defaultParser.parse(i+".default"),c=e.evaluator(t,l),e.strict=n,c?(r&&(c=a.LOCALE.FUNCTIONS.plural(c)),c):s.cleanUnit_(t))}static prepareUnit_(t){const e=t.match(/:unit$/);return e?t.slice(0,e.index).replace(/\s+/g," ")+t.slice(e.index):t}static cleanUnit_(t){return t.match(/:unit$/)?t.replace(/:unit$/,""):t}clear(){this.parameters_={},this.stateStack_=[]}setParameter(t,e){const r=this.parameters_[t];return e?this.parameters_[t]=e:delete this.parameters_[t],r}getParameter(t){return this.parameters_[t]}setCorrection(t,e){this.corrections_[t]=e}setPreprocessor(t,e){this.preprocessors_[t]=e}getCorrection(t){return this.corrections_[t]}getState(){const t=[];for(const e in this.parameters_){const r=this.parameters_[e];t.push("string"==typeof r?e+":"+r:e)}return t.join(" ")}pushState(t){for(const e in t)t[e]=this.setParameter(e,t[e]);this.stateStack_.push(t)}popState(){const t=this.stateStack_.pop();for(const e in t)this.setParameter(e,t[e])}setAttribute(t){if(t&&t.nodeType===n.NodeType.ELEMENT_NODE){const r=this.getState();r&&t.setAttribute(e.ATTRIBUTE,r)}}preprocess(t){return this.runProcessors_(t,this.preprocessors_)}correct(t){return this.runProcessors_(t,this.corrections_)}apply(t,e){return this.currentFlags=e||{},t=this.currentFlags.adjust||this.currentFlags.preprocess?s.getInstance().preprocess(t):t,(this.parameters_.translate||this.currentFlags.translate)&&(t=s.translateString_(t)),t=this.currentFlags.adjust||this.currentFlags.correct?s.getInstance().correct(t):t,this.currentFlags={},t}runProcessors_(t,e){for(const r in this.parameters_){const n=e[r];if(!n)continue;const o=this.parameters_[r];t=!0===o?n(t):n(t,o)}return t}}function l(t,e){if(!e||!t)return t;const r=a.LOCALE.FUNCTIONS.fontRegexp(i.localFont(e));return t.replace(r,"")}function c(t){return t.match(/\d+/)?a.LOCALE.NUMBERS.numberToWords(parseInt(t,10)):t}e.Grammar=s,e.numbersToAlpha=c,s.getInstance().setCorrection("localFont",i.localFont),s.getInstance().setCorrection("localRole",i.localRole),s.getInstance().setCorrection("localEnclose",i.localEnclose),s.getInstance().setCorrection("ignoreFont",l),s.getInstance().setPreprocessor("annotation",(function(t,e){return t+":"+e})),s.getInstance().setPreprocessor("noTranslateText",(function(t){return t.match(new RegExp("^["+a.LOCALE.MESSAGES.regexp.TEXT+"]+$"))&&(s.getInstance().currentFlags.translate=!1),t})),s.getInstance().setCorrection("ignoreCaps",(function(t){let e=a.LOCALE.ALPHABETS.capPrefix[o.default.getInstance().domain];return void 0===e&&(e=a.LOCALE.ALPHABETS.capPrefix.default),l(t,e)})),s.getInstance().setPreprocessor("numbers2alpha",c)},2780:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.enumerate=e.lookupString=e.lookupCategory=e.lookupRule=e.addSiUnitRules=e.addUnitRules=e.addFunctionRules=e.addSymbolRules=e.defineRule=e.defineRules=e.setSiPrefixes=void 0;const n=r(2057),o=r(5897),i=r(7491),a=r(4658),s=r(1676);let l=s.DynamicCstr.DEFAULT_VALUES[s.Axis.LOCALE],c=s.DynamicCstr.DEFAULT_VALUES[s.Axis.MODALITY],u={};e.setSiPrefixes=function(t){u=t};const p={};function h(t,e,r,n){const o=_(e);S(o,r),o.defineRulesFromMappings(t,l,c,e,n)}function d(t){if(v(t))return;const e=t.names,r=t.mappings,n=t.category;for(let t,o=0;t=e[o];o++)h(t,t,n,r)}function f(t){for(const e of Object.keys(u)){const r=Object.assign({},t);r.mappings={};const n=u[e];r.key=e+r.key,r.names=r.names.map((function(t){return e+t}));for(const e of Object.keys(t.mappings)){r.mappings[e]={};for(const o of Object.keys(t.mappings[e]))r.mappings[e][o]=i.locales[l]().FUNCTIONS.si(n,t.mappings[e][o])}b(r)}b(t)}function m(t,e){const r=p[t];return r?r.lookupRule(null,e):null}function y(t,e){const r=m(t,e);return r?r.action:null}function g(t,e){return e=e||{},t.length?(e[t[0]]=g(t.slice(1),e[t[0]]),e):e}function b(t){const e=t.names;e&&(t.names=e.map((function(t){return t+":unit"}))),d(t)}function v(t){return!(!t.locale&&!t.modality)&&(l=t.locale||l,c=t.modality||c,!0)}function _(t){let e=p[t];return e?(n.Debugger.getInstance().output("Store exists! "+t),e):(e=new a.MathSimpleStore,p[t]=e,e)}function S(t,e){e&&(t.category=e)}e.defineRules=h,e.defineRule=function(t,e,r,n,o,i){const a=_(o);S(a,n),a.defineRuleFromStrings(t,l,c,e,r,o,i)},e.addSymbolRules=function(t){if(v(t))return;const e=a.MathSimpleStore.parseUnicode(t.key);h(t.key,e,t.category,t.mappings)},e.addFunctionRules=d,e.addUnitRules=function(t){v(t)||(t.si?f(t):b(t))},e.addSiUnitRules=f,e.lookupRule=m,e.lookupCategory=function(t){const e=p[t];return e?e.category:""},e.lookupString=y,o.default.getInstance().evaluator=y,e.enumerate=function(t={}){for(const e of Object.values(p))for(const[,r]of e.rules.entries())for(const{cstr:e}of r)t=g(e.getValues(),t);return t}},4658:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.MathSimpleStore=void 0;const n=r(5897),o=r(1676);class i{constructor(){this.category="",this.rules=new Map}static parseUnicode(t){const e=parseInt(t,16);return String.fromCodePoint(e)}static testDynamicConstraints_(t,e){return n.default.getInstance().strict?e.cstr.equal(t):n.default.getInstance().comparator.match(e.cstr)}defineRulesFromMappings(t,e,r,n,o){for(const i in o)for(const a in o[i]){const s=o[i][a];this.defineRuleFromStrings(t,e,r,i,a,n,s)}}getRules(t){let e=this.rules.get(t);return e||(e=[],this.rules.set(t,e)),e}defineRuleFromStrings(t,e,r,o,i,a,s){let l=this.getRules(e);const c=n.default.getInstance().parsers[o]||n.default.getInstance().defaultParser,u=n.default.getInstance().comparators[o],p=`${e}.${r}.${o}.${i}`,h=c.parse(p),d=u?u():n.default.getInstance().comparator,f=d.getReference();d.setReference(h);const m={cstr:h,action:s};l=l.filter((t=>!h.equal(t.cstr))),l.push(m),this.rules.set(e,l),d.setReference(f)}lookupRule(t,e){let r=this.getRules(e.getValue(o.Axis.LOCALE));return r=r.filter((function(t){return i.testDynamicConstraints_(e,t)})),1===r.length?r[0]:r.length?r.sort(((t,e)=>n.default.getInstance().comparator.compare(t.cstr,e.cstr)))[0]:null}}e.MathSimpleStore=i},9935:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.MathStore=void 0;const n=r(707),o=r(4356),i=r(7630),a=r(4504),s=r(4650);class l extends a.BaseRuleStore{constructor(){super(),this.annotators=[],this.parseMethods.Alias=this.defineAlias,this.parseMethods.SpecializedRule=this.defineSpecializedRule,this.parseMethods.Specialized=this.defineSpecialized}initialize(){this.initialized||(this.annotations(),this.initialized=!0)}annotations(){for(let t,e=0;t=this.annotators[e];e++)(0,i.activate)(this.domain,t)}defineAlias(t,e,...r){const n=this.parsePrecondition(e,r);if(!n)return void console.error(`Precondition Error: ${e} ${r}`);const o=this.preconditions.get(t);o?o.addFullCondition(n):console.error(`Alias Error: No precondition by the name of ${t}`)}defineRulesAlias(t,e,...r){const n=this.findAllRules((function(e){return e.name===t}));if(0===n.length)throw new s.OutputError("Rule with name "+t+" does not exist.");const o=[];n.forEach((t=>{(t=>{const e=t.dynamicCstr.toString(),r=t.action.toString();for(let t,n=0;t=o[n];n++)if(t.action===r&&t.cstr===e)return!1;return o.push({cstr:e,action:r}),!0})(t)&&this.addAlias_(t,e,r)}))}defineSpecializedRule(t,e,r,n){const o=this.parseCstr(e),i=this.findRule((e=>e.name===t&&o.equal(e.dynamicCstr))),a=this.parseCstr(r);if(!i&&n)throw new s.OutputError("Rule named "+t+" with style "+e+" does not exist.");const l=n?s.Action.fromString(n):i.action,c=new s.SpeechRule(i.name,a,i.precondition,l);this.addRule(c)}defineSpecialized(t,e,r){const n=this.parseCstr(r);if(!n)return void console.error(`Dynamic Constraint Error: ${r}`);const o=this.preconditions.get(t);o?o.addConstraint(n):console.error(`Alias Error: No precondition by the name of ${t}`)}evaluateString(t){const e=[];if(t.match(/^\s+$/))return e;let r=this.matchNumber_(t);if(r&&r.length===t.length)return e.push(this.evaluateCharacter(r.number)),e;const i=n.removeEmpty(t.replace(/\s/g," ").split(" "));for(let t,n=0;t=i[n];n++)if(1===t.length)e.push(this.evaluateCharacter(t));else if(t.match(new RegExp("^["+o.LOCALE.MESSAGES.regexp.TEXT+"]+$")))e.push(this.evaluateCharacter(t));else{let n=t;for(;n;){r=this.matchNumber_(n);const t=n.match(new RegExp("^["+o.LOCALE.MESSAGES.regexp.TEXT+"]+"));if(r)e.push(this.evaluateCharacter(r.number)),n=n.substring(r.length);else if(t)e.push(this.evaluateCharacter(t[0])),n=n.substring(t[0].length);else{const t=Array.from(n),r=t[0];e.push(this.evaluateCharacter(r)),n=t.slice(1).join("")}}}return e}parse(t){super.parse(t),this.annotators=t.annotators||[]}addAlias_(t,e,r){const n=this.parsePrecondition(e,r),o=new s.SpeechRule(t.name,t.dynamicCstr,n,t.action);o.name=t.name,this.addRule(o)}matchNumber_(t){const e=t.match(new RegExp("^"+o.LOCALE.MESSAGES.regexp.NUMBER)),r=t.match(new RegExp("^"+l.regexp.NUMBER));if(!e&&!r)return null;const n=r&&r[0]===t;if(e&&e[0]===t||!n)return e?{number:e[0],length:e[0].length}:null;return{number:r[0].replace(new RegExp(l.regexp.DIGIT_GROUP,"g"),"X").replace(new RegExp(l.regexp.DECIMAL_MARK,"g"),o.LOCALE.MESSAGES.regexp.DECIMAL_MARK).replace(/X/g,o.LOCALE.MESSAGES.regexp.DIGIT_GROUP.replace(/\\/g,"")),length:r[0].length}}}e.MathStore=l,l.regexp={NUMBER:"((\\d{1,3})(?=(,| ))((,| )\\d{3})*(\\.\\d+)?)|^\\d*\\.\\d+|^\\d+",DECIMAL_MARK:"\\.",DIGIT_GROUP:","}},4650:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.OutputError=e.Precondition=e.Action=e.Component=e.ActionType=e.SpeechRule=void 0;const n=r(5897),o=r(2105);var i;function a(t){switch(t){case"[n]":return i.NODE;case"[m]":return i.MULTI;case"[t]":return i.TEXT;case"[p]":return i.PERSONALITY;default:throw"Parse error: "+t}}e.SpeechRule=class{constructor(t,e,r,n){this.name=t,this.dynamicCstr=e,this.precondition=r,this.action=n,this.context=null}toString(){return this.name+" | "+this.dynamicCstr.toString()+" | "+this.precondition.toString()+" ==> "+this.action.toString()}},function(t){t.NODE="NODE",t.MULTI="MULTI",t.TEXT="TEXT",t.PERSONALITY="PERSONALITY"}(i=e.ActionType||(e.ActionType={}));class s{constructor({type:t,content:e,attributes:r,grammar:n}){this.type=t,this.content=e,this.attributes=r,this.grammar=n}static grammarFromString(t){return o.Grammar.parseInput(t)}static fromString(t){const e={type:a(t.substring(0,3))};let r=t.slice(3).trim();if(!r)throw new u("Missing content.");switch(e.type){case i.TEXT:if('"'===r[0]){const t=p(r,"\\(")[0].trim();if('"'!==t.slice(-1))throw new u("Invalid string syntax.");e.content=t,r=r.slice(t.length).trim(),-1===r.indexOf("(")&&(r="");break}case i.NODE:case i.MULTI:{const t=r.indexOf(" (");if(-1===t){e.content=r.trim(),r="";break}e.content=r.substring(0,t).trim(),r=r.slice(t).trim()}}if(r){const t=s.attributesFromString(r);t.grammar&&(e.grammar=t.grammar,delete t.grammar),Object.keys(t).length&&(e.attributes=t)}return new s(e)}static attributesFromString(t){if("("!==t[0]||")"!==t.slice(-1))throw new u("Invalid attribute expression: "+t);const e={},r=p(t.slice(1,-1),",");for(let t=0,n=r.length;t<n;t++){const n=r[t],i=n.indexOf(":");if(-1===i)e[n.trim()]="true";else{const t=n.substring(0,i).trim(),r=n.slice(i+1).trim();e[t]=t===o.ATTRIBUTE?s.grammarFromString(r):r}}return e}toString(){let t="";t+=function(t){switch(t){case i.NODE:return"[n]";case i.MULTI:return"[m]";case i.TEXT:return"[t]";case i.PERSONALITY:return"[p]";default:throw"Unknown type error: "+t}}(this.type),t+=this.content?" "+this.content:"";const e=this.attributesToString();return t+=e?" "+e:"",t}grammarToString(){return this.getGrammar().join(":")}getGrammar(){const t=[];for(const e in this.grammar)!0===this.grammar[e]?t.push(e):!1===this.grammar[e]?t.push("!"+e):t.push(e+"="+this.grammar[e]);return t}attributesToString(){const t=this.getAttributes(),e=this.grammarToString();return e&&t.push("grammar:"+e),t.length>0?"("+t.join(", ")+")":""}getAttributes(){const t=[];for(const e in this.attributes){const r=this.attributes[e];"true"===r?t.push(e):t.push(e+":"+r)}return t}}e.Component=s;class l{constructor(t){this.components=t}static fromString(t){const e=p(t,";").filter((function(t){return t.match(/\S/)})).map((function(t){return t.trim()})),r=[];for(let t=0,n=e.length;t<n;t++){const n=s.fromString(e[t]);n&&r.push(n)}return new l(r)}toString(){return this.components.map((function(t){return t.toString()})).join("; ")}}e.Action=l;class c{constructor(t,...e){this.query=t,this.constraints=e;const[r,n]=this.presetPriority();this.priority=r?n:this.calculatePriority()}static constraintValue(t,e){for(let r,n=0;r=e[n];n++)if(t.match(r))return++n;return 0}toString(){const t=this.constraints.join(", ");return`${this.query}, ${t} (${this.priority}, ${this.rank})`}calculatePriority(){const t=c.constraintValue(this.query,c.queryPriorities);if(!t)return 0;const e=this.query.match(/^self::.+\[(.+)\]/)[1];return 100*t+10*c.constraintValue(e,c.attributePriorities)}presetPriority(){if(!this.constraints.length)return[!1,0];const t=this.constraints[this.constraints.length-1].match(/^priority=(.*$)/);if(!t)return[!1,0];this.constraints.pop();const e=parseFloat(t[1]);return[!0,isNaN(e)?0:e]}}e.Precondition=c,c.queryPriorities=[/^self::\*\[.+\]$/,/^self::[\w-]+\[.+\]$/],c.attributePriorities=[/^@[\w-]+$/,/^@[\w-]+!=".+"$/,/^not\(contains\(@[\w-]+,\s*".+"\)\)$/,/^contains\(@[\w-]+,".+"\)$/,/^@[\w-]+=".+"$/];class u extends n.SREError{constructor(t){super(t),this.name="RuleError"}}function p(t,e){const r=[];let n="";for(;""!==t;){const o=t.search(e);if(-1===o){if((t.match(/"/g)||[]).length%2!=0)throw new u("Invalid string in expression: "+t);r.push(n+t),n="",t=""}else if((t.substring(0,o).match(/"/g)||[]).length%2==0)r.push(n+t.substring(0,o)),n="",t=t.substring(o+1);else{const e=t.substring(o).search('"');if(-1===e)throw new u("Invalid string in expression: "+t);n+=t.substring(0,o+e+1),t=t.substring(o+e+1)}}return n&&r.push(n),r}e.OutputError=u},4106:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.SpeechRuleContext=void 0;const n=r(5274),o=r(5662);e.SpeechRuleContext=class{constructor(){this.customQueries=new o.CustomQueries,this.customStrings=new o.CustomStrings,this.contextFunctions=new o.ContextFunctions,this.customGenerators=new o.CustomGenerators}applyCustomQuery(t,e){const r=this.customQueries.lookup(e);return r?r(t):null}applySelector(t,e){return this.applyCustomQuery(t,e)||n.evalXPath(e,t)}applyQuery(t,e){const r=this.applySelector(t,e);return r.length>0?r[0]:null}applyConstraint(t,e){return!!this.applyQuery(t,e)||n.evaluateBoolean(e,t)}constructString(t,e){if(!e)return"";if('"'===e.charAt(0))return e.slice(1,-1);const r=this.customStrings.lookup(e);return r?r(t):n.evaluateString(e,t)}parse(t){const e=Array.isArray(t)?t:Object.entries(t);for(let t,r=0;t=e[r];r++){switch(t[0].slice(0,3)){case"CQF":this.customQueries.add(t[0],t[1]);break;case"CSF":this.customStrings.add(t[0],t[1]);break;case"CTF":this.contextFunctions.add(t[0],t[1]);break;case"CGF":this.customGenerators.add(t[0],t[1]);break;default:console.error("FunctionError: Invalid function name "+t[0])}}}}},2362:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.storeFactory=e.SpeechRuleEngine=void 0;const n=r(7052),o=r(2057),i=r(5740),a=r(5897),s=r(4440),l=r(5274),c=r(7283),u=r(7599),p=r(2469),h=r(1676),d=r(2105),f=r(9935),m=r(4650),y=r(4508);class g{constructor(){this.trie=null,this.evaluators_={},this.trie=new y.Trie}static getInstance(){return g.instance=g.instance||new g,g.instance}static debugSpeechRule(t,e){const r=t.precondition,n=t.context.applyQuery(e,r.query);o.Debugger.getInstance().output(r.query,n?n.toString():n),r.constraints.forEach((r=>o.Debugger.getInstance().output(r,t.context.applyConstraint(e,r))))}static debugNamedSpeechRule(t,e){const r=g.getInstance().trie.collectRules().filter((e=>e.name==t));for(let n,i=0;n=r[i];i++)o.Debugger.getInstance().output("Rule",t,"DynamicCstr:",n.dynamicCstr.toString(),"number",i),g.debugSpeechRule(n,e)}evaluateNode(t){(0,l.updateEvaluator)(t);const e=(new Date).getTime();let r=[];try{r=this.evaluateNode_(t)}catch(t){console.error("Something went wrong computing speech."),o.Debugger.getInstance().output(t)}const n=(new Date).getTime();return o.Debugger.getInstance().output("Time:",n-e),r}toString(){return this.trie.collectRules().map((t=>t.toString())).join("\n")}runInSetting(t,e){const r=a.default.getInstance(),n={};for(const e in t)n[e]=r[e],r[e]=t[e];r.setDynamicCstr();const o=e();for(const t in n)r[t]=n[t];return r.setDynamicCstr(),o}addStore(t){const e=v(t);"abstract"!==e.kind&&e.getSpeechRules().forEach((t=>this.trie.addRule(t))),this.addEvaluator(e)}processGrammar(t,e,r){const n={};for(const o in r){const i=r[o];n[o]="string"==typeof i?t.constructString(e,i):i}d.Grammar.getInstance().pushState(n)}addEvaluator(t){const e=t.evaluateDefault.bind(t),r=this.evaluators_[t.locale];if(r)return void(r[t.modality]=e);const n={};n[t.modality]=e,this.evaluators_[t.locale]=n}getEvaluator(t,e){const r=this.evaluators_[t]||this.evaluators_[h.DynamicCstr.DEFAULT_VALUES[h.Axis.LOCALE]];return r[e]||r[h.DynamicCstr.DEFAULT_VALUES[h.Axis.MODALITY]]}enumerate(t){return this.trie.enumerate(t)}evaluateNode_(t){return t?(this.updateConstraint_(),this.evaluateTree_(t)):[]}evaluateTree_(t){const e=a.default.getInstance();let r;o.Debugger.getInstance().output(e.mode!==s.Mode.HTTP?t.toString():t),d.Grammar.getInstance().setAttribute(t);const i=this.lookupRule(t,e.dynamicCstr);if(!i)return e.strict?[]:(r=this.getEvaluator(e.locale,e.modality)(t),t.attributes&&this.addPersonality_(r,{},!1,t),r);o.Debugger.getInstance().generateOutput((()=>["Apply Rule:",i.name,i.dynamicCstr.toString(),(e.mode,s.Mode.HTTP,t).toString()]));const c=i.context,u=i.action.components;r=[];for(let e,o=0;e=u[o];o++){let o=[];const i=e.content||"",s=e.attributes||{};let u=!1;e.grammar&&this.processGrammar(c,t,e.grammar);let p=null;if(s.engine){p=a.default.getInstance().dynamicCstr.getComponents();const t=d.Grammar.parseInput(s.engine);a.default.getInstance().setDynamicCstr(t)}switch(e.type){case m.ActionType.NODE:{const e=c.applyQuery(t,i);e&&(o=this.evaluateTree_(e))}break;case m.ActionType.MULTI:{u=!0;const e=c.applySelector(t,i);e.length>0&&(o=this.evaluateNodeList_(c,e,s.sepFunc,c.constructString(t,s.separator),s.ctxtFunc,c.constructString(t,s.context)))}break;case m.ActionType.TEXT:{const e=s.span,r={};if(e){const n=(0,l.evalXPath)(e,t);n.length&&(r.extid=n[0].getAttribute("extid"))}const a=c.constructString(t,i);(a||""===a)&&(o=Array.isArray(a)?a.map((function(t){return n.AuditoryDescription.create({text:t.speech,attributes:t.attributes},{adjust:!0})})):[n.AuditoryDescription.create({text:a,attributes:r},{adjust:!0})])}break;case m.ActionType.PERSONALITY:default:o=[n.AuditoryDescription.create({text:i})]}o[0]&&!u&&(s.context&&(o[0].context=c.constructString(t,s.context)+(o[0].context||"")),s.annotation&&(o[0].annotation=s.annotation)),this.addLayout(o,s,u),e.grammar&&d.Grammar.getInstance().popState(),r=r.concat(this.addPersonality_(o,s,u,t)),p&&a.default.getInstance().setDynamicCstr(p)}return r}evaluateNodeList_(t,e,r,o,i,a){if(!e.length)return[];const s=o||"",l=a||"",c=t.contextFunctions.lookup(i),u=c?c(e,l):function(){return l},p=t.contextFunctions.lookup(r),h=p?p(e,s):function(){return[n.AuditoryDescription.create({text:s},{translate:!0})]};let d=[];for(let t,r=0;t=e[r];r++){const n=this.evaluateTree_(t);if(n.length>0&&(n[0].context=u()+(n[0].context||""),d=d.concat(n),r<e.length-1)){const t=h();d=d.concat(t)}}return d}addLayout(t,e,r){const o=e.layout;o&&(o.match(/^begin/)?t.unshift(new n.AuditoryDescription({text:"",layout:o})):o.match(/^end/)?t.push(new n.AuditoryDescription({text:"",layout:o})):(t.unshift(new n.AuditoryDescription({text:"",layout:`begin${o}`})),t.push(new n.AuditoryDescription({text:"",layout:`end${o}`}))))}addPersonality_(t,e,r,o){const i={};let a=null;for(const t of s.personalityPropList){const r=e[t];if(void 0===r)continue;const n=parseFloat(r),o=isNaN(n)?'"'===r.charAt(0)?r.slice(1,-1):r:n;t===s.personalityProps.PAUSE?a=o:i[t]=o}for(let e,r=0;e=t[r];r++)this.addRelativePersonality_(e,i),this.addExternalAttributes_(e,o);if(r&&t.length&&delete t[t.length-1].personality[s.personalityProps.JOIN],a&&t.length){const e=t[t.length-1];e.text||Object.keys(e.personality).length?t.push(n.AuditoryDescription.create({text:"",personality:{pause:a}})):e.personality[s.personalityProps.PAUSE]=a}return t}addExternalAttributes_(t,e){if(e.hasAttributes()){const r=e.attributes;for(let e=r.length-1;e>=0;e--){const n=r[e].name;!t.attributes[n]&&n.match(/^ext/)&&(t.attributes[n]=r[e].value)}}}addRelativePersonality_(t,e){if(!t.personality)return t.personality=e,t;const r=t.personality;for(const t in e)r[t]&&"number"==typeof r[t]&&"number"==typeof e[t]?r[t]=r[t]+e[t]:r[t]||(r[t]=e[t]);return t}updateConstraint_(){const t=a.default.getInstance().dynamicCstr,e=a.default.getInstance().strict,r=this.trie,n={};let o=t.getValue(h.Axis.LOCALE),i=t.getValue(h.Axis.MODALITY),s=t.getValue(h.Axis.DOMAIN);r.hasSubtrie([o,i,s])||(s=h.DynamicCstr.DEFAULT_VALUES[h.Axis.DOMAIN],r.hasSubtrie([o,i,s])||(i=h.DynamicCstr.DEFAULT_VALUES[h.Axis.MODALITY],r.hasSubtrie([o,i,s])||(o=h.DynamicCstr.DEFAULT_VALUES[h.Axis.LOCALE]))),n[h.Axis.LOCALE]=[o],n[h.Axis.MODALITY]=["summary"!==i?i:h.DynamicCstr.DEFAULT_VALUES[h.Axis.MODALITY]],n[h.Axis.DOMAIN]=["speech"!==i?h.DynamicCstr.DEFAULT_VALUES[h.Axis.DOMAIN]:s];const l=t.getOrder();for(let r,o=0;r=l[o];o++)if(!n[r]){const o=t.getValue(r),i=this.makeSet_(o,t.preference),a=h.DynamicCstr.DEFAULT_VALUES[r];e||o===a||i.push(a),n[r]=i}t.updateProperties(n)}makeSet_(t,e){return e&&Object.keys(e).length?t.split(":"):[t]}lookupRule(t,e){if(!t||t.nodeType!==i.NodeType.ELEMENT_NODE&&t.nodeType!==i.NodeType.TEXT_NODE)return null;const r=this.lookupRules(t,e);return r.length>0?this.pickMostConstraint_(e,r):null}lookupRules(t,e){return this.trie.lookupRules(t,e.allProperties())}pickMostConstraint_(t,e){const r=a.default.getInstance().comparator;return e.sort((function(t,e){return r.compare(t.dynamicCstr,e.dynamicCstr)||e.precondition.priority-t.precondition.priority||e.precondition.constraints.length-t.precondition.constraints.length||e.precondition.rank-t.precondition.rank})),o.Debugger.getInstance().generateOutput((()=>e.map((t=>t.name+"("+t.dynamicCstr.toString()+")"))).bind(this)),e[0]}}e.SpeechRuleEngine=g;const b=new Map;function v(t){const e=`${t.locale}.${t.modality}.${t.domain}`;if("actions"===t.kind){const r=b.get(e);return r.parse(t),r}u.init(),t&&!t.functions&&(t.functions=c.getStore(t.locale,t.modality,t.domain));const r="braille"===t.modality?new p.BrailleStore:new f.MathStore;return 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e.type="row",e.role="cycle",e.textContent="",e.contentNodes=[],t}),(t=>"fenced"===t.type&&"infixop"===t.childNodes[0].type&&"implicit"===t.childNodes[0].role&&t.childNodes[0].childNodes.every((function(t){return"number"===t.type}))&&t.childNodes[0].contentNodes.every((function(t){return"space"===t.role})))))},7228:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.SemanticMathml=void 0;const n=r(5740),o=r(5250),i=r(5609),a=r(3308),s=r(4795);class l extends o.SemanticAbstractParser{constructor(){super("MathML"),this.parseMap_={SEMANTICS:this.semantics_.bind(this),MATH:this.rows_.bind(this),MROW:this.rows_.bind(this),MPADDED:this.rows_.bind(this),MSTYLE:this.rows_.bind(this),MFRAC:this.fraction_.bind(this),MSUB:this.limits_.bind(this),MSUP:this.limits_.bind(this),MSUBSUP:this.limits_.bind(this),MOVER:this.limits_.bind(this),MUNDER:this.limits_.bind(this),MUNDEROVER:this.limits_.bind(this),MROOT:this.root_.bind(this),MSQRT:this.sqrt_.bind(this),MTABLE:this.table_.bind(this),MLABELEDTR:this.tableLabeledRow_.bind(this),MTR:this.tableRow_.bind(this),MTD:this.tableCell_.bind(this),MS:this.text_.bind(this),MTEXT:this.text_.bind(this),MSPACE:this.space_.bind(this),"ANNOTATION-XML":this.text_.bind(this),MI:this.identifier_.bind(this),MN:this.number_.bind(this),MO:this.operator_.bind(this),MFENCED:this.fenced_.bind(this),MENCLOSE:this.enclosed_.bind(this),MMULTISCRIPTS:this.multiscripts_.bind(this),ANNOTATION:this.empty_.bind(this),NONE:this.empty_.bind(this),MACTION:this.action_.bind(this)};const t={type:"identifier",role:"numbersetletter",font:"double-struck"};["C","H","N","P","Q","R","Z","\u2102","\u210d","\u2115","\u2119","\u211a","\u211d","\u2124"].forEach((e=>this.getFactory().defaultMap.add(e,t)).bind(this))}static getAttribute_(t,e,r){if(!t.hasAttribute(e))return r;const n=t.getAttribute(e);return n.match(/^\s*$/)?null:n}parse(t){a.default.getInstance().setNodeFactory(this.getFactory());const e=n.toArray(t.childNodes),r=n.tagName(t),o=this.parseMap_[r],i=(o||this.dummy_.bind(this))(t,e);return s.addAttributes(i,t),-1!==["MATH","MROW","MPADDED","MSTYLE","SEMANTICS"].indexOf(r)||(i.mathml.unshift(t),i.mathmlTree=t),i}semantics_(t,e){return e.length?this.parse(e[0]):this.getFactory().makeEmptyNode()}rows_(t,e){const r=t.getAttribute("semantics");if(r&&r.match("bspr_"))return a.default.proof(t,r,this.parseList.bind(this));let n;return 1===(e=s.purgeNodes(e)).length?(n=this.parse(e[0]),"empty"!==n.type||n.mathmlTree||(n.mathmlTree=t)):n=a.default.getInstance().row(this.parseList(e)),n.mathml.unshift(t),n}fraction_(t,e){if(!e.length)return this.getFactory().makeEmptyNode();const r=this.parse(e[0]),n=e[1]?this.parse(e[1]):this.getFactory().makeEmptyNode();return a.default.getInstance().fractionLikeNode(r,n,t.getAttribute("linethickness"),"true"===t.getAttribute("bevelled"))}limits_(t,e){return a.default.getInstance().limitNode(n.tagName(t),this.parseList(e))}root_(t,e){return e[1]?this.getFactory().makeBranchNode("root",[this.parse(e[1]),this.parse(e[0])],[]):this.sqrt_(t,e)}sqrt_(t,e){const r=this.parseList(s.purgeNodes(e));return this.getFactory().makeBranchNode("sqrt",[a.default.getInstance().row(r)],[])}table_(t,e){const r=t.getAttribute("semantics");if(r&&r.match("bspr_"))return a.default.proof(t,r,this.parseList.bind(this));const n=this.getFactory().makeBranchNode("table",this.parseList(e),[]);return n.mathmlTree=t,a.default.tableToMultiline(n),n}tableRow_(t,e){const r=this.getFactory().makeBranchNode("row",this.parseList(e),[]);return r.role="table",r}tableLabeledRow_(t,e){if(!e.length)return this.tableRow_(t,e);const r=this.parse(e[0]);r.role="label";const n=this.getFactory().makeBranchNode("row",this.parseList(e.slice(1)),[r]);return n.role="table",n}tableCell_(t,e){const r=this.parseList(s.purgeNodes(e));let n;n=r.length?1===r.length&&i.isType(r[0],"empty")?r:[a.default.getInstance().row(r)]:[];const o=this.getFactory().makeBranchNode("cell",n,[]);return o.role="table",o}space_(t,e){const r=t.getAttribute("width"),o=r&&r.match(/[a-z]*$/);if(!o)return this.empty_(t,e);const i=o[0],s=parseFloat(r.slice(0,o.index)),l={cm:.4,pc:.5,em:.5,ex:1,in:.15,pt:5,mm:5}[i];if(!l||isNaN(s)||s<l)return this.empty_(t,e);const c=this.getFactory().makeUnprocessed(t);return a.default.getInstance().text(c,n.tagName(t))}text_(t,e){const r=this.leaf_(t,e);return t.textContent?(r.updateContent(t.textContent,!0),a.default.getInstance().text(r,n.tagName(t))):r}identifier_(t,e){const r=this.leaf_(t,e);return a.default.getInstance().identifierNode(r,a.default.getInstance().font(t.getAttribute("mathvariant")),t.getAttribute("class"))}number_(t,e){const r=this.leaf_(t,e);return a.default.number(r),r}operator_(t,e){const r=this.leaf_(t,e);return a.default.getInstance().operatorNode(r),r}fenced_(t,e){const r=this.parseList(s.purgeNodes(e)),n=l.getAttribute_(t,"separators",","),o=l.getAttribute_(t,"open","("),i=l.getAttribute_(t,"close",")"),c=a.default.getInstance().mfenced(o,i,n,r);return a.default.getInstance().tablesInRow([c])[0]}enclosed_(t,e){const r=this.parseList(s.purgeNodes(e)),n=this.getFactory().makeBranchNode("enclose",[a.default.getInstance().row(r)],[]);return n.role=t.getAttribute("notation")||"unknown",n}multiscripts_(t,e){if(!e.length)return this.getFactory().makeEmptyNode();const r=this.parse(e.shift());if(!e.length)return r;const o=[],i=[],l=[],c=[];let u=!1,p=0;for(let t,r=0;t=e[r];r++)"MPRESCRIPTS"!==n.tagName(t)?(u?1&p?o.push(t):i.push(t):1&p?l.push(t):c.push(t),p++):(u=!0,p=0);return s.purgeNodes(o).length||s.purgeNodes(i).length?a.default.getInstance().tensor(r,this.parseList(i),this.parseList(o),this.parseList(c),this.parseList(l)):a.default.getInstance().pseudoTensor(r,this.parseList(c),this.parseList(l))}empty_(t,e){return this.getFactory().makeEmptyNode()}action_(t,e){return e.length>1?this.parse(e[1]):this.getFactory().makeUnprocessed(t)}dummy_(t,e){const r=this.getFactory().makeUnprocessed(t);return r.role=t.tagName,r.textContent=t.textContent,r}leaf_(t,e){if(1===e.length&&e[0].nodeType!==n.NodeType.TEXT_NODE){const r=this.getFactory().makeUnprocessed(t);return r.role=e[0].tagName,s.addAttributes(r,e[0]),r}return this.getFactory().makeLeafNode(t.textContent,a.default.getInstance().font(t.getAttribute("mathvariant")))}}e.SemanticMathml=l},5952:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.SemanticNode=void 0;const n=r(5740),o=r(3588),i=r(4795);class a{constructor(t){this.id=t,this.mathml=[],this.parent=null,this.type="unknown",this.role="unknown",this.font="unknown",this.embellished=null,this.fencePointer="",this.childNodes=[],this.textContent="",this.mathmlTree=null,this.contentNodes=[],this.annotation={},this.attributes={},this.nobreaking=!1}static fromXml(t){const e=parseInt(t.getAttribute("id"),10),r=new a(e);return r.type=t.tagName,a.setAttribute(r,t,"role"),a.setAttribute(r,t,"font"),a.setAttribute(r,t,"embellished"),a.setAttribute(r,t,"fencepointer","fencePointer"),t.getAttribute("annotation")&&r.parseAnnotation(t.getAttribute("annotation")),i.addAttributes(r,t),a.processChildren(r,t),r}static setAttribute(t,e,r,n){n=n||r;const o=e.getAttribute(r);o&&(t[n]=o)}static processChildren(t,e){for(const r of n.toArray(e.childNodes)){if(r.nodeType===n.NodeType.TEXT_NODE){t.textContent=r.textContent;continue}const e=n.toArray(r.childNodes).map(a.fromXml);e.forEach((e=>e.parent=t)),"CONTENT"===n.tagName(r)?t.contentNodes=e:t.childNodes=e}}querySelectorAll(t){let e=[];for(let r,n=0;r=this.childNodes[n];n++)e=e.concat(r.querySelectorAll(t));for(let r,n=0;r=this.contentNodes[n];n++)e=e.concat(r.querySelectorAll(t));return t(this)&&e.unshift(this),e}xml(t,e){const r=function(r,n){const o=n.map((function(r){return r.xml(t,e)})),i=t.createElementNS("",r);for(let t,e=0;t=o[e];e++)i.appendChild(t);return i},n=t.createElementNS("",this.type);return e||this.xmlAttributes(n),n.textContent=this.textContent,this.contentNodes.length>0&&n.appendChild(r("content",this.contentNodes)),this.childNodes.length>0&&n.appendChild(r("children",this.childNodes)),n}toString(t=!1){const e=n.parseInput("<snode/>");return n.serializeXml(this.xml(e,t))}allAttributes(){const t=[];return t.push(["role",this.role]),"unknown"!==this.font&&t.push(["font",this.font]),Object.keys(this.annotation).length&&t.push(["annotation",this.xmlAnnotation()]),this.embellished&&t.push(["embellished",this.embellished]),this.fencePointer&&t.push(["fencepointer",this.fencePointer]),t.push(["id",this.id.toString()]),t}xmlAnnotation(){const t=[];for(const e in this.annotation)this.annotation[e].forEach((function(r){t.push(e+":"+r)}));return t.join(";")}toJson(){const t={};t.type=this.type;const e=this.allAttributes();for(let r,n=0;r=e[n];n++)t[r[0]]=r[1].toString();return this.textContent&&(t.$t=this.textContent),this.childNodes.length&&(t.children=this.childNodes.map((function(t){return t.toJson()}))),this.contentNodes.length&&(t.content=this.contentNodes.map((function(t){return t.toJson()}))),t}updateContent(t,e){const r=e?t.replace(/^[ \f\n\r\t\v\u200b]*/,"").replace(/[ \f\n\r\t\v\u200b]*$/,""):t.trim();if(t=t&&!r?t:r,this.textContent===t)return;const n=(0,o.lookupMeaning)(t);this.textContent=t,this.role=n.role,this.type=n.type,this.font=n.font}addMathmlNodes(t){for(let e,r=0;e=t[r];r++)-1===this.mathml.indexOf(e)&&this.mathml.push(e)}appendChild(t){this.childNodes.push(t),this.addMathmlNodes(t.mathml),t.parent=this}replaceChild(t,e){const r=this.childNodes.indexOf(t);if(-1===r)return;t.parent=null,e.parent=this,this.childNodes[r]=e;const n=t.mathml.filter((function(t){return-1===e.mathml.indexOf(t)})),o=e.mathml.filter((function(e){return-1===t.mathml.indexOf(e)}));this.removeMathmlNodes(n),this.addMathmlNodes(o)}appendContentNode(t){t&&(this.contentNodes.push(t),this.addMathmlNodes(t.mathml),t.parent=this)}removeContentNode(t){if(t){const e=this.contentNodes.indexOf(t);-1!==e&&this.contentNodes.slice(e,1)}}equals(t){if(!t)return!1;if(this.type!==t.type||this.role!==t.role||this.textContent!==t.textContent||this.childNodes.length!==t.childNodes.length||this.contentNodes.length!==t.contentNodes.length)return!1;for(let e,r,n=0;e=this.childNodes[n],r=t.childNodes[n];n++)if(!e.equals(r))return!1;for(let e,r,n=0;e=this.contentNodes[n],r=t.contentNodes[n];n++)if(!e.equals(r))return!1;return!0}displayTree(){console.info(this.displayTree_(0))}addAnnotation(t,e){e&&this.addAnnotation_(t,e)}getAnnotation(t){const e=this.annotation[t];return e||[]}hasAnnotation(t,e){const r=this.annotation[t];return!!r&&-1!==r.indexOf(e)}parseAnnotation(t){const e=t.split(";");for(let t=0,r=e.length;t<r;t++){const r=e[t].split(":");this.addAnnotation(r[0],r[1])}}meaning(){return{type:this.type,role:this.role,font:this.font}}xmlAttributes(t){const e=this.allAttributes();for(let r,n=0;r=e[n];n++)t.setAttribute(r[0],r[1]);this.addExternalAttributes(t)}addExternalAttributes(t){for(const e in this.attributes)t.setAttribute(e,this.attributes[e])}removeMathmlNodes(t){const e=this.mathml;for(let r,n=0;r=t[n];n++){const t=e.indexOf(r);-1!==t&&e.splice(t,1)}this.mathml=e}displayTree_(t){t++;const e=Array(t).join("  ");let r="";r+="\n"+e+this.toString(),r+="\n"+e+"MathmlTree:",r+="\n"+e+this.mathmlTreeString(),r+="\n"+e+"MathML:";for(let t,n=0;t=this.mathml[n];n++)r+="\n"+e+t.toString();return r+="\n"+e+"Begin Content",this.contentNodes.forEach((function(e){r+=e.displayTree_(t)})),r+="\n"+e+"End Content",r+="\n"+e+"Begin Children",this.childNodes.forEach((function(e){r+=e.displayTree_(t)})),r+="\n"+e+"End Children",r}mathmlTreeString(){return this.mathmlTree?this.mathmlTree.toString():"EMPTY"}addAnnotation_(t,e){const r=this.annotation[t];r?r.push(e):this.annotation[t]=[e]}}e.SemanticNode=a},6537:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.SemanticNodeFactory=void 0;const n=r(8158),o=r(8158),i=r(5952);e.SemanticNodeFactory=class{constructor(){this.leafMap=new o.SemanticNodeCollator,this.defaultMap=new n.SemanticDefault,this.idCounter_=-1}makeNode(t){return this.createNode_(t)}makeUnprocessed(t){const e=this.createNode_();return e.mathml=[t],e.mathmlTree=t,e}makeEmptyNode(){const t=this.createNode_();return t.type="empty",t}makeContentNode(t){const e=this.createNode_();return e.updateContent(t),e}makeMultipleContentNodes(t,e){const r=[];for(let n=0;n<t;n++)r.push(this.makeContentNode(e));return r}makeLeafNode(t,e){if(!t)return this.makeEmptyNode();const r=this.makeContentNode(t);r.font=e||r.font;const n=this.defaultMap.retrieveNode(r);return n&&(r.type=n.type,r.role=n.role,r.font=n.font),this.leafMap.addNode(r),r}makeBranchNode(t,e,r,n){const o=this.createNode_();return n&&o.updateContent(n),o.type=t,o.childNodes=e,o.contentNodes=r,e.concat(r).forEach((function(t){t.parent=o,o.addMathmlNodes(t.mathml)})),o}createNode_(t){return void 0!==t?this.idCounter_=Math.max(this.idCounter_,t):t=++this.idCounter_,new i.SemanticNode(t)}}},3882:function(t,e){Object.defineProperty(e,"__esModule",{value:!0}),e.SemanticComparator=e.reduce=e.sort=e.apply=e.add=void 0;const r=[];function n(t){r.push(t)}function o(t,e){for(let n,o=0;n=r[o];o++){const r=n.compare(t,e);if(0!==r)return r}return 0}function i(t){t.sort(o)}e.add=n,e.apply=o,e.sort=i,e.reduce=function(t){if(t.length<=1)return t;const e=t.slice();i(e);const r=[];let n;do{n=e.pop(),r.push(n)}while(n&&e.length&&0===o(e[e.length-1],n));return r};class a{constructor(t,e=null){this.comparator=t,this.type=e,n(this)}compare(t,e){return this.type&&this.type===t.type&&this.type===e.type?this.comparator(t,e):0}}e.SemanticComparator=a,new a((function(t,e){return"simple function"===t.role?1:"simple function"===e.role?-1:0}),"identifier")},5250:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.SemanticAbstractParser=void 0;const n=r(6537);e.SemanticAbstractParser=class{constructor(t){this.type=t,this.factory_=new n.SemanticNodeFactory}getFactory(){return this.factory_}setFactory(t){this.factory_=t}getType(){return this.type}parseList(t){const e=[];for(let r,n=0;r=t[n];n++)e.push(this.parse(r));return e}}},5609:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.isMembership=e.elligibleRightNeutral=e.elligibleLeftNeutral=e.compareNeutralFences=e.isNeutralFence=e.isImplicitOp=e.isImplicit=e.isPureUnit=e.isUnitCounter=e.isNumber=e.isSingletonSetContent=e.scriptedElement_=e.illegalSingleton_=e.isSetNode=e.isRightBrace=e.isLeftBrace=e.isSimpleFunction=e.singlePunctAtPosition=e.isSimpleFunctionHead=e.isLimitBase=e.isBinomial=e.lineIsLabelled=e.tableIsMultiline=e.tableIsCases=e.isFencedElement=e.tableIsMatrixOrVector=e.isTableOrMultiline=e.isElligibleEmbellishedFence=e.isFence=e.isPunctuation=e.isRelation=e.isOperator=e.isEmbellished=e.isGeneralFunctionBoundary=e.isIntegralDxBoundarySingle=e.isIntegralDxBoundary=e.isBigOpBoundary=e.isPrefixFunctionBoundary=e.isSimpleFunctionScope=e.isAccent=e.isRole=e.embellishedType=e.isType=void 0;const n=r(3588),o=r(4795);function i(t,e){return t.type===e}function a(t,e){return t.embellished===e}function s(t,e){return t.role===e}function l(t){return u(t)||p(t)}function c(t){return i(t,"operator")||a(t,"operator")}function u(t){return i(t,"relation")||a(t,"relation")}function p(t){return i(t,"punctuation")||a(t,"punctuation")}function h(t){return i(t,"fence")||a(t,"fence")}function d(t){return!t.embellished||!function(t){return i(t,"tensor")&&(!i(t.childNodes[1],"empty")||!i(t.childNodes[2],"empty"))&&(!i(t.childNodes[3],"empty")||!i(t.childNodes[4],"empty"))}(t)&&((!s(t,"close")||!i(t,"tensor"))&&((!s(t,"open")||!i(t,"subscript")&&!i(t,"superscript"))&&d(t.childNodes[0])))}function f(t){return!!t&&(i(t,"table")||i(t,"multiline"))}function m(t){return!!t&&i(t,"fenced")&&(s(t,"leftright")||v(t))&&1===t.childNodes.length}function y(t){return!!t&&-1!==["{","\ufe5b","\uff5b"].indexOf(t.textContent)}function g(t){return!!t&&-1!==["}","\ufe5c","\uff5d"].indexOf(t.textContent)}function b(t){return"number"===t.type&&("integer"===t.role||"float"===t.role)}function v(t){return"neutral"===t.role||"metric"===t.role}e.isType=i,e.embellishedType=a,e.isRole=s,e.isAccent=function(t){const e=new RegExp("\u221e|\u1ab2");return i(t,"fence")||i(t,"punctuation")||i(t,"operator")&&!t.textContent.match(e)||i(t,"relation")||i(t,"identifier")&&s(t,"unknown")&&!t.textContent.match(n.allLettersRegExp)&&!t.textContent.match(e)},e.isSimpleFunctionScope=function(t){const e=t.childNodes;if(0===e.length)return!0;if(e.length>1)return!1;const r=e[0];if("infixop"===r.type){if("implicit"!==r.role)return!1;if(r.childNodes.some((t=>i(t,"infixop"))))return!1}return!0},e.isPrefixFunctionBoundary=function(t){return c(t)&&!s(t,"division")||i(t,"appl")||l(t)},e.isBigOpBoundary=function(t){return c(t)||l(t)},e.isIntegralDxBoundary=function(t,e){return!!e&&i(e,"identifier")&&n.lookupSecondary("d",t.textContent)},e.isIntegralDxBoundarySingle=function(t){if(i(t,"identifier")){const e=t.textContent[0];return e&&t.textContent[1]&&n.lookupSecondary("d",e)}return!1},e.isGeneralFunctionBoundary=l,e.isEmbellished=function(t){return t.embellished?t.embellished:n.isEmbellishedType(t.type)?t.type:null},e.isOperator=c,e.isRelation=u,e.isPunctuation=p,e.isFence=h,e.isElligibleEmbellishedFence=function(t){return!(!t||!h(t))&&(!t.embellished||d(t))},e.isTableOrMultiline=f,e.tableIsMatrixOrVector=function(t){return!!t&&m(t)&&f(t.childNodes[0])},e.isFencedElement=m,e.tableIsCases=function(t,e){return e.length>0&&s(e[e.length-1],"openfence")},e.tableIsMultiline=function(t){return t.childNodes.every((function(t){return t.childNodes.length<=1}))},e.lineIsLabelled=function(t){return i(t,"line")&&t.contentNodes.length&&s(t.contentNodes[0],"label")},e.isBinomial=function(t){return 2===t.childNodes.length},e.isLimitBase=function t(e){return i(e,"largeop")||i(e,"limboth")||i(e,"limlower")||i(e,"limupper")||i(e,"function")&&s(e,"limit function")||(i(e,"overscore")||i(e,"underscore"))&&t(e.childNodes[0])},e.isSimpleFunctionHead=function(t){return"identifier"===t.type||"latinletter"===t.role||"greekletter"===t.role||"otherletter"===t.role},e.singlePunctAtPosition=function(t,e,r){return 1===e.length&&("punctuation"===t[r].type||"punctuation"===t[r].embellished)&&t[r]===e[0]},e.isSimpleFunction=function(t){return i(t,"identifier")&&s(t,"simple function")},e.isLeftBrace=y,e.isRightBrace=g,e.isSetNode=function(t){return y(t.contentNodes[0])&&g(t.contentNodes[1])},e.illegalSingleton_=["punctuation","punctuated","relseq","multirel","table","multiline","cases","inference"],e.scriptedElement_=["limupper","limlower","limboth","subscript","superscript","underscore","overscore","tensor"],e.isSingletonSetContent=function t(r){const n=r.type;return-1===e.illegalSingleton_.indexOf(n)&&("infixop"!==n||"implicit"===r.role)&&("fenced"===n?"leftright"!==r.role||t(r.childNodes[0]):-1===e.scriptedElement_.indexOf(n)||t(r.childNodes[0]))},e.isNumber=b,e.isUnitCounter=function(t){return b(t)||"vulgar"===t.role||"mixed"===t.role},e.isPureUnit=function(t){const e=t.childNodes;return"unit"===t.role&&(!e.length||"unit"===e[0].role)},e.isImplicit=function(t){return"implicit"===t.role||"unit"===t.role&&!!t.contentNodes.length&&t.contentNodes[0].textContent===n.invisibleTimes()},e.isImplicitOp=function(t){return"infixop"===t.type&&"implicit"===t.role},e.isNeutralFence=v,e.compareNeutralFences=function(t,e){return v(t)&&v(e)&&(0,o.getEmbellishedInner)(t).textContent===(0,o.getEmbellishedInner)(e).textContent},e.elligibleLeftNeutral=function(t){return!!v(t)&&(!t.embellished||"superscript"!==t.type&&"subscript"!==t.type&&("tensor"!==t.type||"empty"===t.childNodes[3].type&&"empty"===t.childNodes[4].type))},e.elligibleRightNeutral=function(t){return!!v(t)&&(!t.embellished||("tensor"!==t.type||"empty"===t.childNodes[1].type&&"empty"===t.childNodes[2].type))},e.isMembership=function(t){return["element","nonelement","reelement","renonelement"].includes(t.role)}},3308:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0});const n=r(5740),o=r(3588),i=r(7516),a=r(6537),s=r(5609),l=r(4795);class c{constructor(){this.funcAppls={},this.factory_=new a.SemanticNodeFactory,i.updateFactory(this.factory_)}static getInstance(){return c.instance=c.instance||new c,c.instance}static tableToMultiline(t){if(s.tableIsMultiline(t)){t.type="multiline";for(let e,r=0;e=t.childNodes[r];r++)c.rowToLine_(e,"multiline");1===t.childNodes.length&&!s.lineIsLabelled(t.childNodes[0])&&s.isFencedElement(t.childNodes[0].childNodes[0])&&c.tableToMatrixOrVector_(c.rewriteFencedLine_(t)),c.binomialForm_(t),c.classifyMultiline(t)}else c.classifyTable(t)}static number(t){"unknown"!==t.type&&"identifier"!==t.type||(t.type="number"),c.numberRole_(t),c.exprFont_(t)}static classifyMultiline(t){let e=0;const r=t.childNodes.length;let n;for(;e<r&&(!(n=t.childNodes[e])||!n.childNodes.length);)e++;if(e>=r)return;const o=n.childNodes[0].role;"unknown"!==o&&t.childNodes.every((function(t){const e=t.childNodes[0];return!e||e.role===o&&(s.isType(e,"relation")||s.isType(e,"relseq"))}))&&(t.role=o)}static classifyTable(t){const e=c.computeColumns_(t);c.classifyByColumns_(t,e,"equality")||c.classifyByColumns_(t,e,"inequality",["equality"])||c.classifyByColumns_(t,e,"arrow")||c.detectCaleyTable(t)}static detectCaleyTable(t){if(!t.mathmlTree)return!1;const e=t.mathmlTree,r=e.getAttribute("columnlines"),n=e.getAttribute("rowlines");return!(!r||!n)&&(!(!c.cayleySpacing(r)||!c.cayleySpacing(n))&&(t.role="cayley",!0))}static cayleySpacing(t){const e=t.split(" ");return("solid"===e[0]||"dashed"===e[0])&&e.slice(1).every((t=>"none"===t))}static proof(t,e,r){const n=c.separateSemantics(e);return c.getInstance().proof(t,n,r)}static findSemantics(t,e,r){const n=null==r?null:r,o=c.getSemantics(t);return!!o&&(!!o[e]&&(null==n||o[e]===n))}static getSemantics(t){const e=t.getAttribute("semantics");return e?c.separateSemantics(e):null}static removePrefix(t){const[,...e]=t.split("_");return e.join("_")}static separateSemantics(t){const e={};return t.split(";").forEach((function(t){const[r,n]=t.split(":");e[c.removePrefix(r)]=n})),e}static matchSpaces_(t,e){for(let r,n=0;r=e[n];n++){const e=t[n].mathmlTree,o=t[n+1].mathmlTree;if(!e||!o)continue;const i=e.nextSibling;if(!i||i===o)continue;const a=c.getSpacer_(i);a&&(r.mathml.push(a),r.mathmlTree=a,r.role="space")}}static getSpacer_(t){if("MSPACE"===n.tagName(t))return t;for(;l.hasEmptyTag(t)&&1===t.childNodes.length;)if(t=t.childNodes[0],"MSPACE"===n.tagName(t))return t;return null}static fenceToPunct_(t){const e=c.FENCE_TO_PUNCT_[t.role];if(e){for(;t.embellished;)t.embellished="punctuation",s.isRole(t,"subsup")||s.isRole(t,"underover")||(t.role=e),t=t.childNodes[0];t.type="punctuation",t.role=e}}static classifyFunction_(t,e){if("appl"===t.type||"bigop"===t.type||"integral"===t.type)return"";if(e[0]&&e[0].textContent===o.functionApplication()){c.getInstance().funcAppls[t.id]=e.shift();let r="simple function";return i.run("simple2prefix",t),"prefix function"!==t.role&&"limit function"!==t.role||(r=t.role),c.propagateFunctionRole_(t,r),"prefix"}const r=c.CLASSIFY_FUNCTION_[t.role];return r||(s.isSimpleFunctionHead(t)?"simple":"")}static propagateFunctionRole_(t,e){if(t){if("infixop"===t.type)return;s.isRole(t,"subsup")||s.isRole(t,"underover")||(t.role=e),c.propagateFunctionRole_(t.childNodes[0],e)}}static getFunctionOp_(t,e){if(e(t))return t;for(let r,n=0;r=t.childNodes[n];n++){const t=c.getFunctionOp_(r,e);if(t)return t}return null}static tableToMatrixOrVector_(t){const e=t.childNodes[0];s.isType(e,"multiline")?c.tableToVector_(t):c.tableToMatrix_(t),t.contentNodes.forEach(e.appendContentNode.bind(e));for(let t,r=0;t=e.childNodes[r];r++)c.assignRoleToRow_(t,c.getComponentRoles_(e));return e.parent=null,e}static tableToVector_(t){const e=t.childNodes[0];e.type="vector",1!==e.childNodes.length?c.binomialForm_(e):c.tableToSquare_(t)}static binomialForm_(t){s.isBinomial(t)&&(t.role="binomial",t.childNodes[0].role="binomial",t.childNodes[1].role="binomial")}static tableToMatrix_(t){const e=t.childNodes[0];e.type="matrix",e.childNodes&&e.childNodes.length>0&&e.childNodes[0].childNodes&&e.childNodes.length===e.childNodes[0].childNodes.length?c.tableToSquare_(t):e.childNodes&&1===e.childNodes.length&&(e.role="rowvector")}static tableToSquare_(t){const e=t.childNodes[0];s.isNeutralFence(t)?e.role="determinant":e.role="squarematrix"}static getComponentRoles_(t){const e=t.role;return e&&"unknown"!==e?e:t.type.toLowerCase()||"unknown"}static tableToCases_(t,e){for(let e,r=0;e=t.childNodes[r];r++)c.assignRoleToRow_(e,"cases");return t.type="cases",t.appendContentNode(e),s.tableIsMultiline(t)&&c.binomialForm_(t),t}static rewriteFencedLine_(t){const e=t.childNodes[0],r=t.childNodes[0].childNodes[0],n=t.childNodes[0].childNodes[0].childNodes[0];return r.parent=t.parent,t.parent=r,n.parent=e,r.childNodes=[t],e.childNodes=[n],r}static rowToLine_(t,e){const r=e||"unknown";s.isType(t,"row")&&(t.type="line",t.role=r,1===t.childNodes.length&&s.isType(t.childNodes[0],"cell")&&(t.childNodes=t.childNodes[0].childNodes,t.childNodes.forEach((function(e){e.parent=t}))))}static assignRoleToRow_(t,e){s.isType(t,"line")?t.role=e:s.isType(t,"row")&&(t.role=e,t.childNodes.forEach((function(t){s.isType(t,"cell")&&(t.role=e)})))}static nextSeparatorFunction_(t){let e;if(t){if(t.match(/^\s+$/))return null;e=t.replace(/\s/g,"").split("").filter((function(t){return t}))}else e=[","];return function(){return e.length>1?e.shift():e[0]}}static numberRole_(t){if("unknown"!==t.role)return;const e=[...t.textContent].filter((t=>t.match(/[^\s]/))),r=e.map(o.lookupMeaning);if(r.every((function(t){return"number"===t.type&&"integer"===t.role||"punctuation"===t.type&&"comma"===t.role})))return t.role="integer",void("0"===e[0]&&t.addAnnotation("general","basenumber"));r.every((function(t){return"number"===t.type&&"integer"===t.role||"punctuation"===t.type}))?t.role="float":t.role="othernumber"}static exprFont_(t){if("unknown"!==t.font)return;const e=[...t.textContent].map(o.lookupMeaning).reduce((function(t,e){return t&&e.font&&"unknown"!==e.font&&e.font!==t?"unknown"===t?e.font:null:t}),"unknown");e&&(t.font=e)}static purgeFences_(t){const e=t.rel,r=t.comp,n=[],o=[];for(;e.length>0;){const t=e.shift();let i=r.shift();s.isElligibleEmbellishedFence(t)?(n.push(t),o.push(i)):(c.fenceToPunct_(t),i.push(t),i=i.concat(r.shift()),r.unshift(i))}return o.push(r.shift()),{rel:n,comp:o}}static rewriteFencedNode_(t){const e=t.contentNodes[0],r=t.contentNodes[1];let n=c.rewriteFence_(t,e);return t.contentNodes[0]=n.fence,n=c.rewriteFence_(n.node,r),t.contentNodes[1]=n.fence,t.contentNodes[0].parent=t,t.contentNodes[1].parent=t,n.node.parent=null,n.node}static rewriteFence_(t,e){if(!e.embellished)return{node:t,fence:e};const r=e.childNodes[0],n=c.rewriteFence_(t,r);return s.isType(e,"superscript")||s.isType(e,"subscript")||s.isType(e,"tensor")?(s.isRole(e,"subsup")||(e.role=t.role),r!==n.node&&(e.replaceChild(r,n.node),r.parent=t),c.propagateFencePointer_(e,r),{node:e,fence:n.fence}):(e.replaceChild(r,n.fence),e.mathmlTree&&-1===e.mathml.indexOf(e.mathmlTree)&&e.mathml.push(e.mathmlTree),{node:n.node,fence:e})}static propagateFencePointer_(t,e){t.fencePointer=e.fencePointer||e.id.toString(),t.embellished=null}static classifyByColumns_(t,e,r,n){return!!(3===e.length&&c.testColumns_(e,1,(t=>c.isPureRelation_(t,r)))||2===e.length&&(c.testColumns_(e,1,(t=>c.isEndRelation_(t,r)||c.isPureRelation_(t,r)))||c.testColumns_(e,0,(t=>c.isEndRelation_(t,r,!0)||c.isPureRelation_(t,r)))))&&(t.role=r,!0)}static isEndRelation_(t,e,r){const n=r?t.childNodes.length-1:0;return s.isType(t,"relseq")&&s.isRole(t,e)&&s.isType(t.childNodes[n],"empty")}static isPureRelation_(t,e){return s.isType(t,"relation")&&s.isRole(t,e)}static computeColumns_(t){const e=[];for(let r,n=0;r=t.childNodes[n];n++)for(let t,n=0;t=r.childNodes[n];n++){e[n]?e[n].push(t):e[n]=[t]}return e}static testColumns_(t,e,r){const n=t[e];return!!n&&(n.some((function(t){return t.childNodes.length&&r(t.childNodes[0])}))&&n.every((function(t){return!t.childNodes.length||r(t.childNodes[0])})))}setNodeFactory(t){c.getInstance().factory_=t,i.updateFactory(c.getInstance().factory_)}getNodeFactory(){return c.getInstance().factory_}identifierNode(t,e,r){if("MathML-Unit"===r)t.type="identifier",t.role="unit";else if(!e&&1===t.textContent.length&&("integer"===t.role||"latinletter"===t.role||"greekletter"===t.role)&&"normal"===t.font)return t.font="italic",i.run("simpleNamedFunction",t);return"unknown"===t.type&&(t.type="identifier"),c.exprFont_(t),i.run("simpleNamedFunction",t)}implicitNode(t){if(t=c.getInstance().getMixedNumbers_(t),1===(t=c.getInstance().combineUnits_(t)).length)return t[0];const e=c.getInstance().implicitNode_(t);return i.run("combine_juxtaposition",e)}text(t,e){return c.exprFont_(t),t.type="text","MS"===e?(t.role="string",t):"MSPACE"===e||t.textContent.match(/^\s*$/)?(t.role="space",t):t}row(t){return 0===(t=t.filter((function(t){return!s.isType(t,"empty")}))).length?c.getInstance().factory_.makeEmptyNode():(t=c.getInstance().getFencesInRow_(t),t=c.getInstance().tablesInRow(t),t=c.getInstance().getPunctuationInRow_(t),t=c.getInstance().getTextInRow_(t),t=c.getInstance().getFunctionsInRow_(t),c.getInstance().relationsInRow_(t))}limitNode(t,e){if(!e.length)return c.getInstance().factory_.makeEmptyNode();let r,n=e[0],o="unknown";if(!e[1])return n;if(s.isLimitBase(n)){r=c.MML_TO_LIMIT_[t];const i=r.length;if(o=r.type,e=e.slice(0,r.length+1),1===i&&s.isAccent(e[1])||2===i&&s.isAccent(e[1])&&s.isAccent(e[2]))return r=c.MML_TO_BOUNDS_[t],c.getInstance().accentNode_(n,e,r.type,r.length,r.accent);if(2===i){if(s.isAccent(e[1]))return n=c.getInstance().accentNode_(n,[n,e[1]],{MSUBSUP:"subscript",MUNDEROVER:"underscore"}[t],1,!0),e[2]?c.getInstance().makeLimitNode_(n,[n,e[2]],null,"limupper"):n;if(e[2]&&s.isAccent(e[2]))return n=c.getInstance().accentNode_(n,[n,e[2]],{MSUBSUP:"superscript",MUNDEROVER:"overscore"}[t],1,!0),c.getInstance().makeLimitNode_(n,[n,e[1]],null,"limlower");e[i]||(o="limlower")}return c.getInstance().makeLimitNode_(n,e,null,o)}return r=c.MML_TO_BOUNDS_[t],c.getInstance().accentNode_(n,e,r.type,r.length,r.accent)}tablesInRow(t){let e=l.partitionNodes(t,s.tableIsMatrixOrVector),r=[];for(let t,n=0;t=e.rel[n];n++)r=r.concat(e.comp.shift()),r.push(c.tableToMatrixOrVector_(t));r=r.concat(e.comp.shift()),e=l.partitionNodes(r,s.isTableOrMultiline),r=[];for(let t,n=0;t=e.rel[n];n++){const n=e.comp.shift();s.tableIsCases(t,n)&&c.tableToCases_(t,n.pop()),r=r.concat(n),r.push(t)}return r.concat(e.comp.shift())}mfenced(t,e,r,n){if(r&&n.length>0){const t=c.nextSeparatorFunction_(r),e=[n.shift()];n.forEach((r=>{e.push(c.getInstance().factory_.makeContentNode(t())),e.push(r)})),n=e}return t&&e?c.getInstance().horizontalFencedNode_(c.getInstance().factory_.makeContentNode(t),c.getInstance().factory_.makeContentNode(e),n):(t&&n.unshift(c.getInstance().factory_.makeContentNode(t)),e&&n.push(c.getInstance().factory_.makeContentNode(e)),c.getInstance().row(n))}fractionLikeNode(t,e,r,n){let o;if(!n&&l.isZeroLength(r)){const r=c.getInstance().factory_.makeBranchNode("line",[t],[]),n=c.getInstance().factory_.makeBranchNode("line",[e],[]);return o=c.getInstance().factory_.makeBranchNode("multiline",[r,n],[]),c.binomialForm_(o),c.classifyMultiline(o),o}return o=c.getInstance().fractionNode_(t,e),n&&o.addAnnotation("general","bevelled"),o}tensor(t,e,r,n,o){const i=c.getInstance().factory_.makeBranchNode("tensor",[t,c.getInstance().scriptNode_(e,"leftsub"),c.getInstance().scriptNode_(r,"leftsuper"),c.getInstance().scriptNode_(n,"rightsub"),c.getInstance().scriptNode_(o,"rightsuper")],[]);return i.role=t.role,i.embellished=s.isEmbellished(t),i}pseudoTensor(t,e,r){const n=t=>!s.isType(t,"empty"),o=e.filter(n).length,i=r.filter(n).length;if(!o&&!i)return t;const a=o?i?"MSUBSUP":"MSUB":"MSUP",l=[t];return o&&l.push(c.getInstance().scriptNode_(e,"rightsub",!0)),i&&l.push(c.getInstance().scriptNode_(r,"rightsuper",!0)),c.getInstance().limitNode(a,l)}font(t){const e=c.MATHJAX_FONTS[t];return e||t}proof(t,e,r){if(e.inference||e.axiom||console.log("Noise"),e.axiom){const e=c.getInstance().cleanInference(t.childNodes),n=e.length?c.getInstance().factory_.makeBranchNode("inference",r(e),[]):c.getInstance().factory_.makeEmptyNode();return n.role="axiom",n.mathmlTree=t,n}const n=c.getInstance().inference(t,e,r);return e.proof&&(n.role="proof",n.childNodes[0].role="final"),n}inference(t,e,r){if(e.inferenceRule){const e=c.getInstance().getFormulas(t,[],r);return c.getInstance().factory_.makeBranchNode("inference",[e.conclusion,e.premises],[])}const o=e.labelledRule,i=n.toArray(t.childNodes),a=[];"left"!==o&&"both"!==o||a.push(c.getInstance().getLabel(t,i,r,"left")),"right"!==o&&"both"!==o||a.push(c.getInstance().getLabel(t,i,r,"right"));const s=c.getInstance().getFormulas(t,i,r),l=c.getInstance().factory_.makeBranchNode("inference",[s.conclusion,s.premises],a);return l.mathmlTree=t,l}getLabel(t,e,r,o){const i=c.getInstance().findNestedRow(e,"prooflabel",o),a=c.getInstance().factory_.makeBranchNode("rulelabel",r(n.toArray(i.childNodes)),[]);return a.role=o,a.mathmlTree=i,a}getFormulas(t,e,r){const o=e.length?c.getInstance().findNestedRow(e,"inferenceRule"):t,i="up"===c.getSemantics(o).inferenceRule,a=i?o.childNodes[1]:o.childNodes[0],s=i?o.childNodes[0]:o.childNodes[1],l=a.childNodes[0].childNodes[0],u=n.toArray(l.childNodes[0].childNodes),p=[];let h=1;for(const t of u)h%2&&p.push(t.childNodes[0]),h++;const d=r(p),f=r(n.toArray(s.childNodes[0].childNodes))[0],m=c.getInstance().factory_.makeBranchNode("premises",d,[]);m.mathmlTree=l;const y=c.getInstance().factory_.makeBranchNode("conclusion",[f],[]);return y.mathmlTree=s.childNodes[0].childNodes[0],{conclusion:y,premises:m}}findNestedRow(t,e,r){return c.getInstance().findNestedRow_(t,e,0,r)}cleanInference(t){return n.toArray(t).filter((function(t){return"MSPACE"!==n.tagName(t)}))}operatorNode(t){return"unknown"===t.type&&(t.type="operator"),i.run("multioperator",t)}implicitNode_(t){const e=c.getInstance().factory_.makeMultipleContentNodes(t.length-1,o.invisibleTimes());c.matchSpaces_(t,e);const r=c.getInstance().infixNode_(t,e[0]);return r.role="implicit",e.forEach((function(t){t.parent=r})),r.contentNodes=e,r}infixNode_(t,e){const r=c.getInstance().factory_.makeBranchNode("infixop",t,[e],l.getEmbellishedInner(e).textContent);return r.role=e.role,i.run("propagateSimpleFunction",r)}explicitMixed_(t){const e=l.partitionNodes(t,(function(t){return t.textContent===o.invisiblePlus()}));if(!e.rel.length)return t;let r=[];for(let t,n=0;t=e.rel[n];n++){const o=e.comp[n],i=e.comp[n+1],a=o.length-1;if(o[a]&&i[0]&&s.isType(o[a],"number")&&!s.isRole(o[a],"mixed")&&s.isType(i[0],"fraction")){const t=c.getInstance().factory_.makeBranchNode("number",[o[a],i[0]],[]);t.role="mixed",r=r.concat(o.slice(0,a)),r.push(t),i.shift()}else r=r.concat(o),r.push(t)}return r.concat(e.comp[e.comp.length-1])}concatNode_(t,e,r){if(0===e.length)return t;const n=e.map((function(t){return l.getEmbellishedInner(t).textContent})).join(" "),o=c.getInstance().factory_.makeBranchNode(r,[t],e,n);return e.length>1&&(o.role="multiop"),o}prefixNode_(t,e){const r=l.partitionNodes(e,(t=>s.isRole(t,"subtraction")));let n=c.getInstance().concatNode_(t,r.comp.pop(),"prefixop");for(1===n.contentNodes.length&&"addition"===n.contentNodes[0].role&&"+"===n.contentNodes[0].textContent&&(n.role="positive");r.rel.length>0;)n=c.getInstance().concatNode_(n,[r.rel.pop()],"prefixop"),n.role="negative",n=c.getInstance().concatNode_(n,r.comp.pop(),"prefixop");return n}postfixNode_(t,e){return e.length?c.getInstance().concatNode_(t,e,"postfixop"):t}combineUnits_(t){const e=l.partitionNodes(t,(function(t){return!s.isRole(t,"unit")}));if(t.length===e.rel.length)return e.rel;const r=[];let n,o;do{const t=e.comp.shift();n=e.rel.shift();let i=null;o=r.pop(),o&&(t.length&&s.isUnitCounter(o)?t.unshift(o):r.push(o)),1===t.length&&(i=t.pop()),t.length>1&&(i=c.getInstance().implicitNode_(t),i.role="unit"),i&&r.push(i),n&&r.push(n)}while(n);return r}getMixedNumbers_(t){const e=l.partitionNodes(t,(function(t){return s.isType(t,"fraction")&&s.isRole(t,"vulgar")}));if(!e.rel.length)return t;let r=[];for(let t,n=0;t=e.rel[n];n++){const o=e.comp[n],i=o.length-1;if(o[i]&&s.isType(o[i],"number")&&(s.isRole(o[i],"integer")||s.isRole(o[i],"float"))){const e=c.getInstance().factory_.makeBranchNode("number",[o[i],t],[]);e.role="mixed",r=r.concat(o.slice(0,i)),r.push(e)}else r=r.concat(o),r.push(t)}return r.concat(e.comp[e.comp.length-1])}getTextInRow_(t){if(t.length<=1)return t;const e=l.partitionNodes(t,(t=>s.isType(t,"text")));if(0===e.rel.length)return t;const r=[];let n=e.comp[0];n.length>0&&r.push(c.getInstance().row(n));for(let t,o=0;t=e.rel[o];o++)r.push(t),n=e.comp[o+1],n.length>0&&r.push(c.getInstance().row(n));return[c.getInstance().dummyNode_(r)]}relationsInRow_(t){const e=l.partitionNodes(t,s.isRelation),r=e.rel[0];if(!r)return c.getInstance().operationsInRow_(t);if(1===t.length)return t[0];const n=e.comp.map(c.getInstance().operationsInRow_);let o;return e.rel.some((function(t){return!t.equals(r)}))?(o=c.getInstance().factory_.makeBranchNode("multirel",n,e.rel),e.rel.every((function(t){return t.role===r.role}))&&(o.role=r.role),o):(o=c.getInstance().factory_.makeBranchNode("relseq",n,e.rel,l.getEmbellishedInner(r).textContent),o.role=r.role,o)}operationsInRow_(t){if(0===t.length)return c.getInstance().factory_.makeEmptyNode();if(1===(t=c.getInstance().explicitMixed_(t)).length)return t[0];const e=[];for(;t.length>0&&s.isOperator(t[0]);)e.push(t.shift());if(0===t.length)return c.getInstance().prefixNode_(e.pop(),e);if(1===t.length)return c.getInstance().prefixNode_(t[0],e);t=i.run("convert_juxtaposition",t);const r=l.sliceNodes(t,s.isOperator),n=c.getInstance().prefixNode_(c.getInstance().implicitNode(r.head),e);return r.div?c.getInstance().operationsTree_(r.tail,n,r.div):n}operationsTree_(t,e,r,n){const o=n||[];if(0===t.length){if(o.unshift(r),"infixop"===e.type){const t=c.getInstance().postfixNode_(e.childNodes.pop(),o);return e.appendChild(t),e}return c.getInstance().postfixNode_(e,o)}const i=l.sliceNodes(t,s.isOperator);if(0===i.head.length)return o.push(i.div),c.getInstance().operationsTree_(i.tail,e,r,o);const a=c.getInstance().prefixNode_(c.getInstance().implicitNode(i.head),o),u=c.getInstance().appendOperand_(e,r,a);return i.div?c.getInstance().operationsTree_(i.tail,u,i.div,[]):u}appendOperand_(t,e,r){if("infixop"!==t.type)return c.getInstance().infixNode_([t,r],e);const n=c.getInstance().appendDivisionOp_(t,e,r);return n||(c.getInstance().appendExistingOperator_(t,e,r)?t:"multiplication"===e.role?c.getInstance().appendMultiplicativeOp_(t,e,r):c.getInstance().appendAdditiveOp_(t,e,r))}appendDivisionOp_(t,e,r){return"division"===e.role?s.isImplicit(t)?c.getInstance().infixNode_([t,r],e):c.getInstance().appendLastOperand_(t,e,r):"division"===t.role?c.getInstance().infixNode_([t,r],e):null}appendLastOperand_(t,e,r){let n=t,o=t.childNodes[t.childNodes.length-1];for(;o&&"infixop"===o.type&&!s.isImplicit(o);)n=o,o=n.childNodes[t.childNodes.length-1];const i=c.getInstance().infixNode_([n.childNodes.pop(),r],e);return n.appendChild(i),t}appendMultiplicativeOp_(t,e,r){if(s.isImplicit(t))return c.getInstance().infixNode_([t,r],e);let n=t,o=t.childNodes[t.childNodes.length-1];for(;o&&"infixop"===o.type&&!s.isImplicit(o);)n=o,o=n.childNodes[t.childNodes.length-1];const i=c.getInstance().infixNode_([n.childNodes.pop(),r],e);return n.appendChild(i),t}appendAdditiveOp_(t,e,r){return c.getInstance().infixNode_([t,r],e)}appendExistingOperator_(t,e,r){return!(!t||"infixop"!==t.type||s.isImplicit(t))&&(t.contentNodes[0].equals(e)?(t.appendContentNode(e),t.appendChild(r),!0):c.getInstance().appendExistingOperator_(t.childNodes[t.childNodes.length-1],e,r))}getFencesInRow_(t){let e=l.partitionNodes(t,s.isFence);e=c.purgeFences_(e);const r=e.comp.shift();return c.getInstance().fences_(e.rel,e.comp,[],[r])}fences_(t,e,r,n){if(0===t.length&&0===r.length)return n[0];const o=t=>s.isRole(t,"open");if(0===t.length){const t=n.shift();for(;r.length>0;){if(o(r[0])){const e=r.shift();c.fenceToPunct_(e),t.push(e)}else{const e=l.sliceNodes(r,o),i=e.head.length-1,a=c.getInstance().neutralFences_(e.head,n.slice(0,i));n=n.slice(i),t.push(...a),e.div&&e.tail.unshift(e.div),r=e.tail}t.push(...n.shift())}return t}const i=r[r.length-1],a=t[0].role;if("open"===a||s.isNeutralFence(t[0])&&(!i||!s.compareNeutralFences(t[0],i))){r.push(t.shift());const o=e.shift();return o&&n.push(o),c.getInstance().fences_(t,e,r,n)}if(i&&"close"===a&&"open"===i.role){const o=c.getInstance().horizontalFencedNode_(r.pop(),t.shift(),n.pop());return n.push(n.pop().concat([o],e.shift())),c.getInstance().fences_(t,e,r,n)}if(i&&s.compareNeutralFences(t[0],i)){if(!s.elligibleLeftNeutral(i)||!s.elligibleRightNeutral(t[0])){r.push(t.shift());const o=e.shift();return o&&n.push(o),c.getInstance().fences_(t,e,r,n)}const o=c.getInstance().horizontalFencedNode_(r.pop(),t.shift(),n.pop());return n.push(n.pop().concat([o],e.shift())),c.getInstance().fences_(t,e,r,n)}if(i&&"close"===a&&s.isNeutralFence(i)&&r.some(o)){const i=l.sliceNodes(r,o,!0),a=n.pop(),s=n.length-i.tail.length+1,u=c.getInstance().neutralFences_(i.tail,n.slice(s));n=n.slice(0,s);const p=c.getInstance().horizontalFencedNode_(i.div,t.shift(),n.pop().concat(u,a));return n.push(n.pop().concat([p],e.shift())),c.getInstance().fences_(t,e,i.head,n)}const u=t.shift();return c.fenceToPunct_(u),n.push(n.pop().concat([u],e.shift())),c.getInstance().fences_(t,e,r,n)}neutralFences_(t,e){if(0===t.length)return t;if(1===t.length)return c.fenceToPunct_(t[0]),t;const r=t.shift();if(!s.elligibleLeftNeutral(r)){c.fenceToPunct_(r);const n=e.shift();return n.unshift(r),n.concat(c.getInstance().neutralFences_(t,e))}const n=l.sliceNodes(t,(function(t){return s.compareNeutralFences(t,r)}));if(!n.div){c.fenceToPunct_(r);const n=e.shift();return n.unshift(r),n.concat(c.getInstance().neutralFences_(t,e))}if(!s.elligibleRightNeutral(n.div))return c.fenceToPunct_(n.div),t.unshift(r),c.getInstance().neutralFences_(t,e);const o=c.getInstance().combineFencedContent_(r,n.div,n.head,e);if(n.tail.length>0){const t=o.shift(),e=c.getInstance().neutralFences_(n.tail,o);return t.concat(e)}return o[0]}combineFencedContent_(t,e,r,n){if(0===r.length){const r=c.getInstance().horizontalFencedNode_(t,e,n.shift());return n.length>0?n[0].unshift(r):n=[[r]],n}const o=n.shift(),i=r.length-1,a=n.slice(0,i),s=(n=n.slice(i)).shift(),l=c.getInstance().neutralFences_(r,a);o.push(...l),o.push(...s);const u=c.getInstance().horizontalFencedNode_(t,e,o);return n.length>0?n[0].unshift(u):n=[[u]],n}horizontalFencedNode_(t,e,r){const n=c.getInstance().row(r);let o=c.getInstance().factory_.makeBranchNode("fenced",[n],[t,e]);return"open"===t.role?(c.getInstance().classifyHorizontalFence_(o),o=i.run("propagateComposedFunction",o)):o.role=t.role,o=i.run("detect_cycle",o),c.rewriteFencedNode_(o)}classifyHorizontalFence_(t){t.role="leftright";const e=t.childNodes;if(!s.isSetNode(t)||e.length>1)return;if(0===e.length||"empty"===e[0].type)return void(t.role="set empty");const r=e[0].type;if(1===e.length&&s.isSingletonSetContent(e[0]))return void(t.role="set singleton");const n=e[0].role;if("punctuated"===r&&"sequence"===n){if("comma"!==e[0].contentNodes[0].role)return 1!==e[0].contentNodes.length||"vbar"!==e[0].contentNodes[0].role&&"colon"!==e[0].contentNodes[0].role?void 0:(t.role="set extended",void c.getInstance().setExtension_(t));t.role="set collection"}}setExtension_(t){const e=t.childNodes[0].childNodes[0];e&&"infixop"===e.type&&1===e.contentNodes.length&&s.isMembership(e.contentNodes[0])&&(e.addAnnotation("set","intensional"),e.contentNodes[0].addAnnotation("set","intensional"))}getPunctuationInRow_(t){if(t.length<=1)return t;const e=t=>{const e=t.type;return"punctuation"===e||"text"===e||"operator"===e||"relation"===e},r=l.partitionNodes(t,(function(r){if(!s.isPunctuation(r))return!1;if(s.isPunctuation(r)&&!s.isRole(r,"ellipsis"))return!0;const n=t.indexOf(r);if(0===n)return!t[1]||!e(t[1]);const o=t[n-1];if(n===t.length-1)return!e(o);const i=t[n+1];return!e(o)||!e(i)}));if(0===r.rel.length)return t;const n=[];let o=r.comp.shift();o.length>0&&n.push(c.getInstance().row(o));let i=0;for(;r.comp.length>0;)n.push(r.rel[i++]),o=r.comp.shift(),o.length>0&&n.push(c.getInstance().row(o));return[c.getInstance().punctuatedNode_(n,r.rel)]}punctuatedNode_(t,e){const r=c.getInstance().factory_.makeBranchNode("punctuated",t,e);if(e.length===t.length){const t=e[0].role;if("unknown"!==t&&e.every((function(e){return e.role===t})))return r.role=t,r}return s.singlePunctAtPosition(t,e,0)?r.role="startpunct":s.singlePunctAtPosition(t,e,t.length-1)?r.role="endpunct":e.every((t=>s.isRole(t,"dummy")))?r.role="text":e.every((t=>s.isRole(t,"space")))?r.role="space":r.role="sequence",r}dummyNode_(t){const e=c.getInstance().factory_.makeMultipleContentNodes(t.length-1,o.invisibleComma());return e.forEach((function(t){t.role="dummy"})),c.getInstance().punctuatedNode_(t,e)}accentRole_(t,e){if(!s.isAccent(t))return!1;const r=t.textContent,n=o.lookupSecondary("bar",r)||o.lookupSecondary("tilde",r)||t.role;return t.role="underscore"===e?"underaccent":"overaccent",t.addAnnotation("accent",n),!0}accentNode_(t,e,r,n,o){const i=(e=e.slice(0,n+1))[1],a=e[2];let s;if(!o&&a&&(s=c.getInstance().factory_.makeBranchNode("subscript",[t,i],[]),s.role="subsup",e=[s,a],r="superscript"),o){const n=c.getInstance().accentRole_(i,r);if(a){c.getInstance().accentRole_(a,"overscore")&&!n?(s=c.getInstance().factory_.makeBranchNode("overscore",[t,a],[]),e=[s,i],r="underscore"):(s=c.getInstance().factory_.makeBranchNode("underscore",[t,i],[]),e=[s,a],r="overscore"),s.role="underover"}}return c.getInstance().makeLimitNode_(t,e,s,r)}makeLimitNode_(t,e,r,n){if("limupper"===n&&"limlower"===t.type)return t.childNodes.push(e[1]),e[1].parent=t,t.type="limboth",t;if("limlower"===n&&"limupper"===t.type)return t.childNodes.splice(1,-1,e[1]),e[1].parent=t,t.type="limboth",t;const o=c.getInstance().factory_.makeBranchNode(n,e,[]),i=s.isEmbellished(t);return r&&(r.embellished=i),o.embellished=i,o.role=t.role,o}getFunctionsInRow_(t,e){const r=e||[];if(0===t.length)return r;const n=t.shift(),o=c.classifyFunction_(n,t);if(!o)return r.push(n),c.getInstance().getFunctionsInRow_(t,r);const i=c.getInstance().getFunctionsInRow_(t,[]),a=c.getInstance().getFunctionArgs_(n,i,o);return r.concat(a)}getFunctionArgs_(t,e,r){let n,o,i;switch(r){case"integral":{const r=c.getInstance().getIntegralArgs_(e);if(!r.intvar&&!r.integrand.length)return r.rest.unshift(t),r.rest;const n=c.getInstance().row(r.integrand);return i=c.getInstance().integralNode_(t,n,r.intvar),r.rest.unshift(i),r.rest}case"prefix":if(e[0]&&"fenced"===e[0].type){const r=e.shift();return s.isNeutralFence(r)||(r.role="leftright"),i=c.getInstance().functionNode_(t,r),e.unshift(i),e}if(n=l.sliceNodes(e,s.isPrefixFunctionBoundary),n.head.length)o=c.getInstance().row(n.head),n.div&&n.tail.unshift(n.div);else{if(!n.div||!s.isType(n.div,"appl"))return e.unshift(t),e;o=n.div}return i=c.getInstance().functionNode_(t,o),n.tail.unshift(i),n.tail;case"bigop":return n=l.sliceNodes(e,s.isBigOpBoundary),n.head.length?(o=c.getInstance().row(n.head),i=c.getInstance().bigOpNode_(t,o),n.div&&n.tail.unshift(n.div),n.tail.unshift(i),n.tail):(e.unshift(t),e);default:{if(0===e.length)return[t];const r=e[0];return"fenced"===r.type&&!s.isNeutralFence(r)&&s.isSimpleFunctionScope(r)?(r.role="leftright",c.propagateFunctionRole_(t,"simple function"),i=c.getInstance().functionNode_(t,e.shift()),e.unshift(i),e):(e.unshift(t),e)}}}getIntegralArgs_(t,e=[]){if(0===t.length)return{integrand:e,intvar:null,rest:t};const r=t[0];if(s.isGeneralFunctionBoundary(r))return{integrand:e,intvar:null,rest:t};if(s.isIntegralDxBoundarySingle(r))return r.role="integral",{integrand:e,intvar:r,rest:t.slice(1)};if(t[1]&&s.isIntegralDxBoundary(r,t[1])){const n=c.getInstance().prefixNode_(t[1],[r]);return n.role="integral",{integrand:e,intvar:n,rest:t.slice(2)}}return e.push(t.shift()),c.getInstance().getIntegralArgs_(t,e)}functionNode_(t,e){const r=c.getInstance().factory_.makeContentNode(o.functionApplication()),n=c.getInstance().funcAppls[t.id];n&&(r.mathmlTree=n.mathmlTree,r.mathml=n.mathml,r.annotation=n.annotation,r.attributes=n.attributes,delete c.getInstance().funcAppls[t.id]),r.type="punctuation",r.role="application";const i=c.getFunctionOp_(t,(function(t){return s.isType(t,"function")||s.isType(t,"identifier")&&s.isRole(t,"simple function")}));return c.getInstance().functionalNode_("appl",[t,e],i,[r])}bigOpNode_(t,e){const r=c.getFunctionOp_(t,(t=>s.isType(t,"largeop")));return c.getInstance().functionalNode_("bigop",[t,e],r,[])}integralNode_(t,e,r){e=e||c.getInstance().factory_.makeEmptyNode(),r=r||c.getInstance().factory_.makeEmptyNode();const n=c.getFunctionOp_(t,(t=>s.isType(t,"largeop")));return c.getInstance().functionalNode_("integral",[t,e,r],n,[])}functionalNode_(t,e,r,n){const o=e[0];let i;r&&(i=r.parent,n.push(r));const a=c.getInstance().factory_.makeBranchNode(t,e,n);return a.role=o.role,i&&(r.parent=i),a}fractionNode_(t,e){const r=c.getInstance().factory_.makeBranchNode("fraction",[t,e],[]);return r.role=r.childNodes.every((function(t){return s.isType(t,"number")&&s.isRole(t,"integer")}))?"vulgar":r.childNodes.every(s.isPureUnit)?"unit":"division",i.run("propagateSimpleFunction",r)}scriptNode_(t,e,r){let n;switch(t.length){case 0:n=c.getInstance().factory_.makeEmptyNode();break;case 1:if(n=t[0],r)return n;break;default:n=c.getInstance().dummyNode_(t)}return n.role=e,n}findNestedRow_(t,e,r,o){if(r>3)return null;for(let i,a=0;i=t[a];a++){const t=n.tagName(i);if("MSPACE"!==t){if("MROW"===t)return c.getInstance().findNestedRow_(n.toArray(i.childNodes),e,r+1,o);if(c.findSemantics(i,e,o))return i}}return null}}e.default=c,c.FENCE_TO_PUNCT_={metric:"metric",neutral:"vbar",open:"openfence",close:"closefence"},c.MML_TO_LIMIT_={MSUB:{type:"limlower",length:1},MUNDER:{type:"limlower",length:1},MSUP:{type:"limupper",length:1},MOVER:{type:"limupper",length:1},MSUBSUP:{type:"limboth",length:2},MUNDEROVER:{type:"limboth",length:2}},c.MML_TO_BOUNDS_={MSUB:{type:"subscript",length:1,accent:!1},MSUP:{type:"superscript",length:1,accent:!1},MSUBSUP:{type:"subscript",length:2,accent:!1},MUNDER:{type:"underscore",length:1,accent:!0},MOVER:{type:"overscore",length:1,accent:!0},MUNDEROVER:{type:"underscore",length:2,accent:!0}},c.CLASSIFY_FUNCTION_={integral:"integral",sum:"bigop","prefix function":"prefix","limit function":"prefix","simple function":"prefix","composed function":"prefix"},c.MATHJAX_FONTS={"-tex-caligraphic":"caligraphic","-tex-caligraphic-bold":"caligraphic-bold","-tex-calligraphic":"caligraphic","-tex-calligraphic-bold":"caligraphic-bold","-tex-oldstyle":"oldstyle","-tex-oldstyle-bold":"oldstyle-bold","-tex-mathit":"italic"}},5656:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.SemanticSkeleton=void 0;const n=r(707),o=r(5274),i=r(2298);class a{constructor(t){this.parents=null,this.levelsMap=null,t=0===t?t:t||[],this.array=t}static fromTree(t){return a.fromNode(t.root)}static fromNode(t){return new a(a.fromNode_(t))}static fromString(t){return new a(a.fromString_(t))}static simpleCollapseStructure(t){return"number"==typeof t}static contentCollapseStructure(t){return!!t&&!a.simpleCollapseStructure(t)&&"c"===t[0]}static interleaveIds(t,e){return n.interleaveLists(a.collapsedLeafs(t),a.collapsedLeafs(e))}static collapsedLeafs(...t){return t.reduce(((t,e)=>{return t.concat((r=e,a.simpleCollapseStructure(r)?[r]:(r=r,a.contentCollapseStructure(r[1])?r.slice(2):r.slice(1))));var r}),[])}static fromStructure(t,e){return new a(a.tree_(t,e.root))}static combineContentChildren(t,e,r){switch(t.type){case"relseq":case"infixop":case"multirel":return n.interleaveLists(r,e);case"prefixop":return e.concat(r);case"postfixop":return r.concat(e);case"fenced":return r.unshift(e[0]),r.push(e[1]),r;case"appl":return[r[0],e[0],r[1]];case"root":return[r[1],r[0]];case"row":case"line":return e.length&&r.unshift(e[0]),r;default:return r}}static makeSexp_(t){return a.simpleCollapseStructure(t)?t.toString():a.contentCollapseStructure(t)?"(c "+t.slice(1).map(a.makeSexp_).join(" ")+")":"("+t.map(a.makeSexp_).join(" ")+")"}static fromString_(t){let e=t.replace(/\(/g,"[");return e=e.replace(/\)/g,"]"),e=e.replace(/ /g,","),e=e.replace(/c/g,'"c"'),JSON.parse(e)}static fromNode_(t){if(!t)return[];const e=t.contentNodes;let r;e.length&&(r=e.map(a.fromNode_),r.unshift("c"));const n=t.childNodes;if(!n.length)return e.length?[t.id,r]:t.id;const o=n.map(a.fromNode_);return e.length&&o.unshift(r),o.unshift(t.id),o}static tree_(t,e){if(!e)return[];if(!e.childNodes.length)return e.id;const r=e.id,n=[r],s=o.evalXPath(`.//self::*[@${i.Attribute.ID}=${r}]`,t)[0],l=a.combineContentChildren(e,e.contentNodes.map((function(t){return t})),e.childNodes.map((function(t){return t})));s&&a.addOwns_(s,l);for(let e,r=0;e=l[r];r++)n.push(a.tree_(t,e));return n}static addOwns_(t,e){const r=t.getAttribute(i.Attribute.COLLAPSED),n=r?a.realLeafs_(a.fromString(r).array):e.map((t=>t.id));t.setAttribute(i.Attribute.OWNS,n.join(" "))}static realLeafs_(t){if(a.simpleCollapseStructure(t))return[t];if(a.contentCollapseStructure(t))return[];t=t;let e=[];for(let r=1;r<t.length;r++)e=e.concat(a.realLeafs_(t[r]));return e}populate(){this.parents&&this.levelsMap||(this.parents={},this.levelsMap={},this.populate_(this.array,this.array,[]))}toString(){return a.makeSexp_(this.array)}populate_(t,e,r){if(a.simpleCollapseStructure(t))return t=t,this.levelsMap[t]=e,void(this.parents[t]=t===r[0]?r.slice(1):r);const n=a.contentCollapseStructure(t)?t.slice(1):t,o=[n[0]].concat(r);for(let e=0,r=n.length;e<r;e++){const r=n[e];this.populate_(r,t,o)}}isRoot(t){return t===this.levelsMap[t][0]}directChildren(t){if(!this.isRoot(t))return[];return this.levelsMap[t].slice(1).map((t=>a.simpleCollapseStructure(t)?t:a.contentCollapseStructure(t)?t[1]:t[0]))}subtreeNodes(t){if(!this.isRoot(t))return[];const e=(t,r)=>{a.simpleCollapseStructure(t)?r.push(t):(t=t,a.contentCollapseStructure(t)&&(t=t.slice(1)),t.forEach((t=>e(t,r))))},r=this.levelsMap[t],n=[];return e(r.slice(1),n),n}}e.SemanticSkeleton=a},7075:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.SemanticTree=void 0;const n=r(5740),o=r(7630),i=r(9265),a=r(7228),s=r(5952),l=r(5609);r(94);class c{constructor(t){this.mathml=t,this.parser=new a.SemanticMathml,this.root=this.parser.parse(t),this.collator=this.parser.getFactory().leafMap.collateMeaning();const e=this.collator.newDefault();e&&(this.parser=new a.SemanticMathml,this.parser.getFactory().defaultMap=e,this.root=this.parser.parse(t)),u.visit(this.root,{}),(0,o.annotate)(this.root)}static empty(){const t=n.parseInput("<math/>"),e=new c(t);return e.mathml=t,e}static fromNode(t,e){const r=c.empty();return r.root=t,e&&(r.mathml=e),r}static fromRoot(t,e){let r=t;for(;r.parent;)r=r.parent;const n=c.fromNode(r);return e&&(n.mathml=e),n}static fromXml(t){const e=c.empty();return t.childNodes[0]&&(e.root=s.SemanticNode.fromXml(t.childNodes[0])),e}xml(t){const e=n.parseInput("<stree></stree>"),r=this.root.xml(e.ownerDocument,t);return e.appendChild(r),e}toString(t){return n.serializeXml(this.xml(t))}formatXml(t){const e=this.toString(t);return n.formatXml(e)}displayTree(){this.root.displayTree()}replaceNode(t,e){const r=t.parent;r?r.replaceChild(t,e):this.root=e}toJson(){const t={};return t.stree=this.root.toJson(),t}}e.SemanticTree=c;const u=new i.SemanticVisitor("general","unit",((t,e)=>{if("infixop"===t.type&&("multiplication"===t.role||"implicit"===t.role)){const e=t.childNodes;e.length&&(l.isPureUnit(e[0])||l.isUnitCounter(e[0]))&&t.childNodes.slice(1).every(l.isPureUnit)&&(t.role="unit")}return!1}))},4795:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.partitionNodes=e.sliceNodes=e.getEmbellishedInner=e.addAttributes=e.isZeroLength=e.purgeNodes=e.isOrphanedGlyph=e.hasDisplayTag=e.hasEmptyTag=e.hasIgnoreTag=e.hasLeafTag=e.hasMathTag=e.directSpeechKeys=e.DISPLAYTAGS=e.EMPTYTAGS=e.IGNORETAGS=e.LEAFTAGS=void 0;const n=r(5740);function o(t){return!!t&&-1!==e.LEAFTAGS.indexOf(n.tagName(t))}function i(t,e,r){r&&t.reverse();const n=[];for(let o,i=0;o=t[i];i++){if(e(o))return r?{head:t.slice(i+1).reverse(),div:o,tail:n.reverse()}:{head:n,div:o,tail:t.slice(i+1)};n.push(o)}return r?{head:[],div:null,tail:n.reverse()}:{head:n,div:null,tail:[]}}e.LEAFTAGS=["MO","MI","MN","MTEXT","MS","MSPACE"],e.IGNORETAGS=["MERROR","MPHANTOM","MALIGNGROUP","MALIGNMARK","MPRESCRIPTS","ANNOTATION","ANNOTATION-XML"],e.EMPTYTAGS=["MATH","MROW","MPADDED","MACTION","NONE","MSTYLE","SEMANTICS"],e.DISPLAYTAGS=["MROOT","MSQRT"],e.directSpeechKeys=["aria-label","exact-speech","alt"],e.hasMathTag=function(t){return!!t&&"MATH"===n.tagName(t)},e.hasLeafTag=o,e.hasIgnoreTag=function(t){return!!t&&-1!==e.IGNORETAGS.indexOf(n.tagName(t))},e.hasEmptyTag=function(t){return!!t&&-1!==e.EMPTYTAGS.indexOf(n.tagName(t))},e.hasDisplayTag=function(t){return!!t&&-1!==e.DISPLAYTAGS.indexOf(n.tagName(t))},e.isOrphanedGlyph=function(t){return!!t&&"MGLYPH"===n.tagName(t)&&!o(t.parentNode)},e.purgeNodes=function(t){const r=[];for(let o,i=0;o=t[i];i++){if(o.nodeType!==n.NodeType.ELEMENT_NODE)continue;const t=n.tagName(o);-1===e.IGNORETAGS.indexOf(t)&&(-1!==e.EMPTYTAGS.indexOf(t)&&0===o.childNodes.length||r.push(o))}return r},e.isZeroLength=function(t){if(!t)return!1;if(-1!==["negativeveryverythinmathspace","negativeverythinmathspace","negativethinmathspace","negativemediummathspace","negativethickmathspace","negativeverythickmathspace","negativeveryverythickmathspace"].indexOf(t))return!0;const e=t.match(/[0-9.]+/);return!!e&&0===parseFloat(e[0])},e.addAttributes=function(t,r){if(r.hasAttributes()){const n=r.attributes;for(let r=n.length-1;r>=0;r--){const o=n[r].name;o.match(/^ext/)&&(t.attributes[o]=n[r].value,t.nobreaking=!0),-1!==e.directSpeechKeys.indexOf(o)&&(t.attributes["ext-speech"]=n[r].value,t.nobreaking=!0),o.match(/texclass$/)&&(t.attributes.texclass=n[r].value),"href"===o&&(t.attributes.href=n[r].value,t.nobreaking=!0)}}},e.getEmbellishedInner=function t(e){return e&&e.embellished&&e.childNodes.length>0?t(e.childNodes[0]):e},e.sliceNodes=i,e.partitionNodes=function(t,e){let r=t;const n=[],o=[];let a=null;do{a=i(r,e),o.push(a.head),n.push(a.div),r=a.tail}while(a.div);return n.pop(),{rel:n,comp:o}}},6278:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.AbstractSpeechGenerator=void 0;const n=r(6828),o=r(2298),i=r(1214),a=r(9543);e.AbstractSpeechGenerator=class{constructor(){this.modality=o.addPrefix("speech"),this.rebuilt_=null,this.options_={}}getRebuilt(){return this.rebuilt_}setRebuilt(t){this.rebuilt_=t}setOptions(t){this.options_=t||{},this.modality=o.addPrefix(this.options_.modality||"speech")}getOptions(){return this.options_}start(){}end(){}generateSpeech(t,e){return this.rebuilt_||(this.rebuilt_=new i.RebuildStree(e)),(0,n.setup)(this.options_),a.computeMarkup(this.getRebuilt().xml)}}},1452:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.AdhocSpeechGenerator=void 0;const n=r(6278);class o extends n.AbstractSpeechGenerator{getSpeech(t,e){const r=this.generateSpeech(t,e);return t.setAttribute(this.modality,r),r}}e.AdhocSpeechGenerator=o},5152:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.ColorGenerator=void 0;const n=r(2298),o=r(8396),i=r(1214),a=r(1204),s=r(6278);class l extends s.AbstractSpeechGenerator{constructor(){super(...arguments),this.modality=(0,n.addPrefix)("foreground"),this.contrast=new o.ContrastPicker}static visitStree_(t,e,r){if(t.childNodes.length){if(t.contentNodes.length&&("punctuated"===t.type&&t.contentNodes.forEach((t=>r[t.id]=!0)),"implicit"!==t.role&&e.push(t.contentNodes.map((t=>t.id)))),t.childNodes.length){if("implicit"===t.role){const n=[];let o=[];for(const e of t.childNodes){const t=[];l.visitStree_(e,t,r),t.length<=2&&n.push(t.shift()),o=o.concat(t)}return e.push(n),void o.forEach((t=>e.push(t)))}t.childNodes.forEach((t=>l.visitStree_(t,e,r)))}}else r[t.id]||e.push(t.id)}getSpeech(t,e){return a.getAttribute(t,this.modality)}generateSpeech(t,e){return this.getRebuilt()||this.setRebuilt(new i.RebuildStree(t)),this.colorLeaves_(t),a.getAttribute(t,this.modality)}colorLeaves_(t){const e=[];l.visitStree_(this.getRebuilt().streeRoot,e,{});for(const r of e){const e=this.contrast.generate();let n=!1;n=Array.isArray(r)?r.map((r=>this.colorLeave_(t,r,e))).reduce(((t,e)=>t||e),!1):this.colorLeave_(t,r.toString(),e),n&&this.contrast.increment()}}colorLeave_(t,e,r){const n=a.getBySemanticId(t,e);return!!n&&(n.setAttribute(this.modality,r),!0)}}e.ColorGenerator=l},6604:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.DirectSpeechGenerator=void 0;const n=r(1204),o=r(6278);class i extends o.AbstractSpeechGenerator{getSpeech(t,e){return n.getAttribute(t,this.modality)}}e.DirectSpeechGenerator=i},3123:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.DummySpeechGenerator=void 0;const n=r(6278);class o extends n.AbstractSpeechGenerator{getSpeech(t,e){return""}}e.DummySpeechGenerator=o},5858:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.NodeSpeechGenerator=void 0;const n=r(1204),o=r(4598);class i extends o.TreeSpeechGenerator{getSpeech(t,e){return super.getSpeech(t,e),n.getAttribute(t,this.modality)}}e.NodeSpeechGenerator=i},9552:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.generatorMapping_=e.generator=void 0;const n=r(1452),o=r(5152),i=r(6604),a=r(3123),s=r(5858),l=r(597),c=r(4598);e.generator=function(t){return(e.generatorMapping_[t]||e.generatorMapping_.Direct)()},e.generatorMapping_={Adhoc:()=>new n.AdhocSpeechGenerator,Color:()=>new o.ColorGenerator,Direct:()=>new i.DirectSpeechGenerator,Dummy:()=>new a.DummySpeechGenerator,Node:()=>new s.NodeSpeechGenerator,Summary:()=>new l.SummarySpeechGenerator,Tree:()=>new c.TreeSpeechGenerator}},9543:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.computeSummary_=e.retrieveSummary=e.connectAllMactions=e.connectMactions=e.nodeAtPosition_=e.computePrefix_=e.retrievePrefix=e.addPrefix=e.addModality=e.addSpeech=e.recomputeMarkup=e.computeMarkup=e.recomputeSpeech=e.computeSpeech=void 0;const n=r(8290),o=r(5740),i=r(5274),a=r(2298),s=r(2362),l=r(7075),c=r(1204);function u(t){return s.SpeechRuleEngine.getInstance().evaluateNode(t)}function p(t){return u(l.SemanticTree.fromNode(t).xml())}function h(t){const e=p(t);return n.markup(e)}function d(t){const e=f(t);return n.markup(e)}function f(t){const e=l.SemanticTree.fromRoot(t),r=i.evalXPath('.//*[@id="'+t.id+'"]',e.xml());let n=r[0];return r.length>1&&(n=m(t,r)||n),n?s.SpeechRuleEngine.getInstance().runInSetting({modality:"prefix",domain:"default",style:"default",strict:!0,speech:!0},(function(){return s.SpeechRuleEngine.getInstance().evaluateNode(n)})):[]}function m(t,e){const r=e[0];if(!t.parent)return r;const n=[];for(;t;)n.push(t.id),t=t.parent;const o=function(t,e){for(;e.length&&e.shift().toString()===t.getAttribute("id")&&t.parentNode&&t.parentNode.parentNode;)t=t.parentNode.parentNode;return!e.length};for(let t,r=0;t=e[r];r++)if(o(t,n.slice()))return t;return r}function y(t){return t?s.SpeechRuleEngine.getInstance().runInSetting({modality:"summary",strict:!1,speech:!0},(function(){return s.SpeechRuleEngine.getInstance().evaluateNode(t)})):[]}e.computeSpeech=u,e.recomputeSpeech=p,e.computeMarkup=function(t){const e=u(t);return n.markup(e)},e.recomputeMarkup=h,e.addSpeech=function(t,e,r){const i=o.querySelectorAllByAttrValue(r,"id",e.id.toString())[0],s=i?n.markup(u(i)):h(e);t.setAttribute(a.Attribute.SPEECH,s)},e.addModality=function(t,e,r){const n=h(e);t.setAttribute(r,n)},e.addPrefix=function(t,e){const r=d(e);r&&t.setAttribute(a.Attribute.PREFIX,r)},e.retrievePrefix=d,e.computePrefix_=f,e.nodeAtPosition_=m,e.connectMactions=function(t,e,r){const n=o.querySelectorAll(e,"maction");for(let e,i=0;e=n[i];i++){const n=e.getAttribute("id"),i=o.querySelectorAllByAttrValue(t,"id",n)[0];if(!i)continue;const s=e.childNodes[1],l=s.getAttribute(a.Attribute.ID);let u=c.getBySemanticId(t,l);if(u&&"dummy"!==u.getAttribute(a.Attribute.TYPE))continue;if(u=i.childNodes[0],u.getAttribute("sre-highlighter-added"))continue;const p=s.getAttribute(a.Attribute.PARENT);p&&u.setAttribute(a.Attribute.PARENT,p),u.setAttribute(a.Attribute.TYPE,"dummy"),u.setAttribute(a.Attribute.ID,l);o.querySelectorAllByAttrValue(r,"id",l)[0].setAttribute("alternative",l)}},e.connectAllMactions=function(t,e){const r=o.querySelectorAll(t,"maction");for(let t,n=0;t=r[n];n++){const r=t.childNodes[1].getAttribute(a.Attribute.ID);o.querySelectorAllByAttrValue(e,"id",r)[0].setAttribute("alternative",r)}},e.retrieveSummary=function(t){const e=y(t);return n.markup(e)},e.computeSummary_=y},597:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.SummarySpeechGenerator=void 0;const n=r(6278),o=r(9543);class i extends n.AbstractSpeechGenerator{getSpeech(t,e){return o.connectAllMactions(e,this.getRebuilt().xml),this.generateSpeech(t,e)}}e.SummarySpeechGenerator=i},4598:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.TreeSpeechGenerator=void 0;const n=r(2298),o=r(1204),i=r(6278),a=r(9543);class s extends i.AbstractSpeechGenerator{getSpeech(t,e){const r=this.generateSpeech(t,e),i=this.getRebuilt().nodeDict;for(const r in i){const s=i[r],l=o.getBySemanticId(e,r),c=o.getBySemanticId(t,r);l&&c&&(this.modality&&this.modality!==n.Attribute.SPEECH?a.addModality(c,s,this.modality):a.addSpeech(c,s,this.getRebuilt().xml),this.modality===n.Attribute.SPEECH&&a.addPrefix(c,s))}return r}}e.TreeSpeechGenerator=s},313:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.INTERVALS=e.makeLetter=e.numberRules=e.alphabetRules=e.getFont=e.makeInterval=e.generate=e.makeDomains_=e.Domains_=e.Base=e.Embellish=e.Font=void 0;const n=r(5897),o=r(7491),i=r(4356),a=r(2536),s=r(2780);var l,c,u;function p(){const t=i.LOCALE.ALPHABETS,r=(t,e)=>{const r={};return Object.keys(t).forEach((t=>r[t]=!0)),Object.keys(e).forEach((t=>r[t]=!0)),Object.keys(r)};e.Domains_.small=r(t.smallPrefix,t.letterTrans),e.Domains_.capital=r(t.capPrefix,t.letterTrans),e.Domains_.digit=r(t.digitPrefix,t.digitTrans)}function h(t){const e=t.toString(16).toUpperCase();return e.length>3?e:("000"+e).slice(-4)}function d([t,e],r){const n=parseInt(t,16),o=parseInt(e,16),i=[];for(let t=n;t<=o;t++){let e=h(t);!1!==r[e]&&(e=r[e]||e,i.push(e))}return i}function f(t){const e="normal"===t||"fullwidth"===t?"":i.LOCALE.MESSAGES.font[t]||i.LOCALE.MESSAGES.embellish[t]||"";return(0,a.localeFontCombiner)(e)}function m(t,r,n,o,a,s){const l=f(o);for(let o,c,u,p=0;o=t[p],c=r[p],u=n[p];p++){const t=s?i.LOCALE.ALPHABETS.capPrefix:i.LOCALE.ALPHABETS.smallPrefix,r=s?e.Domains_.capital:e.Domains_.small;g(l.combiner,o,c,u,l.font,t,a,i.LOCALE.ALPHABETS.letterTrans,r)}}function y(t,r,n,o,a){const s=f(n);for(let n,l,c=0;n=t[c],l=r[c];c++){const t=i.LOCALE.ALPHABETS.digitPrefix,r=c+a;g(s.combiner,n,l,r,s.font,t,o,i.LOCALE.ALPHABETS.digitTrans,e.Domains_.digit)}}function g(t,e,r,n,o,i,a,l,c){for(let u,p=0;u=c[p];p++){const c=u in l?l[u]:l.default,p=u in 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smartPreferences(t,e){const r=c.getLocalePreferences()[e];if(!r)return[];const n=t.explorers.speech,i=c.relevantPreferences(n.walker.getFocus().getSemanticPrimary()),a=o.DOMAIN_TO_STYLES.clearspeak;return[{type:"radio",content:"No Preferences",id:"clearspeak-default",variable:"speechRules"},{type:"radio",content:"Current Preferences",id:"clearspeak-"+a,variable:"speechRules"},{type:"rule"},{type:"label",content:"Preferences for "+i},{type:"rule"}].concat(r[i].map((function(t){const e=t.split("_");return{type:"radio",content:e[1],id:"clearspeak-"+c.addPreference(a,e[0],e[1]),variable:"speechRules"}})))}static relevantPreferences(t){const e=f[t.type];return e&&(e[t.role]||e[""])||"ImpliedTimes"}static findPreference(t,e){if("default"===t)return c.AUTO;return c.fromPreference(t)[e]||c.AUTO}static addPreference(t,e,r){if("default"===t)return e+"_"+r;const n=c.fromPreference(t);return n[e]=r,c.toPreference(n)}static getLocalePreferences_(t){const e={};for(const r in 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p extends a.DefaultComparator{constructor(t,e){super(t,e),this.preference=t instanceof c?t.preference:{}}match(t){if(!(t instanceof c))return super.match(t);if("default"===t.getComponents()[a.Axis.STYLE])return!0;const e=Object.keys(t.preference);for(let r,n=0;r=e[n];n++)if(this.preference[r]!==t.preference[r])return!1;return!0}compare(t,e){const r=super.compare(t,e);if(0!==r)return r;const n=t instanceof c,o=e instanceof c;if(!n&&o)return 1;if(n&&!o)return-1;if(!n&&!o)return 0;const i=Object.keys(t.preference).length,a=Object.keys(e.preference).length;return i>a?-1:i<a?1:0}}e.Comparator=p;class h extends a.DynamicCstrParser{constructor(){super([a.Axis.LOCALE,a.Axis.MODALITY,a.Axis.DOMAIN,a.Axis.STYLE])}parse(t){const e=super.parse(t);let r=e.getValue(a.Axis.STYLE);const n=e.getValue(a.Axis.LOCALE),o=e.getValue(a.Axis.MODALITY);let s={};return r!==i.DynamicCstr.DEFAULT_VALUE&&(s=this.fromPreference(r),r=this.toPreference(s)),new c({locale:n,modality:o,domain:"clearspeak",style:r},s)}fromPreference(t){return c.fromPreference(t)}toPreference(t){return c.toPreference(t)}}e.Parser=h;const d=[["AbsoluteValue","fenced","neutral","metric"],["Bar","overscore","overaccent"],["Caps","identifier","latinletter"],["CombinationPermutation","appl","unknown"],["Ellipses","punctuation","ellipsis"],["Exponent","superscript",""],["Fraction","fraction",""],["Functions","appl","simple function"],["ImpliedTimes","operator","implicit"],["Log","appl","prefix 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n=r(1676),o=r(365),i=r(9912),a=r(1378),s=r(8437),l=r(7283);e.ClearspeakRules=function(){l.addStore(n.DynamicCstr.BASE_LOCALE+".speech.clearspeak","",{CTFpauseSeparator:o.pauseSeparator,CTFnodeCounter:i.nodeCounter,CTFcontentIterator:o.contentIterator,CSFvulgarFraction:s.vulgarFraction,CQFvulgarFractionSmall:i.isSmallVulgarFraction,CQFcellsSimple:i.allCellsSimple,CSFordinalExponent:i.ordinalExponent,CSFwordOrdinal:i.wordOrdinal,CQFmatchingFences:i.matchingFences,CSFnestingDepth:i.nestingDepth,CQFfencedArguments:i.fencedArguments,CQFsimpleArguments:i.simpleArguments,CQFspaceoutNumber:a.spaceoutNumber})}},9912:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.wordOrdinal=e.layoutFactor_=e.fencedFactor_=e.simpleFactor_=e.simpleArguments=e.fencedArguments=e.insertNesting=e.matchingFences=e.nestingDepth=e.NESTING_DEPTH=e.ordinalExponent=e.allTextLastContent_=e.isUnitExpression=e.isSmallVulgarFraction=e.allCellsSimple=e.allIndices_=e.isInteger_=e.simpleCell_=e.simpleNode=e.hasPreference=e.isSimpleFraction_=e.isSimpleNumber_=e.isNumber_=e.isLetter_=e.isSimple_=e.isSimpleLetters_=e.isSimpleDegree_=e.isSimpleNegative_=e.isSimpleFunction_=e.isSimpleExpression=e.nodeCounter=void 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n>1&&n<=e?[t]:[]}},6922:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.implicitIterator=e.relationIterator=e.propagateNumber=e.checkParent_=e.NUMBER_INHIBITORS_=e.NUMBER_PROPAGATORS_=e.enlargeFence=e.indexRadical=e.closingRadical=e.openingRadical=e.radicalNestingDepth=e.nestedRadical=e.overBevelledFraction=e.overFraction=e.closingFraction=e.openingFraction=void 0;const n=r(7052),o=r(5740),i=r(5274),a=r(2105),s=r(5897),l=r(7630),c=r(9265),u=r(4356),p=r(1378);function h(t,e){const r=d(t);return 1===r?e:new Array(r).join(u.LOCALE.MESSAGES.MS.NESTED)+e}function d(t,e){const r=e||0;return t.parentNode?d(t.parentNode,"root"===t.tagName||"sqrt"===t.tagName?r+1:r):r}function f(t){const e="\u2820";if(1===t.length)return e+t;const r=t.split("");return r.every((function(t){return"\u2833"===t}))?e+r.join(e):t.slice(0,-1)+e+t.slice(-1)}function m(t,r){const n=t.parent;if(!n)return!1;const o=n.type;return-1!==e.NUMBER_PROPAGATORS_.indexOf(o)||"prefixop"===o&&"negative"===n.role&&!r.script||"prefixop"===o&&"geometry"===n.role||!("punctuated"!==o||r.enclosed&&"text"!==n.role)}function y(t,r){return t.childNodes.length?(-1!==e.NUMBER_INHIBITORS_.indexOf(t.type)&&(r.script=!0),"fenced"===t.type?(r.number=!1,r.enclosed=!0,["",r]):(m(t,r)&&(r.number=!0,r.enclosed=!1),["",r])):(m(t,r)&&(r.number=!0,r.script=!1,r.enclosed=!1),[r.number?"number":"",{number:!1,enclosed:r.enclosed,script:r.script}])}e.openingFraction=function(t){const e=p.fractionNestingDepth(t);return new Array(e).join(u.LOCALE.MESSAGES.MS.FRACTION_REPEAT)+u.LOCALE.MESSAGES.MS.FRACTION_START},e.closingFraction=function(t){const e=p.fractionNestingDepth(t);return new Array(e).join(u.LOCALE.MESSAGES.MS.FRACTION_REPEAT)+u.LOCALE.MESSAGES.MS.FRACTION_END},e.overFraction=function(t){const e=p.fractionNestingDepth(t);return new 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l.concat(c&&u&&"space"===s.getAttribute("role")?[n.AuditoryDescription.create({text:"\u2800"},{})]:[])}}},8437:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.ordinalPosition=e.vulgarFraction=e.wordCounter=e.ordinalCounter=void 0;const n=r(9536),o=r(5740),i=r(4356),a=r(4977);e.ordinalCounter=function(t,e){let r=0;return function(){return i.LOCALE.NUMBERS.numericOrdinal(++r)+" "+e}},e.wordCounter=function(t,e){let r=0;return function(){return i.LOCALE.NUMBERS.numberToOrdinal(++r,!1)+" "+e}},e.vulgarFraction=function(t){const e=(0,a.convertVulgarFraction)(t,i.LOCALE.MESSAGES.MS.FRAC_OVER);return e.convertible&&e.enumerator&&e.denominator?[new n.Span(i.LOCALE.NUMBERS.numberToWords(e.enumerator),{extid:t.childNodes[0].childNodes[0].getAttribute("extid"),separator:""}),new n.Span(i.LOCALE.NUMBERS.vulgarSep,{separator:""}),new n.Span(i.LOCALE.NUMBERS.numberToOrdinal(e.denominator,1!==e.enumerator),{extid:t.childNodes[0].childNodes[1].getAttribute("extid")})]:[new n.Span(e.content||"",{extid:t.getAttribute("extid")})]},e.ordinalPosition=function(t){const e=o.toArray(t.parentNode.childNodes);return i.LOCALE.NUMBERS.numericOrdinal(e.indexOf(t)+1).toString()}},9284:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.BrailleRules=e.OtherRules=e.PrefixRules=void 0;const 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n=r(7052),o=r(8290),i=r(5740),a=r(4440),s=r(6828),l=r(8496),c=r(2298),u=r(4356),p=r(2105),h=r(5656),d=r(9552),f=r(9543),m=r(8504),y=r(7730),g=r(1214),b=r(179),v=r(1204),_=r(5274);class S{constructor(t,e,r,n){this.node=t,this.generator=e,this.highlighter=r,this.modifier=!1,this.keyMapping=new Map([[l.KeyCode.UP,this.up.bind(this)],[l.KeyCode.DOWN,this.down.bind(this)],[l.KeyCode.RIGHT,this.right.bind(this)],[l.KeyCode.LEFT,this.left.bind(this)],[l.KeyCode.TAB,this.repeat.bind(this)],[l.KeyCode.DASH,this.expand.bind(this)],[l.KeyCode.SPACE,this.depth.bind(this)],[l.KeyCode.HOME,this.home.bind(this)],[l.KeyCode.X,this.summary.bind(this)],[l.KeyCode.Z,this.detail.bind(this)],[l.KeyCode.V,this.virtualize.bind(this)],[l.KeyCode.P,this.previous.bind(this)],[l.KeyCode.U,this.undo.bind(this)],[l.KeyCode.LESS,this.previousRules.bind(this)],[l.KeyCode.GREATER,this.nextRules.bind(this)]]),this.cursors=[],this.xml_=null,this.rebuilt_=null,this.focus_=null,this.active_=!1,this.node.id?this.id=this.node.id:this.node.hasAttribute(S.SRE_ID_ATTR)?this.id=this.node.getAttribute(S.SRE_ID_ATTR):(this.node.setAttribute(S.SRE_ID_ATTR,S.ID_COUNTER.toString()),this.id=S.ID_COUNTER++),this.rootNode=v.getSemanticRoot(t),this.rootId=this.rootNode.getAttribute(c.Attribute.ID),this.xmlString_=n,this.moved=b.WalkerMoves.ENTER}getXml(){return 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g.RebuildStree(this.getXml()),this.rootId=this.rebuilt_.stree.root.id.toString(),this.generator.setRebuilt(this.rebuilt_),this.skeleton=h.SemanticSkeleton.fromTree(this.rebuilt_.stree),this.skeleton.populate(),this.focus_=this.singletonFocus(this.rootId),this.levels=this.initLevels(),f.connectMactions(this.node,this.getXml(),this.rebuilt_.xml)}previousLevel(){const t=this.getFocus().getDomPrimary();return t?v.getAttribute(t,c.Attribute.PARENT):this.getFocus().getSemanticPrimary().parent.id.toString()}nextLevel(){const t=this.getFocus().getDomPrimary();let e,r;if(t){e=v.splitAttribute(v.getAttribute(t,c.Attribute.CHILDREN)),r=v.splitAttribute(v.getAttribute(t,c.Attribute.CONTENT));const n=v.getAttribute(t,c.Attribute.TYPE),o=v.getAttribute(t,c.Attribute.ROLE);return this.combineContentChildren(n,o,r,e)}const n=t=>t.id.toString(),o=this.getRebuilt().nodeDict[this.primaryId()];return e=o.childNodes.map(n),r=o.contentNodes.map(n),0===e.length?[]:this.combineContentChildren(o.type,o.role,r,e)}singletonFocus(t){this.getRebuilt();const e=this.retrieveVisuals(t);return this.focusFromId(t,e)}retrieveVisuals(t){if(!this.skeleton)return[t];const e=parseInt(t,10),r=this.skeleton.subtreeNodes(e);if(!r.length)return[t];r.unshift(e);const n={},o=[];_.updateEvaluator(this.getXml());for(const t of r)n[t]||(o.push(t.toString()),n[t]=!0,this.subtreeIds(t,n));return o}subtreeIds(t,e){const r=_.evalXPath(`//*[@data-semantic-id="${t}"]`,this.getXml());_.evalXPath("*//@data-semantic-id",r[0]).forEach((t=>e[parseInt(t.textContent,10)]=!0))}focusFromId(t,e){return y.Focus.factory(t,e,this.getRebuilt(),this.node)}summary(){return this.moved=this.isSpeech()?b.WalkerMoves.SUMMARY:b.WalkerMoves.REPEAT,this.getFocus().clone()}detail(){return this.moved=this.isSpeech()?b.WalkerMoves.DETAIL:b.WalkerMoves.REPEAT,this.getFocus().clone()}specialMove(){return null}virtualize(t){return this.cursors.push({focus:this.getFocus(),levels:this.levels,undo:t||!this.cursors.length}),this.levels=this.levels.clone(),this.getFocus().clone()}previous(){const t=this.cursors.pop();return t?(this.levels=t.levels,t.focus):this.getFocus()}undo(){let t;do{t=this.cursors.pop()}while(t&&!t.undo);return t?(this.levels=t.levels,t.focus):this.getFocus()}update(t){this.generator.setOptions(t),(0,s.setup)(t).then((()=>d.generator("Tree").getSpeech(this.node,this.getXml())))}nextRules(){const t=this.generator.getOptions();return"speech"!==t.modality?this.getFocus():(a.DOMAIN_TO_STYLES[t.domain]=t.style,t.domain="mathspeak"===t.domain?"clearspeak":"mathspeak",t.style=a.DOMAIN_TO_STYLES[t.domain],this.update(t),this.moved=b.WalkerMoves.REPEAT,this.getFocus().clone())}nextStyle(t,e){if("mathspeak"===t){const t=["default","brief","sbrief"],r=t.indexOf(e);return-1===r?e:r>=t.length-1?t[0]:t[r+1]}if("clearspeak"===t){const t=m.ClearspeakPreferences.getLocalePreferences().en;if(!t)return"default";const r=m.ClearspeakPreferences.relevantPreferences(this.getFocus().getSemanticPrimary()),n=m.ClearspeakPreferences.findPreference(e,r),o=t[r].map((function(t){return t.split("_")[1]})),i=o.indexOf(n);if(-1===i)return e;const a=i>=o.length-1?o[0]:o[i+1];return m.ClearspeakPreferences.addPreference(e,r,a)}return e}previousRules(){const t=this.generator.getOptions();return"speech"!==t.modality?this.getFocus():(t.style=this.nextStyle(t.domain,t.style),this.update(t),this.moved=b.WalkerMoves.REPEAT,this.getFocus().clone())}refocus(){let t,e=this.getFocus();for(;!e.getNodes().length;){t=this.levels.peek();const r=this.up();if(!r)break;this.setFocus(r),e=this.getFocus(!0)}this.levels.push(t),this.setFocus(e)}toggleActive_(){this.active_=!this.active_}mergePrefix_(t,e=[]){const r=this.isSpeech()?this.prefix_():"";r&&t.unshift(r);const n=this.isSpeech()?this.postfix_():"";return n&&t.push(n),o.finalize(o.merge(e.concat(t)))}prefix_(){const t=this.getFocus().getDomNodes(),e=this.getFocus().getSemanticNodes();return t[0]?v.getAttribute(t[0],c.Attribute.PREFIX):f.retrievePrefix(e[0])}postfix_(){const t=this.getFocus().getDomNodes();return t[0]?v.getAttribute(t[0],c.Attribute.POSTFIX):""}depth_(){const t=p.Grammar.getInstance().getParameter("depth");p.Grammar.getInstance().setParameter("depth",!0);const e=this.getFocus().getDomPrimary(),r=this.expandable(e)?u.LOCALE.MESSAGES.navigate.EXPANDABLE:this.collapsible(e)?u.LOCALE.MESSAGES.navigate.COLLAPSIBLE:"",i=u.LOCALE.MESSAGES.navigate.LEVEL+" "+this.getDepth(),a=this.getFocus().getSemanticNodes(),s=f.retrievePrefix(a[0]),l=[new n.AuditoryDescription({text:i,personality:{}}),new n.AuditoryDescription({text:s,personality:{}}),new n.AuditoryDescription({text:r,personality:{}})];return p.Grammar.getInstance().setParameter("depth",t),o.finalize(o.markup(l))}actionable_(t){const e=null==t?void 0:t.parentNode;return e&&this.highlighter.isMactionNode(e)?e:null}summary_(){const t=this.getFocus().getSemanticPrimary().id.toString(),e=this.getRebuilt().xml.getAttribute("id")===t?this.getRebuilt().xml:i.querySelectorAllByAttrValue(this.getRebuilt().xml,"id",t)[0],r=f.retrieveSummary(e);return this.mergePrefix_([r])}detail_(){const t=this.getFocus().getSemanticPrimary().id.toString(),e=this.getRebuilt().xml.getAttribute("id")===t?this.getRebuilt().xml:i.querySelectorAllByAttrValue(this.getRebuilt().xml,"id",t)[0],r=e.getAttribute("alternative");e.removeAttribute("alternative");const n=f.computeMarkup(e),o=this.mergePrefix_([n]);return e.setAttribute("alternative",r),o}}e.AbstractWalker=S,S.ID_COUNTER=0,S.SRE_ID_ATTR="sre-explorer-id"},162:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.DummyWalker=void 0;const n=r(3284);class o extends n.AbstractWalker{up(){return null}down(){return null}left(){return null}right(){return null}repeat(){return null}depth(){return null}home(){return null}getDepth(){return 0}initLevels(){return null}combineContentChildren(t,e,r,n){return[]}findFocusOnLevel(t){return null}}e.DummyWalker=o},7730:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.Focus=void 0;const n=r(1204);class o{constructor(t,e){this.nodes=t,this.primary=e,this.domNodes=[],this.domPrimary_=null,this.allNodes=[]}static factory(t,e,r,i){const a=t=>n.getBySemanticId(i,t),s=r.nodeDict,l=a(t),c=e.map(a),u=e.map((function(t){return s[t]})),p=new o(u,s[t]);return p.domNodes=c,p.domPrimary_=l,p.allNodes=o.generateAllVisibleNodes_(e,c,s,i),p}static generateAllVisibleNodes_(t,e,r,i){const a=t=>n.getBySemanticId(i,t);let s=[];for(let n=0,l=t.length;n<l;n++){if(e[n]){s.push(e[n]);continue}const l=r[t[n]];if(!l)continue;const c=l.childNodes.map((function(t){return t.id.toString()})),u=c.map(a);s=s.concat(o.generateAllVisibleNodes_(c,u,r,i))}return s}getSemanticPrimary(){return this.primary}getSemanticNodes(){return this.nodes}getNodes(){return this.allNodes}getDomNodes(){return this.domNodes}getDomPrimary(){return this.domPrimary_}toString(){return"Primary:"+this.domPrimary_+" Nodes:"+this.domNodes}clone(){const t=new o(this.nodes,this.primary);return t.domNodes=this.domNodes,t.domPrimary_=this.domPrimary_,t.allNodes=this.allNodes,t}}e.Focus=o},9797:function(t,e){Object.defineProperty(e,"__esModule",{value:!0}),e.Levels=void 0;class r{constructor(){this.level_=[]}push(t){this.level_.push(t)}pop(){return this.level_.pop()}peek(){return this.level_[this.level_.length-1]||null}indexOf(t){const e=this.peek();return e?e.indexOf(t):null}find(t){const e=this.peek();if(!e)return null;for(let r=0,n=e.length;r<n;r++)if(t(e[r]))return e[r];return null}get(t){const e=this.peek();return!e||t<0||t>=e.length?null:e[t]}depth(){return this.level_.length}clone(){const t=new r;return t.level_=this.level_.slice(0),t}toString(){let t="";for(let e,r=0;e=this.level_[r];r++)t+="\n"+e.map((function(t){return t.toString()}));return t}}e.Levels=r},1214:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.RebuildStree=void 0;const n=r(5740),o=r(2298),i=r(3588),a=r(6537),s=r(3308),l=r(5656),c=r(7075),u=r(4795),p=r(1204);class h{constructor(t){this.mathml=t,this.factory=new a.SemanticNodeFactory,this.nodeDict={},this.mmlRoot=p.getSemanticRoot(t),this.streeRoot=this.assembleTree(this.mmlRoot),this.stree=c.SemanticTree.fromNode(this.streeRoot,this.mathml),this.xml=this.stree.xml(),s.default.getInstance().setNodeFactory(this.factory)}static addAttributes(t,e,r){r&&1===e.childNodes.length&&e.childNodes[0].nodeType!==n.NodeType.TEXT_NODE&&u.addAttributes(t,e.childNodes[0]),u.addAttributes(t,e)}static textContent(t,e,r){if(!r&&e.textContent)return void(t.textContent=e.textContent);const n=p.splitAttribute(p.getAttribute(e,o.Attribute.OPERATOR));n.length>1&&(t.textContent=n[1])}static isPunctuated(t){return!l.SemanticSkeleton.simpleCollapseStructure(t)&&t[1]&&l.SemanticSkeleton.contentCollapseStructure(t[1])}getTree(){return this.stree}assembleTree(t){const e=this.makeNode(t),r=p.splitAttribute(p.getAttribute(t,o.Attribute.CHILDREN)),n=p.splitAttribute(p.getAttribute(t,o.Attribute.CONTENT));if(h.addAttributes(e,t,!(r.length||n.length)),0===n.length&&0===r.length)return h.textContent(e,t),e;if(n.length>0){const t=p.getBySemanticId(this.mathml,n[0]);t&&h.textContent(e,t,!0)}e.contentNodes=n.map((t=>this.setParent(t,e))),e.childNodes=r.map((t=>this.setParent(t,e)));const i=p.getAttribute(t,o.Attribute.COLLAPSED);return i?this.postProcess(e,i):e}makeNode(t){const e=p.getAttribute(t,o.Attribute.TYPE),r=p.getAttribute(t,o.Attribute.ROLE),n=p.getAttribute(t,o.Attribute.FONT),i=p.getAttribute(t,o.Attribute.ANNOTATION)||"",a=p.getAttribute(t,o.Attribute.ID),s=p.getAttribute(t,o.Attribute.EMBELLISHED),l=p.getAttribute(t,o.Attribute.FENCEPOINTER),c=this.createNode(parseInt(a,10));return c.type=e,c.role=r,c.font=n||"unknown",c.parseAnnotation(i),l&&(c.fencePointer=l),s&&(c.embellished=s),c}makePunctuation(t){const e=this.createNode(t);return e.updateContent((0,i.invisibleComma)()),e.role="dummy",e}makePunctuated(t,e,r){const n=this.createNode(e[0]);n.type="punctuated",n.embellished=t.embellished,n.fencePointer=t.fencePointer,n.role=r;const o=e.splice(1,1)[0].slice(1);n.contentNodes=o.map(this.makePunctuation.bind(this)),this.collapsedChildren_(e)}makeEmpty(t,e,r){const n=this.createNode(e);n.type="empty",n.embellished=t.embellished,n.fencePointer=t.fencePointer,n.role=r}makeIndex(t,e,r){if(h.isPunctuated(e))return this.makePunctuated(t,e,r),void(e=e[0]);l.SemanticSkeleton.simpleCollapseStructure(e)&&!this.nodeDict[e.toString()]&&this.makeEmpty(t,e,r)}postProcess(t,e){const r=l.SemanticSkeleton.fromString(e).array;if("subsup"===t.type){const e=this.createNode(r[1][0]);return e.type="subscript",e.role="subsup",t.type="superscript",e.embellished=t.embellished,e.fencePointer=t.fencePointer,this.makeIndex(t,r[1][2],"rightsub"),this.makeIndex(t,r[2],"rightsuper"),this.collapsedChildren_(r),t}if("subscript"===t.type)return this.makeIndex(t,r[2],"rightsub"),this.collapsedChildren_(r),t;if("superscript"===t.type)return this.makeIndex(t,r[2],"rightsuper"),this.collapsedChildren_(r),t;if("tensor"===t.type)return this.makeIndex(t,r[2],"leftsub"),this.makeIndex(t,r[3],"leftsuper"),this.makeIndex(t,r[4],"rightsub"),this.makeIndex(t,r[5],"rightsuper"),this.collapsedChildren_(r),t;if("punctuated"===t.type){if(h.isPunctuated(r)){const e=r.splice(1,1)[0].slice(1);t.contentNodes=e.map(this.makePunctuation.bind(this))}return t}if("underover"===t.type){const e=this.createNode(r[1][0]);return"overaccent"===t.childNodes[1].role?(e.type="overscore",t.type="underscore"):(e.type="underscore",t.type="overscore"),e.role="underover",e.embellished=t.embellished,e.fencePointer=t.fencePointer,this.collapsedChildren_(r),t}return t}createNode(t){const e=this.factory.makeNode(t);return this.nodeDict[t.toString()]=e,e}collapsedChildren_(t){const e=t=>{const r=this.nodeDict[t[0]];r.childNodes=[];for(let n=1,o=t.length;n<o;n++){const o=t[n];r.childNodes.push(l.SemanticSkeleton.simpleCollapseStructure(o)?this.nodeDict[o]:e(o))}return r};e(t)}setParent(t,e){const r=p.getBySemanticId(this.mathml,t),n=this.assembleTree(r);return n.parent=e,n}}e.RebuildStree=h},6295:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.SemanticWalker=void 0;const n=r(3284),o=r(9797);class i extends n.AbstractWalker{constructor(t,e,r,n){super(t,e,r,n),this.node=t,this.generator=e,this.highlighter=r,this.levels=null,this.restoreState()}initLevels(){const t=new o.Levels;return t.push([this.getFocus()]),t}up(){super.up();const t=this.previousLevel();if(!t)return null;this.levels.pop();return this.levels.find((function(e){return e.getSemanticNodes().some((function(e){return e.id.toString()===t}))}))}down(){super.down();const t=this.nextLevel();return 0===t.length?null:(this.levels.push(t),t[0])}combineContentChildren(t,e,r,n){switch(t){case"relseq":case"infixop":case"multirel":return this.makePairList(n,r);case"prefixop":return[this.focusFromId(n[0],r.concat(n))];case"postfixop":return[this.focusFromId(n[0],n.concat(r))];case"matrix":case"vector":case"fenced":return[this.focusFromId(n[0],[r[0],n[0],r[1]])];case"cases":return[this.focusFromId(n[0],[r[0],n[0]])];case"punctuated":return"text"===e?n.map(this.singletonFocus.bind(this)):n.length===r.length?r.map(this.singletonFocus.bind(this)):this.combinePunctuations(n,r,[],[]);case"appl":return[this.focusFromId(n[0],[n[0],r[0]]),this.singletonFocus(n[1])];case"root":return[this.singletonFocus(n[1]),this.singletonFocus(n[0])];default:return n.map(this.singletonFocus.bind(this))}}combinePunctuations(t,e,r,n){if(0===t.length)return n;const o=t.shift(),i=e.shift();return o===i?(r.push(i),this.combinePunctuations(t,e,r,n)):(e.unshift(i),r.push(o),t.length===e.length?(n.push(this.focusFromId(o,r.concat(e))),n):(n.push(this.focusFromId(o,r)),this.combinePunctuations(t,e,[],n)))}makePairList(t,e){if(0===t.length)return[];if(1===t.length)return[this.singletonFocus(t[0])];const r=[this.singletonFocus(t.shift())];for(let n=0,o=t.length;n<o;n++)r.push(this.focusFromId(t[n],[e[n],t[n]]));return r}left(){super.left();const t=this.levels.indexOf(this.getFocus());if(null===t)return null;const e=this.levels.get(t-1);return e||null}right(){super.right();const t=this.levels.indexOf(this.getFocus());if(null===t)return null;const e=this.levels.get(t+1);return e||null}findFocusOnLevel(t){return this.levels.find((e=>e.getSemanticPrimary().id===t))}}e.SemanticWalker=i},9806:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.SyntaxWalker=void 0;const n=r(707),o=r(3284),i=r(9797);class a extends o.AbstractWalker{constructor(t,e,r,n){super(t,e,r,n),this.node=t,this.generator=e,this.highlighter=r,this.levels=null,this.restoreState()}initLevels(){const t=new i.Levels;return t.push([this.primaryId()]),t}up(){super.up();const t=this.previousLevel();return t?(this.levels.pop(),this.singletonFocus(t)):null}down(){super.down();const t=this.nextLevel();if(0===t.length)return null;const e=this.singletonFocus(t[0]);return e&&this.levels.push(t),e}combineContentChildren(t,e,r,o){switch(t){case"relseq":case"infixop":case"multirel":return(0,n.interleaveLists)(o,r);case"prefixop":return r.concat(o);case"postfixop":return o.concat(r);case"matrix":case"vector":case"fenced":return o.unshift(r[0]),o.push(r[1]),o;case"cases":return o.unshift(r[0]),o;case"punctuated":return"text"===e?(0,n.interleaveLists)(o,r):o;case"appl":return[o[0],r[0],o[1]];case"root":return[o[1],o[0]];default:return o}}left(){super.left();const t=this.levels.indexOf(this.primaryId());if(null===t)return null;const e=this.levels.get(t-1);return e?this.singletonFocus(e):null}right(){super.right();const t=this.levels.indexOf(this.primaryId());if(null===t)return null;const e=this.levels.get(t+1);return e?this.singletonFocus(e):null}findFocusOnLevel(t){return this.singletonFocus(t.toString())}focusDomNodes(){return[this.getFocus().getDomPrimary()]}focusSemanticNodes(){return[this.getFocus().getSemanticPrimary()]}}e.SyntaxWalker=a},1799:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.TableWalker=void 0;const n=r(5740),o=r(8496),i=r(9806),a=r(179);class s extends i.SyntaxWalker{constructor(t,e,r,n){super(t,e,r,n),this.node=t,this.generator=e,this.highlighter=r,this.firstJump=null,this.key_=null,this.row_=0,this.currentTable_=null,this.keyMapping.set(o.KeyCode.ZERO,this.jumpCell.bind(this)),this.keyMapping.set(o.KeyCode.ONE,this.jumpCell.bind(this)),this.keyMapping.set(o.KeyCode.TWO,this.jumpCell.bind(this)),this.keyMapping.set(o.KeyCode.THREE,this.jumpCell.bind(this)),this.keyMapping.set(o.KeyCode.FOUR,this.jumpCell.bind(this)),this.keyMapping.set(o.KeyCode.FIVE,this.jumpCell.bind(this)),this.keyMapping.set(o.KeyCode.SIX,this.jumpCell.bind(this)),this.keyMapping.set(o.KeyCode.SEVEN,this.jumpCell.bind(this)),this.keyMapping.set(o.KeyCode.EIGHT,this.jumpCell.bind(this)),this.keyMapping.set(o.KeyCode.NINE,this.jumpCell.bind(this))}move(t){this.key_=t;const e=super.move(t);return this.modifier=!1,e}up(){return this.moved=a.WalkerMoves.UP,this.eligibleCell_()?this.verticalMove_(!1):super.up()}down(){return this.moved=a.WalkerMoves.DOWN,this.eligibleCell_()?this.verticalMove_(!0):super.down()}jumpCell(){if(!this.isInTable_()||null===this.key_)return this.getFocus();if(this.moved===a.WalkerMoves.ROW){this.moved=a.WalkerMoves.CELL;const t=this.key_-o.KeyCode.ZERO;return this.isLegalJump_(this.row_,t)?this.jumpCell_(this.row_,t):this.getFocus()}const t=this.key_-o.KeyCode.ZERO;return t>this.currentTable_.childNodes.length?this.getFocus():(this.row_=t,this.moved=a.WalkerMoves.ROW,this.getFocus().clone())}undo(){const t=super.undo();return t===this.firstJump&&(this.firstJump=null),t}eligibleCell_(){const t=this.getFocus().getSemanticPrimary();return this.modifier&&"cell"===t.type&&-1!==s.ELIGIBLE_CELL_ROLES.indexOf(t.role)}verticalMove_(t){const e=this.previousLevel();if(!e)return null;const r=this.getFocus(),n=this.levels.indexOf(this.primaryId()),o=this.levels.pop(),i=this.levels.indexOf(e),a=this.levels.get(t?i+1:i-1);if(!a)return this.levels.push(o),null;this.setFocus(this.singletonFocus(a));const s=this.nextLevel();return s[n]?(this.levels.push(s),this.singletonFocus(s[n])):(this.setFocus(r),this.levels.push(o),null)}jumpCell_(t,e){this.firstJump?this.virtualize(!1):(this.firstJump=this.getFocus(),this.virtualize(!0));const r=this.currentTable_.id.toString();let n;do{n=this.levels.pop()}while(-1===n.indexOf(r));this.levels.push(n),this.setFocus(this.singletonFocus(r)),this.levels.push(this.nextLevel());const o=this.currentTable_.childNodes[t-1];return this.setFocus(this.singletonFocus(o.id.toString())),this.levels.push(this.nextLevel()),this.singletonFocus(o.childNodes[e-1].id.toString())}isLegalJump_(t,e){const r=n.querySelectorAllByAttrValue(this.getRebuilt().xml,"id",this.currentTable_.id.toString())[0];if(!r||r.hasAttribute("alternative"))return!1;const o=this.currentTable_.childNodes[t-1];if(!o)return!1;const i=n.querySelectorAllByAttrValue(r,"id",o.id.toString())[0];return!(!i||i.hasAttribute("alternative"))&&!(!o||!o.childNodes[e-1])}isInTable_(){let t=this.getFocus().getSemanticPrimary();for(;t;){if(-1!==s.ELIGIBLE_TABLE_TYPES.indexOf(t.type))return this.currentTable_=t,!0;t=t.parent}return!1}}e.TableWalker=s,s.ELIGIBLE_CELL_ROLES=["determinant","rowvector","binomial","squarematrix","multiline","matrix","vector","cases","table"],s.ELIGIBLE_TABLE_TYPES=["multiline","matrix","vector","cases","table"]},179:function(t,e){Object.defineProperty(e,"__esModule",{value:!0}),e.WalkerState=e.WalkerMoves=void 0,function(t){t.UP="up",t.DOWN="down",t.LEFT="left",t.RIGHT="right",t.REPEAT="repeat",t.DEPTH="depth",t.ENTER="enter",t.EXPAND="expand",t.HOME="home",t.SUMMARY="summary",t.DETAIL="detail",t.ROW="row",t.CELL="cell"}(e.WalkerMoves||(e.WalkerMoves={}));class r{static resetState(t){delete r.STATE[t]}static setState(t,e){r.STATE[t]=e}static getState(t){return r.STATE[t]}}e.WalkerState=r,r.STATE={}},3362:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.walkerMapping_=e.walker=void 0;const n=r(162),o=r(6295),i=r(9806),a=r(1799);e.walker=function(t,r,n,o,i){return(e.walkerMapping_[t.toLowerCase()]||e.walkerMapping_.dummy)(r,n,o,i)},e.walkerMapping_={dummy:(t,e,r,o)=>new n.DummyWalker(t,e,r,o),semantic:(t,e,r,n)=>new o.SemanticWalker(t,e,r,n),syntax:(t,e,r,n)=>new i.SyntaxWalker(t,e,r,n),table:(t,e,r,n)=>new a.TableWalker(t,e,r,n)}},1204:function(t,e,r){Object.defineProperty(e,"__esModule",{value:!0}),e.getBySemanticId=e.getSemanticRoot=e.getAttribute=e.splitAttribute=void 0;const n=r(5740),o=r(2298);e.splitAttribute=function(t){return t?t.split(/,/):[]},e.getAttribute=function(t,e){return t.getAttribute(e)},e.getSemanticRoot=function(t){if(t.hasAttribute(o.Attribute.TYPE)&&!t.hasAttribute(o.Attribute.PARENT))return t;const e=n.querySelectorAllByAttr(t,o.Attribute.TYPE);for(let 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 <nav id="TOC" role="doc-toc">
 <ul>
-<li><a href="#platform-requirements">Platform Requirements</a>
+<li><a href="#platform-requirements" id="toc-platform-requirements">Platform Requirements</a>
 <ul>
-<li><a href="#installation-options">Installation Options</a></li>
+<li><a href="#installation-options" id="toc-installation-options">Installation Options</a></li>
 </ul></li>
-<li><a href="#user-manual">User Manual</a></li>
-<li><a href="#user-interface">User Interface</a>
+<li><a href="#user-manual" id="toc-user-manual">User Manual</a></li>
+<li><a href="#user-interface" id="toc-user-interface">User Interface</a>
 <ul>
-<li><a href="#main-form">Main Form</a></li>
-<li><a href="#settings">Settings</a></li>
-<li><a href="#job-editor">Job Editor</a></li>
-<li><a href="#vtp-job-editor">VTP-Job Editor</a></li>
-<li><a href="#auxiliary-dialog">Auxiliary Dialog</a></li>
-<li><a href="#busauxiliary-dialog">BusAuxiliary Dialog</a></li>
-<li><a href="#vehicle-editor-general-tab">Vehicle Editor – General
+<li><a href="#main-form" id="toc-main-form">Main Form</a></li>
+<li><a href="#settings" id="toc-settings">Settings</a></li>
+<li><a href="#job-editor" id="toc-job-editor">Job Editor</a></li>
+<li><a href="#vtp-job-editor" id="toc-vtp-job-editor">VTP-Job
+Editor</a></li>
+<li><a href="#auxiliary-dialog" id="toc-auxiliary-dialog">Auxiliary
+Dialog</a></li>
+<li><a href="#busauxiliary-dialog" id="toc-busauxiliary-dialog">BusAuxiliary Dialog</a></li>
+<li><a href="#vehicle-editor-general-tab" id="toc-vehicle-editor-general-tab">Vehicle Editor – General
 Tab</a></li>
-<li><a href="#vehicle-editor-powertrain-tab">Vehicle Editor – Powertrain
+<li><a href="#vehicle-editor-powertrain-tab" id="toc-vehicle-editor-powertrain-tab">Vehicle Editor – Powertrain
 Tab</a></li>
-<li><a href="#vehicle-editor-electric-components-tab">Vehicle Editor –
-Electric Components Tab</a></li>
-<li><a href="#vehicle-editor-torque-limits-tab">Vehicle Editor – Torque
-Limits Tab</a></li>
-<li><a href="#vehicle-editor-adas-tab">Vehicle Editor – ADAS
+<li><a href="#vehicle-editor-electric-machine-tab" id="toc-vehicle-editor-electric-machine-tab">Vehicle Editor – Electric
+Machine Tab</a></li>
+<li><a href="#vehicle-editor-reess-tab" id="toc-vehicle-editor-reess-tab">Vehicle Editor – REESS Tab</a></li>
+<li><a href="#vehicle-editor-iepc-tab" id="toc-vehicle-editor-iepc-tab">Vehicle Editor – IEPC Tab</a></li>
+<li><a href="#vehicle-editor-ihpc-tab" id="toc-vehicle-editor-ihpc-tab">Vehicle Editor – IHPC Tab</a></li>
+<li><a href="#vehicle-editor-genset-tab" id="toc-vehicle-editor-genset-tab">Vehicle Editor – GenSet Tab</a></li>
+<li><a href="#vehicle-editor-torque-limits-tab" id="toc-vehicle-editor-torque-limits-tab">Vehicle Editor – Torque Limits
 Tab</a></li>
-<li><a href="#vehicle-editor-pto-tab">Vehicle Editor – PTO Tab</a></li>
-<li><a href="#engine-editor">Engine Editor</a></li>
-<li><a href="#gearbox-editor">Gearbox Editor</a></li>
-<li><a href="#hybrid-strategy-parameters-editor">Hybrid Strategy
-Parameters Editor</a></li>
-<li><a href="#electric-motor-editor">Electric Motor Editor</a></li>
-<li><a href="#rechargeable-electric-energy-storage-editor">Rechargeable
+<li><a href="#vehicle-editor-adas-tab" id="toc-vehicle-editor-adas-tab">Vehicle Editor – ADAS Tab</a></li>
+<li><a href="#vehicle-editor-pto-tab" id="toc-vehicle-editor-pto-tab">Vehicle Editor – PTO Tab</a></li>
+<li><a href="#engine-editor" id="toc-engine-editor">Engine
+Editor</a></li>
+<li><a href="#gearbox-editor" id="toc-gearbox-editor">Gearbox
+Editor</a></li>
+<li><a href="#hybrid-strategy-parameters-editor" id="toc-hybrid-strategy-parameters-editor">Hybrid Strategy Parameters
+Editor</a></li>
+<li><a href="#electric-motor-editor" id="toc-electric-motor-editor">Electric Motor Editor</a></li>
+<li><a href="#rechargeable-electric-energy-storage-editor" id="toc-rechargeable-electric-energy-storage-editor">Rechargeable
 Electric Energy Storage Editor</a></li>
-<li><a href="#graph-window">Graph Window</a></li>
-<li><a href="#command-line-arguments">Command Line Arguments</a></li>
+<li><a href="#iepc-editor" id="toc-iepc-editor">IEPC Editor</a></li>
+<li><a href="#ihpc-editor" id="toc-ihpc-editor">IHPC Editor</a></li>
+<li><a href="#graph-window" id="toc-graph-window">Graph Window</a></li>
+<li><a href="#command-line-arguments" id="toc-command-line-arguments">Command Line Arguments</a></li>
 </ul></li>
-<li><a href="#calculation-modes">Calculation Modes</a>
-<ul>
-<li><a href="#engineering-mode">Engineering Mode</a></li>
-<li><a href="#declaration-mode">Declaration Mode</a></li>
-<li><a href="#verification-test-mode">Verification Test Mode</a></li>
-<li><a href="#engine-only-mode">Engine-Only Mode</a></li>
+<li><a href="#calculation-modes" id="toc-calculation-modes">Calculation
+Modes</a>
+<ul>
+<li><a href="#engineering-mode" id="toc-engineering-mode">Engineering
+Mode</a></li>
+<li><a href="#declaration-mode" id="toc-declaration-mode">Declaration
+Mode</a></li>
+<li><a href="#verification-test-mode" id="toc-verification-test-mode">Verification Test Mode</a></li>
+<li><a href="#engine-only-mode" id="toc-engine-only-mode">Engine-Only
+Mode</a></li>
 </ul></li>
-<li><a href="#simulation-models">Simulation Models</a>
+<li><a href="#simulation-models" id="toc-simulation-models">Simulation
+Models</a>
 <ul>
-<li><a href="#supported-powertrain-architectures">Supported Powertrain
+<li><a href="#supported-powertrain-architectures" id="toc-supported-powertrain-architectures">Supported Powertrain
 Architectures</a></li>
-<li><a href="#powertrain-and-components-structure">Powertrain and
-Components Structure</a></li>
-<li><a href="#driver-acceleration-limiting">Driver: Acceleration
+<li><a href="#powertrain-and-components-structure" id="toc-powertrain-and-components-structure">Powertrain and Components
+Structure</a></li>
+<li><a href="#driver-acceleration-limiting" id="toc-driver-acceleration-limiting">Driver: Acceleration
 Limiting</a></li>
-<li><a href="#driver-look-ahead-coasting">Driver: Look-Ahead
-Coasting</a></li>
-<li><a href="#driver-overspeed">Driver: Overspeed</a></li>
-<li><a href="#advanced-driver-assistant-systems-engine-stopstart">Advanced
+<li><a href="#driver-look-ahead-coasting" id="toc-driver-look-ahead-coasting">Driver: Look-Ahead Coasting</a></li>
+<li><a href="#driver-overspeed" id="toc-driver-overspeed">Driver:
+Overspeed</a></li>
+<li><a href="#advanced-driver-assistant-systems-engine-stopstart" id="toc-advanced-driver-assistant-systems-engine-stopstart">Advanced
 Driver Assistant Systems: Engine Stop/Start</a></li>
-<li><a href="#advanced-driver-assistant-systems-eco-roll">Advanced
-Driver Assistant Systems: Eco-Roll</a></li>
-<li><a href="#advanced-driver-assistant-systems-predictive-cruise-control">Advanced
+<li><a href="#advanced-driver-assistant-systems-eco-roll" id="toc-advanced-driver-assistant-systems-eco-roll">Advanced Driver
+Assistant Systems: Eco-Roll</a></li>
+<li><a href="#advanced-driver-assistant-systems-predictive-cruise-control" id="toc-advanced-driver-assistant-systems-predictive-cruise-control">Advanced
 Driver Assistant Systems: Predictive Cruise Control</a></li>
-<li><a href="#vehicle-cross-wind-correction">Vehicle: Cross Wind
+<li><a href="#vehicle-cross-wind-correction" id="toc-vehicle-cross-wind-correction">Vehicle: Cross Wind
 Correction</a></li>
-<li><a href="#vehicle-rolling-resistance-coefficient">Vehicle: Rolling
+<li><a href="#vehicle-rolling-resistance-coefficient" id="toc-vehicle-rolling-resistance-coefficient">Vehicle: Rolling
 Resistance Coefficient</a></li>
-<li><a href="#engine-fuel-consumption-calculation">Engine: Fuel
-Consumption Calculation</a></li>
-<li><a href="#engine-transient-full-load">Engine: Transient Full
-Load</a></li>
-<li><a href="#engine-correction-factors">Engine: Correction
-Factors</a></li>
-<li><a href="#dual-fuel-engine">Dual Fuel Engine</a></li>
-<li><a href="#torque-and-speed-limitations">Torque and Speed
+<li><a href="#engine-fuel-consumption-calculation" id="toc-engine-fuel-consumption-calculation">Engine: Fuel Consumption
+Calculation</a></li>
+<li><a href="#engine-transient-full-load" id="toc-engine-transient-full-load">Engine: Transient Full Load</a></li>
+<li><a href="#engine-correction-factors" id="toc-engine-correction-factors">Engine: Correction Factors</a></li>
+<li><a href="#dual-fuel-engine" id="toc-dual-fuel-engine">Dual Fuel
+Engine</a></li>
+<li><a href="#torque-and-speed-limitations" id="toc-torque-and-speed-limitations">Torque and Speed
 Limitations</a></li>
-<li><a href="#engine-fuel-consumption-correction">Engine Fuel
-Consumption Correction</a></li>
-<li><a href="#engine-waste-heat-recovery-systems">Engine Waste Heat
-Recovery Systems</a></li>
-<li><a href="#fuel-properties">Fuel Properties</a></li>
-<li><a href="#transmission-losses">Transmission Losses</a></li>
-<li><a href="#gearbox-at-gearbox-model">Gearbox: AT Gearbox
+<li><a href="#engine-fuel-consumption-correction" id="toc-engine-fuel-consumption-correction">Engine Fuel Consumption
+Correction</a></li>
+<li><a href="#engine-waste-heat-recovery-systems" id="toc-engine-waste-heat-recovery-systems">Engine Waste Heat Recovery
+Systems</a></li>
+<li><a href="#fuel-properties" id="toc-fuel-properties">Fuel
+Properties</a></li>
+<li><a href="#transmission-losses" id="toc-transmission-losses">Transmission Losses</a></li>
+<li><a href="#gearbox-at-gearbox-model" id="toc-gearbox-at-gearbox-model">Gearbox: AT Gearbox Model</a></li>
+<li><a href="#gear-shift-model" id="toc-gear-shift-model">Gear Shift
 Model</a></li>
-<li><a href="#gear-shift-model">Gear Shift Model</a></li>
-<li><a href="#shift-strategy-amt-gearshift-rules">Shift Strategy: AMT
-Gearshift Rules</a></li>
-<li><a href="#shift-strategy-apt-gearshift-rules">Shift Strategy: APT
+<li><a href="#pev-gear-shift-model" id="toc-pev-gear-shift-model">PEV
+Gear Shift Model</a></li>
+<li><a href="#shift-strategy-amt-gearshift-rules" id="toc-shift-strategy-amt-gearshift-rules">Shift Strategy: AMT
 Gearshift Rules</a></li>
-<li><a href="#shift-strategy-mt-gearshift-rules">Shift Strategy: MT
+<li><a href="#shift-strategy-apt-gearshift-rules" id="toc-shift-strategy-apt-gearshift-rules">Shift Strategy: APT
 Gearshift Rules</a></li>
-<li><a href="#torque-converter-model">Torque Converter Model</a></li>
-<li><a href="#auxiliaries">Auxiliaries</a></li>
-<li><a href="#bus-auxiliaries">Bus Auxiliaries</a></li>
-<li><a href="#pwheel-input-sico-mode">P<sub>wheel</sub>-Input (SiCo
+<li><a href="#shift-strategy-mt-gearshift-rules" id="toc-shift-strategy-mt-gearshift-rules">Shift Strategy: MT Gearshift
+Rules</a></li>
+<li><a href="#torque-converter-model" id="toc-torque-converter-model">Torque Converter Model</a></li>
+<li><a href="#auxiliaries" id="toc-auxiliaries">Auxiliaries</a></li>
+<li><a href="#bus-auxiliaries" id="toc-bus-auxiliaries">Bus
+Auxiliaries</a></li>
+<li><a href="#pwheel-input-sico-mode" id="toc-pwheel-input-sico-mode">P<sub>wheel</sub>-Input (SiCo
 Mode)</a></li>
-<li><a href="#pto">PTO</a></li>
-<li><a href="#electric-motor">Electric Motor</a></li>
-<li><a href="#ress">RESS</a></li>
-<li><a href="#hybrid-control-strategy">Hybrid Control Strategy</a></li>
+<li><a href="#pto" id="toc-pto">PTO</a></li>
+<li><a href="#electric-motor" id="toc-electric-motor">Electric
+Motor</a></li>
+<li><a href="#integrated-electric-powertrain-component-iepc" id="toc-integrated-electric-powertrain-component-iepc">Integrated
+Electric Powertrain Component (IEPC)</a></li>
+<li><a href="#integrated-hybrid-electric-powertrain-component-ihpc" id="toc-integrated-hybrid-electric-powertrain-component-ihpc">Integrated
+Hybrid Electric Powertrain Component (IHPC)</a></li>
+<li><a href="#ress" id="toc-ress">RESS</a></li>
+<li><a href="#parallel-hybrid-control-strategy" id="toc-parallel-hybrid-control-strategy">Parallel Hybrid Control
+Strategy</a></li>
+<li><a href="#serial-hybrid-control-strategy" id="toc-serial-hybrid-control-strategy">Serial Hybrid Control
+Strategy</a></li>
 </ul></li>
-<li><a href="#input-and-output">Input and Output</a>
+<li><a href="#input-and-output" id="toc-input-and-output">Input and
+Output</a>
 <ul>
-<li><a href="#xml-job-file-declaration-mode">XML Job-File (Declaration
+<li><a href="#xml-job-file-declaration-mode" id="toc-xml-job-file-declaration-mode">XML Job-File (Declaration
 Mode)</a></li>
-<li><a href="#xml-declaration-report">XML Declaration Report</a></li>
-<li><a href="#csv">CSV</a></li>
-<li><a href="#json">JSON</a></li>
-<li><a href="#job-file">Job File</a></li>
-<li><a href="#vtp-job-file">VTP-Job File</a></li>
-<li><a href="#vehicle-file-.vveh">Vehicle File (.vveh)</a></li>
-<li><a href="#speed-dependent-cross-wind-correction-input-file-.vcdv">Speed
+<li><a href="#xml-declaration-report" id="toc-xml-declaration-report">XML Declaration Report</a></li>
+<li><a href="#csv" id="toc-csv">CSV</a></li>
+<li><a href="#json" id="toc-json">JSON</a></li>
+<li><a href="#job-file" id="toc-job-file">Job File</a></li>
+<li><a href="#vtp-job-file" id="toc-vtp-job-file">VTP-Job File</a></li>
+<li><a href="#vehicle-file-.vveh" id="toc-vehicle-file-.vveh">Vehicle
+File (.vveh)</a></li>
+<li><a href="#speed-dependent-cross-wind-correction-input-file-.vcdv" id="toc-speed-dependent-cross-wind-correction-input-file-.vcdv">Speed
 Dependent Cross Wind Correction Input File (.vcdv)</a></li>
-<li><a href="#vair-beta-cross-wind-correction-input-file-.vcdb">Vair
-&amp; Beta Cross Wind Correction Input File (.vcdb)</a></li>
-<li><a href="#retarder-loss-torque-input-file-.vrlm">Retarder Loss
-Torque Input File (.vrlm)</a></li>
-<li><a href="#engine-file-.veng">Engine File (.veng)</a></li>
-<li><a href="#full-load-and-drag-curves-.vfld">Full Load and Drag Curves
+<li><a href="#vair-beta-cross-wind-correction-input-file-.vcdb" id="toc-vair-beta-cross-wind-correction-input-file-.vcdb">Vair &amp;
+Beta Cross Wind Correction Input File (.vcdb)</a></li>
+<li><a href="#retarder-loss-torque-input-file-.vrlm" id="toc-retarder-loss-torque-input-file-.vrlm">Retarder Loss Torque
+Input File (.vrlm)</a></li>
+<li><a href="#engine-file-.veng" id="toc-engine-file-.veng">Engine File
+(.veng)</a></li>
+<li><a href="#full-load-and-drag-curves-.vfld" id="toc-full-load-and-drag-curves-.vfld">Full Load and Drag Curves
 (.vfld)</a></li>
-<li><a href="#fuel-consumption-map-.vmap">Fuel Consumption Map
+<li><a href="#fuel-consumption-map-.vmap" id="toc-fuel-consumption-map-.vmap">Fuel Consumption Map
 (.vmap)</a></li>
-<li><a href="#electric-motor-max-torque-file-.vemp">Electric Motor Max
-Torque File (.vemp)</a></li>
-<li><a href="#electric-motor-drag-curve-file-.vemd">Electric Motor Drag
-Curve File (.vemd)</a></li>
-<li><a href="#electric-motor-map-.vemo">Electric Motor Map
+<li><a href="#electric-motor-max-torque-file-.vemp" id="toc-electric-motor-max-torque-file-.vemp">Electric Motor Max Torque
+File (.vemp)</a></li>
+<li><a href="#electric-motor-drag-curve-file-.vemd" id="toc-electric-motor-drag-curve-file-.vemd">Electric Motor Drag Curve
+File (.vemd)</a></li>
+<li><a href="#electric-motor-power-map-.vemo" id="toc-electric-motor-power-map-.vemo">Electric Motor Power Map
 (.vemo)</a></li>
-<li><a href="#vehicle-boosting-limits-.vtqp">Vehicle Boosting Limits
+<li><a href="#iepc-max-torque-file-.viepcp" id="toc-iepc-max-torque-file-.viepcp">IEPC Max Torque File
+(.viepcp)</a></li>
+<li><a href="#iepc-drag-curve-file-.viepcd" id="toc-iepc-drag-curve-file-.viepcd">IEPC Drag Curve File
+(.viepcd)</a></li>
+<li><a href="#iepc-power-map-.viepco" id="toc-iepc-power-map-.viepco">IEPC Power Map (.viepco)</a></li>
+<li><a href="#vehicle-boosting-limits-.vtqp" id="toc-vehicle-boosting-limits-.vtqp">Vehicle Boosting Limits
 (.vtqp)</a></li>
-<li><a href="#battery-internal-voltage-file-.vbatv">Battery Internal
-Voltage File (.vbatv)</a></li>
-<li><a href="#battery-internal-resistance-file-.vbatr">Battery Internal
+<li><a href="#battery-internal-voltage-file-.vbatv" id="toc-battery-internal-voltage-file-.vbatv">Battery Internal Voltage
+File (.vbatv)</a></li>
+<li><a href="#battery-internal-resistance-file-.vbatr" id="toc-battery-internal-resistance-file-.vbatr">Battery Internal
 Resistance File (.vbatr)</a></li>
-<li><a href="#battery-max-current-map-.vimax">Battery Max Current Map
+<li><a href="#battery-max-current-map-.vimax" id="toc-battery-max-current-map-.vimax">Battery Max Current Map
 (.vimax)</a></li>
-<li><a href="#gearbox-file-.vgbx">Gearbox File (.vgbx)</a></li>
-<li><a href="#shift-polygons-input-file-.vgbs">Shift Polygons Input File
+<li><a href="#gearbox-file-.vgbx" id="toc-gearbox-file-.vgbx">Gearbox
+File (.vgbx)</a></li>
+<li><a href="#shift-polygons-input-file-.vgbs" id="toc-shift-polygons-input-file-.vgbs">Shift Polygons Input File
 (.vgbs)</a></li>
-<li><a href="#transmission-loss-map-.vtlm">Transmission Loss Map
+<li><a href="#transmission-loss-map-.vtlm" id="toc-transmission-loss-map-.vtlm">Transmission Loss Map
 (.vtlm)</a></li>
-<li><a href="#torque-converter-characteristics-.vtcc">Torque Converter
+<li><a href="#torque-converter-characteristics-.vtcc" id="toc-torque-converter-characteristics-.vtcc">Torque Converter
 Characteristics (.vtcc)</a></li>
-<li><a href="#gearshift-parameters-file-.vtcu">Gearshift Parameters File
+<li><a href="#gearshift-parameters-file-.vtcu" id="toc-gearshift-parameters-file-.vtcu">Gearshift Parameters File
 (.vtcu)</a></li>
-<li><a href="#hybrid-strategy-parameters-file-.vhctl">Hybrid Strategy
+<li><a href="#hybrid-strategy-parameters-file-.vhctl" id="toc-hybrid-strategy-parameters-file-.vhctl">Hybrid Strategy
 Parameters File (.vhctl)</a></li>
-<li><a href="#pto-cycle-.vptoc">PTO Cycle (.vptoc)</a></li>
-<li><a href="#pto-idle-consumption-map-.vptoi">PTO Idle Consumption Map
+<li><a href="#pto-cycle-.vptoc" id="toc-pto-cycle-.vptoc">PTO Cycle
+(.vptoc)</a></li>
+<li><a href="#pto-idle-consumption-map-.vptoi" id="toc-pto-idle-consumption-map-.vptoi">PTO Idle Consumption Map
 (.vptoi)</a></li>
-<li><a href="#pto-power-demand-during-drive-.vptor">PTO power demand
-during drive (.vptor)</a></li>
-<li><a href="#bus-auxiliary-input-data-.aaux">Bus Auxiliary Input Data
+<li><a href="#pto-power-demand-during-drive-.vptor" id="toc-pto-power-demand-during-drive-.vptor">PTO power demand during
+drive (.vptor)</a></li>
+<li><a href="#bus-auxiliary-input-data-.aaux" id="toc-bus-auxiliary-input-data-.aaux">Bus Auxiliary Input Data
 (.aaux)</a></li>
-<li><a href="#advanced-compressor-map-.acmp">Advanced Compressor Map
+<li><a href="#advanced-compressor-map-.acmp" id="toc-advanced-compressor-map-.acmp">Advanced Compressor Map
 (.acmp)</a></li>
-<li><a href="#driving-cycles-.vdri">Driving Cycles (.vdri)</a></li>
-<li><a href="#acceleration-limiting-input-file-.vacc">Acceleration
-Limiting Input File (.vacc)</a></li>
-<li><a href="#modal-results-.vmod">Modal Results (.vmod)</a></li>
-<li><a href="#summary-results-.vsum">Summary Results (.vsum)</a></li>
-<li><a href="#application-files">Application Files</a></li>
+<li><a href="#driving-cycles-.vdri" id="toc-driving-cycles-.vdri">Driving Cycles (.vdri)</a></li>
+<li><a href="#acceleration-limiting-input-file-.vacc" id="toc-acceleration-limiting-input-file-.vacc">Acceleration Limiting
+Input File (.vacc)</a></li>
+<li><a href="#modal-results-.vmod" id="toc-modal-results-.vmod">Modal
+Results (.vmod)</a></li>
+<li><a href="#summary-results-.vsum" id="toc-summary-results-.vsum">Summary Results (.vsum)</a></li>
+<li><a href="#application-files" id="toc-application-files">Application
+Files</a></li>
 </ul></li>
-<li><a href="#changelog">Changelog</a></li>
+<li><a href="#changelog" id="toc-changelog">Changelog</a></li>
 </ul>
 </nav>
 <section id="platform-requirements" class="level1">
@@ -462,7 +499,7 @@ Describes the input and output file formats.
 </dd>
 </dl></li>
 </ul>
-<p>This user manual describes verson 3.3.x of Vecto.</p>
+<p>This user manual describes verson 3.3.x of VECTO.</p>
 </section>
 <section id="user-interface" class="level1">
 <h1>User Interface</h1>
@@ -473,13 +510,21 @@ open.</p>
 <li><a href="#main-form">Main Form</a></li>
 <li><a href="#settings">Settings</a></li>
 <li><a href="#job-editor">Job Editor</a></li>
-<li><a href="#vehicle-editor-general-tab">Vehicle Editor</a></li>
-<li><a href="#vehicle-editor-powertrain-tab">Vehicle Editor</a></li>
-<li><a href="#vehicle-editor-electric-components-tab">Vehicle
-Editor</a></li>
-<li><a href="#vehicle-editor-torque-limits-tab">Vehicle Editor</a></li>
-<li><a href="#vehicle-editor-adas-tab">Vehicle Editor</a></li>
-<li><a href="#vehicle-editor-pto-tab">Vehicle Editor</a></li>
+<li><a href="#vehicle-editor-general-tab">Vehicle Editor -
+General</a></li>
+<li><a href="#vehicle-editor-powertrain-tab">Vehicle Editor -
+Powertrain</a></li>
+<li><a href="#vehicle-editor-electric-machine-tab">Vehicle Editor -
+Electric Machine</a></li>
+<li><a href="#vehicle-editor-reess-tab">Vehicle Editor - REESS</a></li>
+<li><a href="#vehicle-editor-iepc-tab">Vehicle Editor - IEPC</a></li>
+<li><a href="#vehicle-editor-ihpc-tab">Vehicle Editor - IHPC</a></li>
+<li><a href="#vehicle-editor-genset-tab">Vehicle Editor -
+GenSet</a></li>
+<li><a href="#vehicle-editor-torque-limits-tab">Vehicle Editor - Torque
+Limits</a></li>
+<li><a href="#vehicle-editor-adas-tab">Vehicle Editor - ADAS</a></li>
+<li><a href="#vehicle-editor-pto-tab">Vehicle Editor - PTO</a></li>
 <li><a href="#auxiliary-dialog">Aux Dialog</a></li>
 <li><a href="#busauxiliary-dialog">BusAux Dialog</a></li>
 <li><a href="#engine-editor">Engine Editor</a></li>
@@ -585,7 +630,7 @@ Summary file (.vsum) is always created.
 <dt><img src="data:image/png;base64,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" alt="cb" /> Modal results in 1Hz</dt>
 <dd>
 If selected, the modal results (.vmod file) will be converted into 1Hz
-after the simulation. This may add certain artefacts in the resulting
+after the simulation. This may add certain artifacts in the resulting
 modal results file.
 </dd>
 </dl>
@@ -602,13 +647,13 @@ error in the model parameters. Enabling this option increases the
 simulation time by a few seconds.
 </dd>
 <dt>Output values in vmod at beginning and end of simulation
-iterval</dt>
+interval</dt>
 <dd>
 By default VECTO writes the simulation results at the middle of every
 simulation interval. If this option is enabled, the .vmod file will
 contain two entries for every simulation interval, one at the beginning
 and one at the end of the simulation interval. Enabling this option may
-be helpful for analysing the trace of certain signals but can not be
+be helpful for analyzing the trace of certain signals but can not be
 used for quantitative analyses of the fuel consumption, average power
 losses, etc. The generated modal result file has the suffix ’_sim’. The
 picture below shows the difference in the output (top: conventional,
@@ -700,9 +745,9 @@ click to open file/user manual/etc.</li>
 <p>Note that the <a href="#application-files">message log</a> can be
 opened in the <img src="data:image/png;base64,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" /> Tools menu with
 <strong>Open Log</strong>.</p>
-<p>In addition to the log messages shown in the message list, Vecto
+<p>In addition to the log messages shown in the message list, VECTO
 writes more elaborate messages in the subdirectory logs. If multiple
-simulations are run in parallel (e.g., in declartion mode a vehicle is
+simulations are run in parallel (e.g., in declaration mode a vehicle is
 simulated on different cycles with different loadings) a separate
 log-file is created for every simulation run.</p>
 <dl>
@@ -838,14 +883,14 @@ Files can be created and edited using the <a href="#vehicle-editor-general-tab">
 <dd>
 Files can be created and edited using the <a href="#engine-editor">Engine Editor</a>.
 </dd>
-<dt>Filepath ot the Gearbox File(.vgbx)</dt>
+<dt>Filepath to the Gearbox File(.vgbx)</dt>
 <dd>
 Files can be created and edited using the <a href="#gearbox-editor">Gearbox Editor</a>.
 </dd>
 </dl>
-<p>Filepath ot the Shift Parameters File(.vtcu)</p>
+<p>Filepath to the Shift Parameters File(.vtcu)</p>
 <dl>
-<dt>Filepath ot the Hybrid Strategy Parameters File(.vhctl)</dt>
+<dt>Filepath to the Hybrid Strategy Parameters File(.vhctl)</dt>
 <dd>
 Files can be created and edited using the <a href="#hybrid-strategy-parameters-editor">Hybrid Strategy Parameters
 Editor</a>.
@@ -860,9 +905,9 @@ Editor</a>.
 <dt>Auxiliaries</dt>
 <dd>
 This group contains input elements to define the engine’s load from the
-auxiliaries. In Declaration Mode only the pre-defined auxiliaries are
-available and their power-demand is also pre-defined, depending on the
-vehicle category and driving cycle. The list contains the pre-defined
+auxiliaries. In Declaration Mode only the predefined auxiliaries are
+available and their power-demand is also predefined, depending on the
+vehicle category and driving cycle. The list contains the predefined
 auxiliaries where the concrete technology for each auxiliary can be
 configured using the <a href="#auxiliary-dialog">Auxiliary Dialog</a>.
 <strong>Double-click</strong> entries to edit with the <a href="#auxiliary-dialog">Auxiliary Dialog</a>. No other types of
@@ -880,8 +925,8 @@ ways.
 </dl>
 <p>The first option is to define the power demand directly in the
 driving cycle in the column “Padd” (see <a href="#driving-cycles-.vdri">Driving Cycles</a>. This allows to vary the
-auxiliary load over distance (or time, for time-based driving
-cycles).</p>
+auxiliary load over distance (or time, for time-based driving cycles).
+TODO: ask for Padd</p>
 <p>The second option is to define a constant power demand over the whole
 cycle. The auxiliary power demand can be specified depending on whether
 the combustion engine is on or off and the vehicle is driving. The
@@ -921,11 +966,11 @@ selected cycle from the list
 </dd>
 </dl>
 </section>
-<section id="driver-assist-tab" class="level3">
-<h3>Driver Assist Tab</h3>
+<section id="driver-model-tab" class="level3">
+<h3>Driver Model Tab</h3>
 <p><img src="data:image/png;base64,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" /></p>
 <p>In this tab the driver assistance functions are enabled and
-parameterised. The parameters for overspeed, look-ahead coasting and
+parameterized. The parameters for overspeed, look-ahead coasting and
 driver acceleration can only be modified in Engineering Mode.</p>
 <dl>
 <dt>Overspeed</dt>
@@ -1052,7 +1097,7 @@ shown.</p>
 <p>It is recommended to use relative filepaths. This way the Job File
 and all input files can be moved without having to update the paths.
 Example: “Vehicles\Vehicle1.xml” points to the “Vehicles” subdirectory
-of the Job File’s directoy.</p>
+of the Job File’s directory.</p>
 <p>VECTO automatically uses relative paths if the input file
 (e.g. Vehicle File) is in the same directory as the Job File.
 (<em>Note:</em> The Job File must be saved before browsing for input
@@ -1131,7 +1176,7 @@ Mode)</figcaption>
 <section id="description-4" class="level3">
 <h3>Description</h3>
 <p>The Auxiliary Dialog is used to configure auxiliaries. In <a href="#declaration-mode">Declaration Mode</a> the set of auxiliaries and
-their power demand is pre-defined. For every auxiliary the user has to
+their power demand is predefined. For every auxiliary the user has to
 select the technology from a given list.</p>
 </section>
 <section id="settings-1" class="level3">
@@ -1155,7 +1200,7 @@ saving</em></strong></p>
 <div class="engineering">
 <p>In Engineering Mode the auxiliary power demand can either be
 specified in the driving cycle over distance (or time), specified as
-constant load, or via the bus auxiliaires. For more details see <a href="#job-editor">the Auxiliaries tab in the Job editor</a>.</p>
+constant load, or via the bus auxiliaries. For more details see <a href="#job-editor">the Auxiliaries tab in the Job editor</a>.</p>
 </div>
 </section>
 <section id="busauxiliary-dialog" class="level2">
@@ -1168,22 +1213,22 @@ provided.</p>
 <section id="electric-system" class="level4">
 <h4>Electric System</h4>
 <dl>
-<dt>Current Demand Engine On</dt>
+<dt>Current Demand Engine On [A]</dt>
 <dd>
 Demand of the electric system when the ICE is on. The current is
 multiplied with the nominal voltage of 28.3V.
 </dd>
-<dt>Current Demand Engine Off Driving</dt>
+<dt>Current Demand Engine Off Driving [A]</dt>
 <dd>
 Demand of the electric system when the ICE is off and the vehicle is
 driving. The current is multiplied with the nominal voltage of 28.3V.
 </dd>
-<dt>Current Demand Engine Off Standstill</dt>
+<dt>Current Demand Engine Off Standstill [A]</dt>
 <dd>
 Demand of the electric system when the ICE is off and the vehicle is at
 standstill. The current is multiplied with the nominal voltage of 28.3V.
 </dd>
-<dt>Alternator Efficiency</dt>
+<dt>Alternator Efficiency [-]</dt>
 <dd>
 The electric power demand is divided by the alternator efficiency to get
 the mechanical power demand at the crank shaft
@@ -1192,24 +1237,24 @@ the mechanical power demand at the crank shaft
 <dd>
 The “conventional alternator” generated exactly the electric power as
 demanded by the auxiliaries. The “smart alternator” may generate more
-electric power than needed during braking phases. The exessive electric
+electric power than needed during braking phases. The excessive electric
 power is stored in a battery. In case “no alternator” is selected (only
 available for xEV vehicles) the electric system is supplied from the
 high voltage REESS via a DC/DC converter.
 </dd>
-<dt>Max Recuperation Power</dt>
+<dt>Max Recuperation Power [W]</dt>
 <dd>
 In case of a smart alternator, defines the maximum electric power the
 alternator can generate during braking phases.
 </dd>
-<dt>Useable Electric Storage Capacity</dt>
+<dt>Useable Electric Storage Capacity [Wh]</dt>
 <dd>
 In case of a smart alternator, defines the storage capacity of the
 battery. In case the battery is not empty, the electric auxiliaries are
 supplied from the battery. Excessive electric energy from the smart
 alternator during braking phases is stored in the battery.
 </dd>
-<dt>Electric Storage Efficiency</dt>
+<dt>Electric Storage Efficiency [-]</dt>
 <dd>
 This efficiency is applied when storing electric energy from the
 alternator in the battery.
@@ -1222,6 +1267,10 @@ case “no alternator” is chosen as alternator technology. In case of a
 smart alternator, the low-voltage battery is used first and if empty the
 energy is drawn from the high voltage system.
 </dd>
+<dt>DC/DC Converter Efficiency [-]\</dt>
+<dd>
+TODO
+</dd>
 </dl>
 </section>
 <section id="pneumatic-system" class="level4">
@@ -1233,13 +1282,13 @@ energy is drawn from the high voltage system.
 defining the mechanical power demand and the air flow depending on the
 compressor speed.
 </dd>
-<dt>Average Air Demand</dt>
+<dt>Average Air Demand [NI/s]</dt>
 <dd>
-Defines the average demand of copressed air througout the cycle.
+Defines the average demand of compressed air throughout the cycle.
 </dd>
-<dt>Compressor Ratio</dt>
+<dt>Compressor Ratio [-]</dt>
 <dd>
-Defines the ratio between the air compressor and combustio engine
+Defines the ratio between the air compressor and combustion engine
 </dd>
 <dt>Smart Air Compressor</dt>
 <dd>
@@ -1252,20 +1301,20 @@ processing</a>.
 <section id="hvac-system" class="level4">
 <h4>HVAC System</h4>
 <dl>
-<dt>Mechanical Power Demand</dt>
+<dt>Mechanical Power Demand [W]</dt>
 <dd>
 Power demand of the HVAC system directly applied at the crank shaft
 </dd>
-<dt>Electric Power Demand</dt>
+<dt>Electric Power Demand [W]</dt>
 <dd>
 Electric power demand of the HVAC system. This is added to the current
 demand of the electric system
 </dd>
-<dt>Aux Heater Power</dt>
+<dt>Aux Heater Power [W]</dt>
 <dd>
 Maximum power of the auxiliary heater
 </dd>
-<dt>Average Heating Demand</dt>
+<dt>Average Heating Demand [MJ]</dt>
 <dd>
 Heating demand for the passenger compartment. This demand is primary
 satisfied from the combustion engines waste heat. In case the heating
@@ -1279,7 +1328,7 @@ processing</a>.
 </section>
 <section id="vehicle-editor-general-tab" class="level2">
 <h2>Vehicle Editor – General Tab</h2>
-<p><img 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" 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" /></p>
 <section id="description-5" class="level3">
 <h3>Description</h3>
 <p>The <a href="#vehicle-file-.vveh">Vehicle File (.vveh)</a> defines
@@ -1289,15 +1338,16 @@ and masses.</p>
 architecture and simulation mode, to edit all vehicle-related
 parameters. The ‘General’ tab allows to input mass, loading, air
 resistance, vehicle axles, etc. The ‘Powertrain’ tab allows to define
-the retarder, an optional angle drive. The third tab is dedicated to all
-electric components in case of hybrid electric and battery electric
-vehicles. In the fourth tab the torque limitations for the combustion
-engine, the electric motor and the whole vehicle can be specified. The
-fifth tab allows to enable or disable certain advanced driver assistant
-systems to be considered in the vehicle. The last tab is dedicated to
-PTOs, either as a basic component or to simulate municipal vehicles such
-as refuse trucks or road sweepers with dedicated PTO activation either
-during driving or during standstill.</p>
+the retarder, an optional angle drive. The ‘Electric Machine’ tab is
+dedicated to all electric components in case of hybrid electric and
+battery electric vehicles. In the ‘Torque Limits’ tab the torque
+limitations for the combustion engine, the electric motor and the whole
+vehicle can be specified. The ‘ADAS’ tab allows to enable or disable
+certain advanced driver assistant systems to be considered in the
+vehicle. The ‘PTO’ tab is dedicated to PTOs, either as a basic component
+or to simulate municipal vehicles such as refuse trucks or road sweepers
+with dedicated PTO activation either during driving or during
+standstill.</p>
 </section>
 <section id="relative-file-paths-2" class="level3">
 <h3>Relative File Paths</h3>
@@ -1352,7 +1402,7 @@ additional trailer
 </dd>
 <dt>Loading</dt>
 <dd>
-Speciefies the loading of both, the vehicle and if available the trailer
+Specifies the loading of both, the vehicle and if available the trailer
 </dd>
 </dl>
 </div>
@@ -1372,8 +1422,8 @@ Depending on the vehicle category and mission the simulation adds a
 standard trailer for certain missions.</p>
 </div>
 </section>
-<section id="air-resistance-and-corss-wind-correction-options" class="level3">
-<h3>Air Resistance and Corss Wind Correction Options</h3>
+<section id="air-resistance-and-cross-wind-correction-options" class="level3">
+<h3>Air Resistance and Cross Wind Correction Options</h3>
 <p>The product of Drag Coefficient [-] and Cross Sectional Area [m²]
 (<strong>c<sub>d</sub> x A</strong>) and <strong>Air Density</strong>
 [kg/m³] (see <a href="#settings">Settings</a>) together with the vehicle
@@ -1438,9 +1488,9 @@ the vehicle.</p>
 <div class="declaration">
 <p>In <a href="#declaration-mode">Declaration mode</a> only the axles of
 the truck have to be given (e.g., 2 axles for a 4x2 truck). The dynamic
-tyre radius is derived from the second axle as it is assumed this is the
+tire radius is derived from the second axle as it is assumed this is the
 driven axle. For missions with a trailer, predefined wheels and
-load-shares are added by Vecto automatically.</p>
+load-shares are added by VECTO automatically.</p>
 </div>
 <p>Doubleclick entries to edit existing axle configurations.</p>
 </section>
@@ -1478,7 +1528,7 @@ saving</em></strong></p>
 </section>
 <section id="vehicle-editor-powertrain-tab" class="level2">
 <h2>Vehicle Editor – Powertrain Tab</h2>
-<p><img 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" 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" /></p>
 <section id="vehicle-idling-speed" class="level3">
 <h3>Vehicle Idling Speed</h3>
 <p>The idling speed of the combustion engine can be increased in the
@@ -1492,23 +1542,28 @@ higher than the idling speed defined in the combustion engine.</p>
 Torque Loss Map</strong> can be defined here to consider idling losses
 caused by the retarder.</p>
 <dl>
-<dt>Four options are available:</dt>
+<dt>The following options are available:</dt>
 <dd>
 <ul>
 <li>No retarder</li>
 <li>Included in Transmission Loss Maps: Use this if the <a href="#transmission-loss-map-.vtlm">Transmission Loss Maps</a> already
 include retarder losses.</li>
-<li>Primary Retarder (before gearbox): The rpm ratio is relative to the
-engine speed</li>
-<li>Secondary Retarder (after gearbox): The rpm ratio is relative to the
-cardan shaft speed</li>
+<li>Primary Retarder (before gearbox, transmission input retarder): The
+rpm ratio is relative to the engine speed.</li>
+<li>Secondary Retarder (after gearbox, transmission output retarder):
+The rpm ratio is relative to the cardan shaft speed.</li>
+<li>Engine Retarder: Used this if the engine already includes the
+retarder losses.</li>
+<li>Axlegear Input Retarder (after axle gear): The rpm ratio is relative
+to the axle gear input shaft speed. Only available for battery electric
+vehicles with E3 motor, serial hybrid with S3 motor, IEPC-S, and
+IEPC-E.</li>
 </ul>
 </dd>
 </dl>
-<p>Both, primary and secondary retarders, require an <a href="#retarder-loss-torque-input-file-.vrlm">Retarder Torque Loss Input
-File (.vrlm)</a>.</p>
-<p>The Retarder Ratio defines the ratio between the engine speed/cardan
-shaft speed and the retarder.</p>
+<p>Primary, secondary and axle gear input retarder require an <a href="#retarder-loss-torque-input-file-.vrlm">Retarder Torque Loss Input
+File (.vrlm)</a>. The retarder ratio defines the ratio between the
+engine speed/cardan shaft speed and the retarder.</p>
 </section>
 <section id="angledrive" class="level3">
 <h3>Angledrive</h3>
@@ -1525,21 +1580,19 @@ transmission loss maps.</li>
 </ul>
 </section>
 </section>
-<section id="vehicle-editor-electric-components-tab" class="level2">
-<h2>Vehicle Editor – Electric Components Tab</h2>
-<p><img 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" /></p>
+<section id="vehicle-editor-electric-machine-tab" class="level2">
+<h2>Vehicle Editor – Electric Machine Tab</h2>
+<p><img 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" /></p>
 <p>For hybrid vehicles and battery electric vehicles the input elements
-on the <em>electric components</em> tab are enabled. Here the component
-file for the eletric motor and battery pack can be loaded or created
-(see <a href="#electric-motor-editor">Electric Motor Editor</a>, <a href="#rechargeable-electric-energy-storage-editor">Electric Energy
-Storage Editor</a>)</p>
-<p>The position where the electric machine is positioned in the
-powertrain can be selected. It is possible that the electric machine is
-connected to the powertrain via a fixed gear ratio. At the moment
-electric machines are supported to be present at a single position only.
-It is not possible to have an electric motor at position P2 and another
-at position P4! However, it is possible that more than one electric
-machine is used at a certain position.</p>
+on the <em>electric machine</em> tab is enabled. Here the component file
+for the electric motor can be loaded or created (see <a href="#electric-motor-editor">Electric Motor Editor</a>)</p>
+<p>The position where the electric machine is located in the powertrain
+can be selected. It is possible that the electric machine is connected
+to the powertrain via a fixed gear ratio. At the moment electric
+machines are supported to be present at a single position only. It is
+not possible to have an electric motor at position P2 and another at
+position P4! However, it is possible that more than one electric machine
+is used at a certain position.</p>
 <p>The <em>Loss map EM ADC</em> can be used to consider the losses of a
 transmission step between drivetrain and electric machine or to consider
 losses of a summation gear. The loss map has the same format as for all
@@ -1548,11 +1601,20 @@ For simplicity or if no such transmission step is used it is possible to
 enter the efficiency directly (i.e., “1” if no transmission step is
 used).</p>
 <p>In case of a P2.5 configuration (the electric motor is connected to
-an internal shaft of the tranmission) the transmission ratio for every
+an internal shaft of the transmission) the transmission ratio for every
 single gear of the transmission has to be specified in the list to the
-right of the electric motor parameters. The ratio is defeined as <span class="math inline">\(n_\textrm{GBX,in} / n_\textrm{EM}\)</span> in case
+right of the electric motor parameters. The ratio is defined as <span class="math inline">\(n_\textrm{GBX,in} / n_\textrm{EM}\)</span> in case
 of EM without additional ADC or <span class="math inline">\(n_\textrm{GBX,in} / n_\textrm{ADC,out}\)</span> in
 case of EM with additional ADC.</p>
+</section>
+<section id="vehicle-editor-reess-tab" class="level2">
+<h2>Vehicle Editor – REESS Tab</h2>
+<p><img 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" /></p>
+<p>For hybrid vehicles and battery electric vehicles the input elements
+on the <em>rechargeable electric energy storage system (REESS)</em> tab
+is enabled. Here the component file for the battery pack can be loaded
+or created (see <a href="#rechargeable-electric-energy-storage-editor">Electric Energy
+Storage Editor</a>)</p>
 <p>For the electric energy storage multiple battery packs can be
 configured either in series or in parallel and the initial state of
 charge of the whole battery system can be defined. For every entry of a
@@ -1578,6 +1640,40 @@ to the electric system (i.e, the stream identifier and number of packs
 used) can be modified.</p>
 <p><img src="data:image/png;base64,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" /></p>
 </section>
+<section id="vehicle-editor-iepc-tab" class="level2">
+<h2>Vehicle Editor – IEPC Tab</h2>
+<p><img 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" /></p>
+<p>For battery electric vehicles of type IEPC-E or hybrid vehicles of
+type IEPC-S, the tab for the <em>integrated electric powertrain
+component (IEPC)</em> is visible. Here the component file for the IEPC
+can be loaded or created (see <a href="#iepc-editor">IEPC
+Editor</a>).</p>
+</section>
+<section id="vehicle-editor-ihpc-tab" class="level2">
+<h2>Vehicle Editor – IHPC Tab</h2>
+<p><img 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" /></p>
+<p>For hybrid vehicles if type IHPC the input tab for <em>integrated
+hybrid powertrain component (IHPC)</em> is visible. Here the component
+file for the electric machine part of the IHPC can be loaded or created
+(see <a href="#ihpc-editor">IHPC Editor</a>)</p>
+</section>
+<section id="vehicle-editor-genset-tab" class="level2">
+<h2>Vehicle Editor – GenSet Tab</h2>
+<p><img 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" /></p>
+<p>For serial hybrid vehicles the <em>GenSet tab</em> is visible. On
+this tab the electric machine used as generator connected to the
+combustion engine can be specified (see <a href="#electric-motor-editor">Electric Motor Editor</a>). It is possible
+to have multiple equal electric machines as generator. The electric
+machines can be connected via a transmission to the combustion
+engine.</p>
+<p>The <em>Loss map EM ADC</em> can be used to consider the losses of a
+transmission step between drivetrain and electric machine or to consider
+losses of a summation gear. The loss map has the same format as for all
+other transmission components (see <a href="#transmission-loss-map-.vtlm">Transmission Loss Map (.vtlm)</a>).
+For simplicity or if no such transmission step is used it is possible to
+enter the efficiency directly (i.e., “1” if no transmission step is
+used).</p>
+</section>
 <section id="vehicle-editor-torque-limits-tab" class="level2">
 <h2>Vehicle Editor – Torque Limits Tab</h2>
 <p><img 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" /></p>
@@ -1601,14 +1697,14 @@ motor plus combustion engine) can be limited. The “Propulsion Torque
 Limit” curve limits the maximum effective torque at the gearbox input
 shaft over the input speed. This curve is added to the combustion
 engine’s maximum torque curve (only positive values are allowed!). For
-details on the file format see <a href="#vehcle-boosing-limits-.vemp">Vehicle Boosting Limits</a>. The
+details on the file format see <a href="#vehicle-boosting-limits-.vtqp">Vehicle Boosting Limits</a>. The
 propulsion torque limit has to be provided from 0 rpm to the maximum
 speed of the combustion engine. In case of P3 or P4 configuration, the
 torque at the gearbox input shaft is calculated assuming that the
 electric motor does not contribute to propelling the vehicle,
-considering the increased losses in the transmission components
-inbetween. For P2.5 powertrain configurations no special calculations
-are necessary as this architecture is internally anyhow modelled as P2
+considering the increased losses in the transmission components in
+between. For P2.5 powertrain configurations no special calculations are
+necessary as this architecture is internally anyhow modeled as P2
 architecture.</p>
 </section>
 <section id="vehicle-editor-adas-tab" class="level2">
@@ -1742,7 +1838,7 @@ Engine File must be saved before browsing for input files.)</p>
 <section id="main-engine-parameters" class="level3">
 <h3>Main Engine Parameters</h3>
 <dl>
-<dt>Make and Model [text]\</dt>
+<dt>Make and Model</dt>
 <dd>
 Free text defining the engine model, type, etc.
 </dd>
@@ -1768,19 +1864,19 @@ This value represents the characteristic rated speed of the engine. It
 is not used in the simulation as the rated speed is derived from the
 full-load curve
 </dd>
-<dt>Rated Power [rpm]</dt>
+<dt>Rated Power [kW]</dt>
 <dd>
 This value represents the characteristic rated power of the engine. It
 is not used in the simulation as the rated power is derived from the
 full-load curve
 </dd>
-<dt>Max Torque [rpm]</dt>
+<dt>Max Torque [Nm]</dt>
 <dd>
 This value represents the characteristic maximum torque of the engine.
 It is not used in the simulation as the maximum torque is derived from
 the full-load curve
 </dd>
-<dt>Dual Fuel</dt>
+<dt>Dual Fuel Engine</dt>
 <dd>
 If enabled, a secondary fuel can be specified.
 </dd>
@@ -1830,7 +1926,7 @@ Cold/Hot Balancing, … can be specified.</p>
 <h3>Dual Fuel Engines</h3>
 <p>If the engine is operated in dual-fuel mode, enabling the checkbox
 “Dual Fuel Engine” shows an additional tab for providing the fuel type,
-fuel consumption map, and fuelconsumption correction factors for the
+fuel consumption map, and fuel consumption correction factors for the
 second fuel. For dual-fuel engines the result files (.vmod, .vsum, XML
 reports) contain the fuel consumption for each fuel separately and the
 total CO2 emissions.</p>
@@ -1917,7 +2013,7 @@ such as the gearshift lines can be provided (see <a href="#gear-shift-model">Gea
 and all input files can be moved without having to update the
 paths.<br />
 Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the
-Gearbox File’s directoy.</p>
+Gearbox File’s directory.</p>
 <p>VECTO automatically uses relative paths if the input file (e.g. Shift
 Polygons File) is in the same directory as the Gearbox File.
 (The Gearbox File must be saved before browsing for input files.)</p>
@@ -1944,6 +2040,9 @@ The following types are available:
 - Power Split configuration</li>
 <li><strong>APT-N</strong>: Automatic Transmission without torque
 converter, only applicable for pure electric vehicles</li>
+<li><strong>IHPC</strong>: Transmission for IHPC configuration</li>
+<li><strong>IEPC</strong>: Transmission for IEPC-S and IEPC-E
+configuration (dummy entry)</li>
 </ul>
 </dd>
 </dl>
@@ -1982,6 +2081,8 @@ the engine’s full-load curve. If the maximum torque is limited by the
 gearbox, the minimum of the gearbox and engine maximum torque will be
 used to compute the <a href="#gear-shift-model">generic shift
 polygons</a>!</li>
+<li><strong>“Max Speed”</strong> define the maximum speed for the
+current gear</li>
 </ul>
 </section>
 <section id="gear-shift-strategy-parameters" class="level3">
@@ -2017,7 +2118,8 @@ lower boundary for allowed ICE operating points.
 <dt>Automated Manual Transmission - Pure Electric vehicle</dt>
 <dd>
 Efficiency shift based strategy. The calculation of gearshift lines and
-the gearshift rules are <a href="#FFOOO">described here</a>
+the gearshift rules are <a href="#pev-gear-shift-model">described
+here</a>
 </dd>
 <dt>Automatic Transmission - Conventional vehicle</dt>
 <dd>
@@ -2034,19 +2136,20 @@ lower boundary for allowed ICE operating points.
 <dt>Automatic Transmission (APT-N) - Pure Electric vehicle</dt>
 <dd>
 Efficiency shift based strategy. The calculation of gearshift lines and
-the gearshift rules are <a href="#FFOOO">described here</a>
+the gearshift rules are <a href="#pev-gear-shift-model">described
+here</a>
 </dd>
 </dl>
 <div class="engineering">
 <section id="gearshift-parameters" class="level4">
 <h4>Gearshift Parameters</h4>
 <dl>
-<dt>Torque reserve</dt>
+<dt>Torque reserve [%]</dt>
 <dd>
 The minimal torque reserve which has to be provided after a gearshift.
 Only used for MT transmissions.
 </dd>
-<dt>Minimum time between gearshifts</dt>
+<dt>Minimum time between gearshifts [s]</dt>
 <dd>
 Defines the time interval between two consecutive gearshifts. Has to be
 greater than 0. This time interval is ignored if the engine speed gets
@@ -2057,21 +2160,21 @@ too high or too low.
 <section id="shift-strategy-parameters" class="level4">
 <h4>Shift Strategy Parameters</h4>
 <dl>
-<dt>The user interface contains input fields for the following
-parameters:</dt>
+<dt>Downshift after upshift delay</dt>
 <dd>
-<ul>
-<li><strong>Downshift after upshift delay</strong>: to prevent frequent
-(oscilating) up-/down shifts this parameter blocks downshifts for a
-certain period after an upshift</li>
-<li><strong>Upshift after downshift delay</strong>: to prevent frequent
-(oscilating) up-/down shifts this parameter blocks upshifts for a
-certain period after a downshift</li>
-<li><strong>Min acceleration after upshift</strong>: after an upshift
-the vehicle must be able to accelerate with at least the given
-acceleration. The achievable acceleration after an upshift is estimated
-on the current driving condition and powertrain state.</li>
-</ul>
+to prevent frequent (oscillating) up-/down shifts this parameter blocks
+downshifts for a certain period after an upshift
+</dd>
+<dt>Upshift after downshift delay</dt>
+<dd>
+to prevent frequent (oscillating) up-/down shifts this parameter blocks
+upshifts for a certain period after a downshift
+</dd>
+<dt>Min acceleration after upshift</dt>
+<dd>
+after an upshift the vehicle must be able to accelerate with at least
+the given acceleration. The achievable acceleration after an upshift is
+estimated on the current driving condition and powertrain state.
 </dd>
 </dl>
 </section>
@@ -2086,13 +2189,13 @@ start gear is independent from the target speed. VECTO uses the highest
 possible gear which provides the defined <strong>torque
 reserve</strong>.</p>
 <dl>
-<dt>Reference vehicle speed at clutch-in</dt>
+<dt>Torque reserve [%]</dt>
 <dd>
-The reference vehicle speed
+The minimal torque reserve which has to be provided for the start gear.
 </dd>
-<dt>Reference acceleration at clutch-in</dt>
+<dt>Reference vehicle speed at clutch-in</dt>
 <dd>
-The reference acceleration
+The reference vehicle speed
 </dd>
 </dl>
 </section>
@@ -2112,12 +2215,12 @@ reference torque over the speed ratio.
 Rotational inertia of the engine-side part of the torque converter.
 (Gearbox-side inertia is not considered in VECTO.)
 </dd>
-<dt>Reference RPM</dt>
+<dt>Reference RPM [rpm]</dt>
 <dd>
 Defines the reference speed at which the torque converter
 characteristics file was measured.
 </dd>
-<dt>Max. Speed</dt>
+<dt>Max. Speed [rpm]</dt>
 <dd>
 Defines the maximum input speed the torque converter can handle.
 </dd>
@@ -2207,9 +2310,10 @@ saving</em></strong></p>
 <section id="description-8" class="level3">
 <h3>Description</h3>
 <p>The <a href="#hybrid-strategy-parameters-file-.vhctl">Hybrid Strategy
-Parameters File (.vhctl)</a> defines all parameters used by the <a href="#hybrid-control-strategy">Hybrid Control Strategy</a> to evaluate
-the best option for splitting the demanded torque between electric motor
-and combustion engine.</p>
+Parameters File (.vhctl)</a> defines all parameters used by the <a href="#parallel-hybrid-control-strategy">Parallel Hybrid Control
+Strategy</a>/<a href="#serial-hybrid-control-strategy">Serial Hybrid
+Control Strategy</a> to evaluate the best option for splitting the
+demanded torque between electric motor and combustion engine.</p>
 </section>
 <section id="strategy-parameters" class="level3">
 <h3>Strategy Parameters</h3>
@@ -2226,27 +2330,30 @@ C_\textrm{SoC}\)</span></p>
 <p>The parameters for the cost function can be defined in the hybrid
 strategy file.</p>
 <dl>
-<dt>Evquivalence Factor Discharge</dt>
+<dt>Equivalence Factor Discharge</dt>
 <dd>
 <span class="math inline">\(f_{\textrm{equiv}}\)</span> in case the
 battery is discharged
 </dd>
-<dt>Evquivalence Factor Charge</dt>
+<dt>Equivalence Factor Charge</dt>
 <dd>
 <span class="math inline">\(f_{\textrm{equiv}}\)</span> in case the
 battery is charged
 </dd>
 <dt>Min SoC</dt>
 <dd>
-<span class="math inline">\(\textrm{SoC}_\textrm{min}\)</span>
+<span class="math inline">\(\textrm{SoC}_\textrm{min}\)</span> Minimum
+allowed state of charge
 </dd>
 <dt>Max SoC</dt>
 <dd>
-<span class="math inline">\(\textrm{SoC}_\textrm{max}\)</span>
+<span class="math inline">\(\textrm{SoC}_\textrm{max}\)</span> Maximum
+allowed state of charge
 </dd>
 <dt>Target SoC</dt>
 <dd>
-<span class="math inline">\(\textrm{TargetSoC}\)</span>
+<span class="math inline">\(\textrm{TargetSoC}\)</span> Targeted State
+of Charge for the REESS at the end of a drive
 </dd>
 <dt>Min ICE On Time</dt>
 <dd>
@@ -2278,7 +2385,7 @@ Exponent <span class="math inline">\(e\)</span> in the cost function
 </section>
 <section id="electric-motor-editor" class="level2">
 <h2>Electric Motor Editor</h2>
-<p><img 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" 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7cX06bCPFq3dDzlZ/9GC/9qRtmDX5czr/Mm/UpLc+ZI8eWZPnOZrdu2Un7hcspaOIbGLhxLC1bMt/VZEosXLaYhgwfLS83wDOv3QlT5hExS1gyJ48f829Nhw4bJ373++eef8jI2HYXQ8ll+W3zyCbVs3pxaff45tRWSyZe1YXl1jjVx4ngaO2YUjRoh+hgyiNq1/YoaN/pQimuXzp3lIcl8aLIT/n0t/96VD11mseUxebwWnzQX91tQm9ataUD//q7xGFMa1bJNmzbR0qVLac6cOdYleMyzKZszsHyyKCfjRN0E0YYPLeb2LL/8evKJn7i/devWSYFVxzLRrYeOTVu2UcGazTRj0Xr6a8ZaGjppDQ2bso6GT19PI2cW0YgZojy7iCYt2Ei5K7fQhs3btf0AAAAAAAAA4hN2EUte+ZBXprCwUErJ5Omz6ddBY+ingROoS/+JpaL7wLE0dMwUKTr8e8sNGzZY4zjZurmQilbNp+Wz+9KSid/S4vHtaWXuRNpQtEbb/nDg9eBtNE9YxDLHs7uLFi3yZOHChbINn5134oTApXMY/s0oL8/bx4LtHGv16lWyjg/Z5T54GRZjhmc+WRy5D14Pvo4sy6E8A/DMmfIQ39mzZ8v7qmQyLJ/8vDrHM+Goj1leeUad1yMvL49ycnLk8rxtvF3M/PnztXAdrzu35X/Y4JlX7oNn1Pn9wvKqjqXiXA8AAAAAAAAACBeeWHPJKwAAAAAAAAAAEE3wZUQteUUQBEEQJH7C5yMoLXXr1gUAAFCJ0P0tiDb4Z5yQVwRBEASJw/AZ4UsL78ggCIIglSP8na/7WxBNsLzyTzQhrwiCIAgSh3H+i3U4QF4RBEEqT2Jh5pXF1VNeDx46SOu2FNGGbZtpQ3FoCrdukMscOnRI3qrZuWcXFRVvsi/DferQ1BWZ97fbyzcy27dYbDLZsVWyWVJMW0x2ig1mdm2j4l3bJdt276Dtkp20Y89Oua479+6mXQa79+2hPfv20p79e2nv/n2098A+2ndgP+0/cIAOMAcP0kFGbDdvu7n1a9askSdTmjZ9ujzxkl/4hEx84iMEQRAEiUTMP/SlAfKKIAhSecLf+bq/BdGIVl73HzxAPcb9Qc+0f5Ne/u4DeqmTB6Lufx3epoHTRxlLBsNS2WbQ96L+HfsynT+Qfb78XcPALT8W1BL3a32XSq+I+6904VtBl0b0qiC5a2NK/v5Deu2HxoImVOfHj+j1nz6met2aUf1uzemtn1vQuz0+pQa/fE4Ne7aiD3t9RR/1aUcf92tPLTLS6PMBneW6tPvzJ0ob/jN9N6on/fBXb+qW1Y9+HT+Aek8aQhlTM2nwzNE0bHYWjZ47gbIWTaVJubNoxrJ5NKdgES1clUd56wpoZdFqWstnRt62SUhxMe0Q8rtHiC4/Z3v37qXpM6bToMGDadTo0TRy1Cjf8OV5fvvtN3lJITO6fxBAEARBED/R/dH3C+QVQRCk8iTm5ZVnXicumUkJNS+kY1+9NgTX0NG1rqb7vqgllwvOPxINnDGKzqp3Ox358pWynbnMMeL+ccnXCa61cYKoY04UdSfWDnDSazfQKXVulFSpexOdlnILnf76LXRm/dvo7DfuoHPfupPOe6c6XfheDbqswb105QcP0LWNkuimj56gas2epjtbPkc1PnuRHmz9Kj32VV165ps36IVvG9CrQoRThPy+/XNLSu3Zmj7u8zV9OuBb+urPH6njiB5CbH+nX8YNpL5ThtGQWX/RSCGz4xdNp+l5c2lewWLKXbucCjasocItG+TM7s49O+Ws7LbiYnkJHj4um8Ozsr44eFC250vQfNOhvbw0DkfO6AoQBEEQJNzo/uj7BfKKIAhSeRLT8iplSfx/Q/EmurzhA3SyEMfTUm7V8zpzC13wzt3mwoFbkQ6ZP9MRQlzV9qeKtub90+tVC5JSjc58vRqdIfo7U9w/S5Tx7dn1b6f/eyORznkzwHlv30XnCy589x66+L3/0GXv30eXC2G9OvUhuu7DR4S0Pi6k9Um6s/n/6O5Pn6f7Wr1MSW1epSe+TqFn279FL3ZqIGdwX09vJsW1oRDXpr3bUcs/OlKbwV2p/bDu1HlUT+qe1Y9+mziY+k8fSZmzs+jv+ZNpkpD5Gcvm04JVubS0sIBWblxL64W88uHIfMixlNdt2+R1VPlUzuHGlNQVK1ZQWseONHbcWPnYLIfEIgiCIOFE90ffL5BXBEGQypOYn3llUeLfdfaZ/CclPHueFExVQp2cIWC5M7O+eKM8vJdnWnXtbeLKCFE9w5LX26S8nlWPb28zxPVOIbF3GPJaXchrjaC8Nryfrm6UJOX1xiaPCXl9SsprdZbX1rUo6ctX6fGvX7fktXbXRpSS/jG90+NTeYhx09/bUsv+AXll4f5+VC8hrxnUa+IQ6j+N5XUc/b1AyGvOTJq5XMjryiW0dD3L6zoq2rJRyOt22rVntyWvy5YtK5W8ckxB3bBhA02aNJm+/OpL+dicmYXAIgiCIH6j+6PvF8grgiBI5UnMy6uZvMICY/b1JjpVI6EBbpGzr/XTmxlLEU1YPIMuee8+Olke6uteJpS8srAGZl9vk8Kqzrye/051Ka9V37mHLm5wryGv5szrw3TjR4/RrR8r8tqqFj38ZbKQ13qKvBqHDAt5/YBnXoW8ftr/W/pyCMtrdyGvv1nyOmDGSBo+Z6whr7No1vIFtHBljiGva6loq5DXXdto9949EZFXNfv376dVq1bRCy++aJQgCIIgiP/o/uj7BfKKIAhSeRI38sqHxDb49Qv5u1WdhFoI6bxUiKSZn8b0oYTnL7K18Txk2CGvprh6yysfNlxDyOt/6NKG99EVhrxez4cNN32Cqn38DN3V4n9092cv0L2tXqaHhLw+KeT1vx3eppe+e5+SWV6FaPPMa+pvbejj3l9Lef1KyCufzIl/79p97B/0+yQhr9NHUObssTRmwRRLXhetyqVlQl5XbyqU8los5dWced0eMXnl8Iwrn724eYsWUmY5PPuKGVgEQRCkpOj+6PsF8oogCFJ5EhfyaurR8Dnj6B8vXGITUScsppc0uFf+9nPbzu30vhDeo165ytWGYVnlx6a4nsbiKuDfvKqzroHfuwbk9dy3VHm9OyivQpiv+OBBuqZRkpTXG+WJmgLyWuPzF43DhmvTk9/Ul2dFZnnlmdd63T6hd3t8Ro2EvDbr8zV9Zslr4GRNP0t5/ZMGzBhFI+aMpywhr5NzsmlW/kJatFovr3y24UjOvKpZt24d1a9fn1auXGmUIAiCIEjo6P7o+wXyiiAIUnkSNzOvnDWbC6X08RmBVRlVYSll0fxqcFd5qDEf0nuK45Bh7cyrENXTxC3Pup7pOGRYlVcWV3lm4ber0wVv30UXCXllWb6s4f10ZWpAXm9o/Cjd/PETdHuz/9JdLWvSPUJeHxDy+rCQ16eEvD6X9g7V6txQ/ha3PsvrL59To15fUrO+39DnA76jtn/+aMlrj3H9qfekoTRo5mgh70JeF06lKbnZlC3kdfGqPMovWinldaOQ1227t8vDhllet0d45pVjzrJu2riRvvnmG5oyZYp8jCAIgiChovuj7xfIK4IgSOVJ3MirOfvadfTv9I/nQ82+3iJ/F3tjkydpzPzJlPDsudYMq0mVujfLW2vG1bgNHDKsHC5s3LK4srSq8sqzrhe8W50ueq+GnHW97IMHpLzy5XFYXm9q+jjd8cmzVF3I63++eEleIufRr+rS09+8Qc91DMrrG92a03u/fkGNe31Fn/RrL+W13dAf6VvrMjkDqM/kgLyOmDuexi6aRlNzZ9McOfMakNc1W9bTxuJNQl53WNd5LauZVzNLcnJo4KBBxqNIJJNSEhIoIQxSMo1FOXlplCjLEyktzyiLhZT5ejueV9uTpk9mitI+IUX0UL7JS0sMjJ2YRr6fklh9/RGkkkT3R98vsSavBelJwe/Q1Cyj1F6elF5glHqXIwiCVMbE1cwrZ2rebLrxo8fppDo32IRUpcrrNwvJvFMK4/G1r7fVaWddBaeyuArkZXL41hRYQ17Prm/+3pVnXe+iC4S8Vn33bnmm4Uvfv1eerOkq82RNQl5v+fhJSvzkv5a88u9dH237Oj3zzZv0/Lfv0atdUqnOj03pze4t5G95G/8ekNcvBnamr4emU6eRv9JPf/emX8cb13id+TeNmjuRxrG85s2hOQWLaDHL64bVtHZLEW0q3kzbd+8U8rqX9h8qe3ldsGABDR482HgUiUBey0VeS5TRcNtHPpBXBIm/6P7o+yWm5LUgnZKS0imgoAWUnpRA0l+5PCGVAirL5UkkPdWrHEEQpJIm7uSVTxzUtM83dPQrVwsBDYqoE55dPfE1Flz7rKsqr2cIaT2+9nVScE8QnJjMXEcnifsmp9S5UfR1E1WpczOdKvo8VYgxL3dWfSG29W+nc4xDiKu+e488fPjy9+8XEvsgXd/kEbql6RN0+yfPykOHzdnXx4XAPtvhTXm24Ve/5xM2fUzv/MwnbGottivwm1c+bLjj8B7UlQ8bHtvfmHn9i0bMnSBnXqcIeZ0t5HXJmqWUX7SK1rG8bttiyeuBcph5LUt59TE56E5Fy0tmSvjCVS5x/6NAyOfX3A6LGJFXBEGiOro/+n6JbXkNyCjPrjpnW/mxVzmCIEhlTVzJ6yHj4OFeEwbTmfVuc/2WVUWVVF3ZGWL5I2tdKX9vyid1Mmn4aytq+Evg9gOmZytK7dnaolGvNvRhr6+o8e9tqUnvtvSREM6PhUw369eemmd0oJYZHYWAdqJWgzpTm0FdpIh+PSyd0jK7U6cRv1CXUb/Rj3/3oe5j+9Ev4wfIMwn3mzKMBkwfSYNnjqZhs7No1LwJ8qzC45dMp8m5s+U1XeeuWEKLVi+l3HX5tFwI6+qN66hw6wbauH2LPFETn6BKzroe2E8HDx2i7ZDX8k0MyGtioiGFIZ5g85Bhqy3kFUGQCET3R98vMSWvHDmbyt+fwVlUl5RmpcpDir3KEQRBKmvibuaVU1S8if7b4a2QJ27SwfJq/raVH/NMabxmx44dkNfyTAzIa0qa+Rx5CanZVjyHaeYMLOQVQZDDj+6Pvl9ibubVOgw4i1INgS2tvNaoUcP4LgYAgNjHT+JOXs0z3nbI7C5nX+Vs6ut6WVXhdpa8Co5Lvo7aD+su+4rH7Nmzh5YuXSoPHy6LxJy85uUJv0w02piIx2IwUeWdPLFe1ixkgMTEFErLNBcKrrcNU7xsUptHaWIdAm0MKSxxvUsav6Soz6sYPzHEWOq6WocP6+RVbImoT5R9KYj1TEkTz6fRyhWf22KXV+frZrxmRlsrHs9jqfoyU9r3DIIgruj+6PslpuTVJp+RP2yYv4fEn3cAAIg5+PvLT+Jy5pUzbelcurHJ43Ri7evpVI2smpjSKiVXPOZZ19PrV6OE5y6gNZvXW4cis+wNHTqUmjX/hFq1bkVftv2KvunQ3pN2X7ejL1p9QV+09ker1q1Fn19S+7QO1KFjGrVt106Oo2vrBbcvCW7H65Y1NosK1xfKGdjSxvyHAl1iSl5ZtIy+9ehlzhIfD1hi1PW24ZJXIT022StZXv2NX1Lsz6vZZ6Jmg211nvJqCnAIzG1XEs62WG1dz5mCc4wS5TWMvjilfM8gCKKP7o++X+Jh5jXsco/w949zhxDEH3id45/K+BrzNvtJ3Mor58VO7wt55ZMyuX/f6km9W+UJmpr83pYOHjrIhib7OnDgABUWFspDbdeuW0uTJk+mXr160a+//Eo9f+1p47dff6UhQ4bImc2cnJzQ5ObQ6jWracXKlTRjxgzqlt6NfvzxR/r7779p5aqVom4N5S3N0y8rWJKzRPaRX5BPq1avEsuUhOhz9WraWryV9u/fL7fLmVBS6oxX27KUV184xc1LAq1yQaIQMVtdpiJiDkmz5I3FSsiNtVweZSoiZq2GJakOEVL6cY3P8VrvcMf3jOMfBczxXMLmmJW1xvd6XhJFf44elLrD2Ra76NrHCY7h2PaS5LVUfQnCec8gCOIZ3R99v8SUvIrw7Kn53aL+fFUtd8626sp14Ta6nUIAAIh2+PvLT+JTXg2f4pMaXd0oSV4axymprhlXebgw395KCS9cTAtX5RreapezkSNG0O233EqJt91Ot9x4E918w410i4NbRfk7b71tLFFyGn2QSnfdfgfdKfq8+fob6CbBHbdWk+PUq/s6bd60yWipz769+6hTx2/luDXuqh6Se+68ix667376vedvxtKh81vPnnK97jTWj+H1eu3VZFq7Zq3Ryi2xsSKv1jVLdbNrMspMotWnrsweq1+z3hQhT3n1EB3tepdifM845NXq2yGYTqn1WO/Q4wbXOzizG/62BIXTsY4yujFESpRX/32V7j2DIEio6P7o+yXW5LUsw987up1CEF/gdY5/KuNrzNvsJ3EtrzxzeleLmnRynRstSXXesrQG5bWaaHsD3fLxU7Rpx1bZkXQy8R+eoRw6ZAidc+ZZdME551LVc8+jC88735NXX64l10EXU/RGjBxJ1W66Wbbn/sw+zfvM+f93Dl112eVi7D/lZYA4TlHctWsXtWzRgk47+RTbsjp43a+89DL6vnMXY2l95s2dR7cLgTbXx9wu8zH3c/nFl1DjRh/K9uUpr6XyAa28+OzTJZ6lWJeS5NVLhA5nvX3F3ZcpdKqwucpKkm41eXni/0xwVjLYd/jbYgmnx3NmymVY8uq7r9K+ZxAECRXdH32/QF6D4e8d3U4hAABEO/z95SfxKa9KmvdLo/974w550iZzptUUV1VaTf710uU0fM5YKb6qjq1bt07OPrJMXnT+BRIWOfO+Cpcn13rFWNIeU/KmTJki5c8UQnM57f3zz6cqJ5xE2bNmWQKrhuX1UyGvp59SxVoHL7jPqy69nLpq5NVctz8y/qBTTjiRLjbam8s5+2L+74wzqcG778nlVIGNNXn1hyFqHiIUMpGU19KM7xnN82r2b62TOZOojBdSXvlwX80JmxQsGSzFtkSLvPrDh9wjCKL9o+8XyGsw/L2j2ykE8QVe5/inMr7GvM1+Er/yqpjnDU0epyp1b7aJq1NaGa47561EWr5+pbFkMPn5+XTOWf9HF557niVuUug0UnfxBVUp+RW9vHI2bNhAN159jZy9NJfhvi48l/sz7huo/R75z3/JJyIgicENlPLaXMirMvOqLsdwX35mXmfNnCWE9Azt8mYfznU767TTKa1DmtFDIAsXLoxDeTWWLY08xpK8ijWxyao5nrqOXvJqrZuCPBlSALOs8shrJF4jBIn/OP/ghwPkNRj+3tHtFAIAQLTD319+Etczr+aZgh9qU9sSV5ZUp7yeJm9vo3++eCl9PqAz7di903UYbM6SJXJm05Q2lrirL79C/vbzww9S5e9WTT5MbUQ//fCjsaQ777zxphRcUwrN21tuvJHqp6RQ/ddT5CzvZRddbInihaLNuWedTV+2bmP0EszuXbvpK1HOfV5/zbV03ZVXyftq3/z4hmtF3dVX020330Ld07sZS9tzg1heXY65pOqFdL2Q7WtFv3x7+SWBGWN1/U8+7nhatTIo/XF12LArpVgukvJ6uM+FLfq+TKljaVPvW9HKq/JbT93Jp5R6nQz63ZZokdfDf+4RBDGj+6PvF8hrMPzdpNspBPEFXuf4pzK+xrzNfhLX8ioMVN4sK8yn89+qrhVXvjTOaczrt9JZ4nZ2/kK5jDM5ixfL35SyqDFnVjmVUt9vSGvXrqVdu3bKS86ocJwCzCnasIFuv6UanXf2/1lyyNRJTjZaBNO4USM6+/QzZNvzhLjyfZ453bdvn6h1922Gz4rMJ3xSZ3Yfuv9+ozYYc/3M29EjR1mHMvMyfMt9vFm/Pu0/sF+24fT85Re6+YYbrHU3x3j1pZeNFrEy8xqUk1An1rEEx2pT8gl5XP1GVF5LMb5nPJ5Xc1yxXrZZWDNaeTX7crS1opPX8LelYuXVvT66uN8zCIKEiu6Pvl8gr8Hw945upxAAAKId/v7yk/ieeVXk8c4WNQPiashqQGQDnPF6NTqu1tVUM+1deW3XQOxy6JRXPnyYD7998rHH6cWaz9MLz9W0eOmFF2lFgf509sMzh8uTNKmH3/LZhc3wOpvrPWXSZHrkwYfkGYj5bMT33VODbhe3BY6+1e3k5C9bLs8IrMrrA/feZ9R65+7EO23L8Do+mvSwUWtP927d5ImkTHnlWz4TsZnYmHkVscqFoKSkUWbwOi0iIS47Y8lbYLkSL1WjyJ5t/FLJq0i443vG63lVpJJxrl9IeRWIztT2fLKmFN1hw5wwt6Wi5bXU7xkEQTyj+6PvF8hrMPy9o9spBPEFXuf4pzK+xrzNfhLfM69Kfvq7Dx2XfK014yoF1hDXM+tWo6NrXUndsjICjR0yyHHKqyl3fPZhPmmRyvln/x8tEvKmy49df6BrrrzKkj7uo+5rdYxau4jy/VkzZtKUyZOpID+fdu3cadSEzvJSyisvw+vD7Xn9rhByPmzoMKPWnuLiYrpDac9cd9XVRi3R/PnzacCAAcajSEQRI7+o5uAlgRxFRrxI1FiIJT4e2JZxjWGsR2nlVSSs8T3j/Y8Cav82eeNo5bXkdTJx9hfOtlhtK0peOaV8zyAIoo/uj75fIK/B8HePbqcQAACiHf7+8pNKIa+mD1Z95246rR6fZViIK0urwcm1b6CHWr1KOWuXBxpqopNXPpyXT1Z05qmn2WChXeghr52+/dY2Y8mC+b5xtl415u91/xo1mr4Ty/AJlrp815m+btuW8vNDX6S8NPLKomzKq7lu/BvXzZu3GC3c4d/OqmPwTLQZPpx67ty5xqNIpAzlVYZnzJxnyOWTDPFvN7ULBOKYUWR4mTT3Dz7FKoj+lb7lehyGvMqEMb4+3vIacmwPeeXkiTrX82jMULoPG1bic1uiQl5lSvmeQRDEFd0ffb9AXoPh7yHdTiGIL/A6xz+V8TXmbfaTyiGvxu3nA76jk2pfb824nvH6rUJeb6Vjal0l6jpZwqiLU15ZXO+9pwa99cYb9N4779B7bwdhGV2zenVgQccsbp/ff6ebrrveEkS+feC+gFg6L4NTVFQkDxs+4Zhj6Ywqp0r4hc3LDb1jXNqZ12pCRs9XluHfv/7e8zdZ5zw0eeOGDXTbLbd4zrwiCIIgiN/o/uj7BfIaDKQGABCrQF6VmFK6atM6OuLFy+hMIa8mp9W9mS557z80eMZo2cYrLK98KRpTOo8/+ljq/N13so6l04ksdwgfZ+6cuUISb5bXi+W+mIurVqU+vfsYLYLp2uV7ecZhUxD5ls/0W1JKK6/31fiPTUb5ftL9D1jbo4Zngnmm1Xw+GP5dLoIgCIKEG90ffb9AXo2I/RTe+dvfrgPt7/5r4LZnb9r//U8B+L4o29ezj72uY2ervazjx91+CcD3+/anfaOyaM/W3dodTh3c3kRXv3fFOqt+79zF+jbTZgf7KNyibWPWyzaa+pgaRzy/Zv2+8VPc9QJznBridS6PcZgyHScn32rD98Otj2cq4z9EQV498lzHd+j0urdIcT2r3m10QvJ19Fb3FrRPOZuuLjlLcuiMU6pY13XlQ4N55rX2K69qade2rbGkOw8/+KBNXvnkT9ddfY2ctZ04YQKN+ftvavDuu/KyNCygpiDybO/HH30U6EQjxmbClVdzVnXa1Gl0xSWXWuPJdRO3dWq/RqtWGTPJIizVvG6m6JrbwdvNcc7SIgiCIEio6P7o+wXyaiQ5ObDzV0aEIw/qcrr6/T/9bNUfqJWsbXPw7hpWG5YXXRuzntHVx9I4/Pya9YcuqOqqZ+JtnAPNWlht+H649SC+gLw6YurUrPwF9I/nL5HiyrDEdswUH9ISwmcPPlfIoyl2TFUhhyyhLIlOXlEuG+PM8GHD6JorrgxKIvclRJAf33LjTfLswnxdVu7HHIsf84vKJ24qSQ5LO/PKufWmm+zbKNaLx+ZL71RPvJPuuau6/M2uOkPLnHz8CbRxw0ajFwRBEATxH90ffb9AXo1AXl1AXiGvsQp/lnXl8Qzk1ZXAJWh279tDVzR8gE5//VaqUucmevjL12j15nVGG+/wtVPvFuJ27pln2aRNB8tfcq1XjCX1adjgfTpPiK+6DN+yFJoia9YxJx13PPXP+CNwCG8JE5uHI6/r1q6lM0451VqO14PhdeL+nOvGYsvr1i093egBM68IgiBIeNH90fcL5NVIrVqBnb9//5sOnXBi4PbEk4iOOYboaMFJ4j6XnXSyve7II4lOOCFYJx4fEn/XieH7VU6V8rF3Xo52h1MHtzfR1e9P62zVH3ixlrbNwfsftNrsGzRM28asZ3T1sTQOP79m/aEbbnTVM/E2zoHUxlYbvh9uPYgvIK8e4d+h9p82go5/9Ro6q/5t9FGfdkZNaOFiIZs0aZI8oZE85NeQNy1C7kLJqyl3jT5IpVPFHw/n8k45PPGYY6nlJy1o165dvsSwtPJq9p3199/yLMrOdTFRy4478ij6vOWncjkEQRAEKU10f/T9Ank1gplXF5h5xcxrrIKZV+9UMnkNzL5u2LaJTql7I13T6GEalp1l1HlHFcbZs2fTf+6+R56s6JKqF0q5vJhvFbi89quB3396xezzj4w/rLMPsxSbM5vmLOdVl19BGf0y6MCBA7K9n7C8Jt52u+xHrqPgofsfMGq9o24nzzTfdP0N1nqY0mqKK68r9/tbz56yvbosgiAIgoQT3R99v0BejUBeXUBeIa8gdoC8euYQ7dizi17r+iE92Lr0Jxjiw3dXr1pFy5Yuk7KosmzZUlq7Zq3RUh/nmHPnzKF2X31Fr4k/PrUFX7VpQzNnzDBqA/G7nnv37qWCggJl3ZbRqpUrjdrwkvX3GHokKUmeyIkvhXO1kGmW7bZffkX794c+yRWCIAiC+Inuj75fIK9GlMOGrcOA+dBgPmSYDw/m+1x3snLYMNfxYcPHm4cNizLrsOHjAnVVqkj52Dsfhw0zuvqIHGYrnl+zvqTDefNZ5sphHKYsx8Fhw95g5tU7lU5eTf/bunMb9RjXP/AgjIQjun7acpuS2vlpYyZUO799mPHTPtw+EQRBEMQZ3R99v0BejWDm1QVmXjHzCmIHyGuIRKtwxZIIQloRBEGQSEX3R98vMSevWalyJ02SlE4FRnFBepJVnpRulnqXuwJ5dQF5hbzGKvxZ1pXHM/L7y0cqpbwiCIIgCBI90f3R90tMyWtBOiUlJJHpoFmpCZTKp96Q5akUOAtHAaUnGW28ynV5+unAzl8ZsXfeEu0Opw51OV39/q/TrPoDTzytbXPwplusNvsG/KltY9YzuvpYGoefX7P+0Flnu+qZeBvnwNvvWW34frj1IL6Ia3nVVQIAAACg8hFT8pqVqp095dlV52wrP/Yq1wYzry4w84qZ11gFM6/egbwCAAAAIGaJJXll+UxN59lU+2HDLinlQ4tTszzLzdSoUSPQj4L4T5mwd8ZccRPYoS7pVtyx0NU3V+oP1rjXVc+3hy6/wmrzvKaeb816RlcfS+Pw82vWb9LU8228jdPDqGcO1no17Hrcxt+tn0BeAQAAABCzxJq8qr9z5cOGdTOsfuXVFsy8usDMK2ZeYxVT6CoTkFcAAAAAxD2xJq9+JNV87FWuDeTVBeQV8gpiB8grAAAAAOKeWJJXYZ/KCZiCM6/28ixKNU/q5FWuC67z6gLXecV1XmMVzLx6B/IKAAAAgJglpuSVw7OtYidNohwCzLOqZrlztlVX7gpmXl1g5hUzryB2kN9fPgJ5BQAAAEDMEnPyWlaBvLqAvEJeYxX+LOvK4xnIKwAAAADiHsirEVzn1QWu84rrvILYAfIKAAAAgLgH8moEM68uMPOKmddYBTOv3oG8AgAAACBmgbwauTdwPU5zZz/S8HU7dTucOtTldPX7P/nUqufriOraqNcR3d+zt7aNWc/o6mNpHPW6qIdOqeKqZ+JtHL52q9mG74dbD+ILyCsAAAAA4h7IqxHMvLrAzCtmXmMVzLx6B/IKAAAAgJgF8moE8uoC8gp5BbED5BUAAAAAcQ/k1Qiu8+oC13nFdV5jFcy8egfyCgAAAICYBfJqBDOvLjDziplXEDtAXkFUkdBkMQAAgBhG990eDUBejUBeXUBeIa+xCmZevQN5BeUC7/ggCIIgsRnIawwE13l1geu84jqvIHaAvIKoAvKKIAgSu4G8xkAw8+oCM6+YeY1VMPPqHcgrKBdUeeX7oOygNlcYzzSCIEhkwt8tuu/2aADyagTXeXWB67ziOq8gdoC8gqhCSpURVbRA5IG8IggS6fB3i+67PRqAvBrBzKsLzLxi5jVWwcyrdyCv2W2omniyEpIzlPJsalNNlFVrQ9lqWxVeLlR9WeI1dmm3xUlJ21aKbZdSZYTvJ/bZRnnGY07ego2UaMhXhZO20bZuZjL7KHUL1ijLLKe0IlFWFHobUhaI7RyzXN5PHCM+pbp49MHLyvGNx4Hlt1GK1WYNZdIeSkuDvCIIEvnw94zuuz0agLwagby6gLxCXkHsAHn1ixSxanYZMyUwwgIXMbzGLu22OClp20qx7bzjYyaBxbVIiJcQraCMbXMIYQRh4SxBLG2Eai/r9tjrTaENNYbRxpRXbb2zXwWW1eCyLMvcNiCrskz2H5BZyCuCIJEOf8/ovtujAchrIAdefEnu/O1P+CdtSzhK3m5NOJp2JRwh+Le8z2VbEo6x1e1N+JfS/hj5eHvCkbRDwPc3JRxL+Qmn0GUJH4r+2/mC25vo6t9MeNqq/zXhZm2bkQmXWW0eSaijbWPWbz7xLO3OMK7ziuu8xir8WdaVxzOQV78YItYmuRq1yTbKMpKpWrIgwgIXMbzGLu22OClp20qx7bzjY4bFy5KuaESKZCh53UhpC5RtYBlfwELuJa8B2cwUy3jJawr31yfEuGKMoByvoUxxP0UVWq435B/yiiBIpMPfLbrv9mgA8mqkjGdeqyY0FTdugdQh/mOhq09OqGnV/5xwi63OJCvhYqtNjYT6tjoT8R+LBx74w7UzjJlXzLyC2AHy6hdTxFjy2mTLsgyWvwxF0LhOPKH8pCYkVKPkDGU52U8GJVfj8sDyXJfMh+py+2rJQZFU8exTtBfj28odffLsqnYm1c+2ONYtQ1lW27+jvdwWcxxzWR9IqTLiLXkGQhAz+TBcTtG2gCRKaRT3heQFImTQPIw2RHsWxkC5MWYai1+gKNCHRiYNQdWuo1nHwmqIox/xzBNiaZ89VTD7tI3L66muHx8WbBwmbIoqtzeEVe0b8oogSKTD3y267/ZoAPJqpJIfNswye911PaiwcLdVD3mFvMYq/FnWlccz8vvLRyCvpohZQsYiqj4uoX12QFyDgsq/MVUee/WjovYphdWQYJZQuWzgd6tmOctpSHm1xnRui6OfNkJS5e9jvfr32BarP2XsEpBSZcQmeSxiZmR5YJbSdjisKXaqbLIQ+mifxu3NMuO3qZmmQLLIGr8TlY9N5LLOGOKo9i/7DMyC2sVThesDy3rJK5dbv6eVfQXE1b5ewe202ptjO54DyCuCIJEOf7fovtujgUjIa1aq8Y+0YZCaZSxcyhSkJ1GC0ol8bPSdlF5glHqXu1LJr/N61FHtxU07uuiin2jFih2yHtd5xXVeQewgv798BPJqE7tkymBhZKFTBU3cZ0E1/3hIseN6IZrVeFZSPUGSLDfaWahyG2yn7VOVQvOxV7n52FXusS1e/YQqt20H45jJ9YmUKiNayVOl0GgXDEuoQw7Daa+2VfvwIlQ7q46FUUipMavqtYwqrHp5Dcqt7EOsex7PDBszqioBaVVF1bwv+lBO3gR5RRAk0uHvFt13ezQQKXkNKYa2FFB60mHKa0E6JfHfVLMT+TiVAo+4/ySSq+NVrksln3kdM2YVnXFGZ3G3HR15ZHsaPXolZl4x8xqz8GdZVx7PyO8vH4G8KuLGM5F8yKz9sOAMSpbCZsyG2sROCGK2OWup9MflZv9aQvSpSmFJ5eZjTbl2W7z6CVWu2xZnex9IqTJimyk1MeVPClxQxFz1zsd+2qtt1T68CNVOqZMyKrbFNmtqa89yaWy0ElVgbULLffC2pAWWU88uLJGivM2YbQ2USaHl39sqsgt5RRAk0uHvFt13ezQQCXkt3xgSmp5qySvPrjpnW/mxV7k2MTrzevDJyM2IFhbuoapVfxIP29ERR7SnPne8YdVHchwnkdiecGdE42EczLwCFcirX1QRU2XNKmfRDP5uNbuNcUit13LmIbjGb071ouejT8Z6bAqycrivq0+1vXHftS2afnSHDVv9e2yLOo5PpFQZCRzyy5JmSJmcORSRUmaImyp0XO6UQ+uxj/aebXncECKtlunq+L7zcGK1rQP3zCuvjzK+V98WxvOkzsoah12r/UJeEQSJdPi7RffdHg3EmrxaAprlLa9mnVe5NpV85lUtf+edMaLIfmIozLwGwMxrbICZV+9AXr1ETClnuTQPn7VOZuRYziaU8newxmG25kmOjHYmfvq0rRvfN9snOy6Ho2vvVS7uB9fNMZauf922eI0TAilVRvi+7TqvQmTth/nyobRKHcudUw5toldCe6+2Qlw9T9hktFAjBdG5HuoyunIFl7yKdUkbo4ioow9ub7/8TkC+7QLsFnDIK4IgkQ5/t+i+26OByMtrFqUafw+deHmj7/BhwEnpJHU0AvJao0YN1zqK/5QJLCPcv7mTGepW3LHQ1Scr9SxHun5UOaqhqedbs55x1rdoMVmM86xVX/jwc7Z68/Zwx+HbSGyPKnt8KRxnPd/G2zgtjXqG5TTcetzG362fQF5BuSClyogpWaBsgLwiCBLp8HeL7rs9Goi0vMqTNx22perDMso7aDY0kmo+9irX5qGHAjt///gH0RFHyNtDRx5J9K9/BeD7XHfkUfa6f/7Tai/biMeH/v1von+LMq47+mg6dPLJtG/mXLmD6Qdub6Kr39/yc6v+4AMPadvwtUHNNvt69tG3MeoZXf3q+h/R1n8cI69tOyLhcnrssYHiPbPf1iYS40Rie/j5NesPnX++q54xx9kiXufyGIcpy3EO1q5jteH74dbHM/xZ1pXHM/L7y0cgr6BckFJlRBUtEHkgrwiCRDr83aL7bo8GykJePQUxklFnUW0nZuKZX90Jm5RyXXDYsAt1HPN6sief3IkGDVpqtYn0OKXdHnWmEocN+6sH8QXkFUQVUqoQBEGQmExlkle7MJZhHIcAq7OyztlWXbkrkFcX6jh82PDpp38n7raTPPggn/NjP+TVUc9AXise/izryuMZ+f3lI5BXUC5AXhEEQWI3lUpe5QynclivQhkdTRyZVPLrvOrqneMUFu6ml17KFA+/FrSjs87qQoXnXWW1idQ4ujaRPgswrvMK4g35/eUjkFdQLkBeEQRBYjeVSV7L8jevZRrMvLrwGqdfv1y65JJ0UdyOshIuttpg5jUAZl4rHv4s68rjGcgriCp4xwcAAEDsovtujwbKQl7L5TevkQ6u8+qipHGSk0fQrH+eZ7VpcfNHNG/eZlc7s55x1jGR2J5wZ0RxnVcQb0BeAQAAABD3RFpeA4cNl8NvXiMdzLy68DPO3sS7rTY1EurTkUe2p1q1hlNh4R6rjVnPqMuaYOYVM6+RBjOv3oG8AgAAACBmKYuZV96J0hHVRxNDXl2EO05y1cbiJnBCp2OOaS9P6sQSa9Yzuj4gr5BXcPjI7y8fgbwCAAAAIGaJ/MxrjAbXeXVRmnEyMwvoggt+EM+lKbEdaMcRx9HBE0+K6DjOelznFdd5VeHPsq48noG8AgAAACDugbwawcyri8MZp2fPxXTxxT+J4nZWPTN37ibb8gxmXjHzCg4fyCsAAAAA4p5IyGuoQ4VVcNiwfqfTibqcrj4W5NWkb99cq55hmb3mmh40atRKqw3kFfIaafizrCuPZ+T3l49AXgEAAAAQs5T1zGtBepLcqYr6y+fgOq8uymIc83Bi5owzutC7746hbZ9/bdXjOq8BcLZhEC6QVwAAAADEPWUmrwXplCR2phJi5czDmHl1URbjrFixQwhrFh19dAfx8GtBO3rtn89b9Zh5DYCZ18ODP8u68ngG8goAAACAuCfy8lpA6UmBw4Rj6nqvuM6ri7IeJz19Pl16aTq9l/CkVT/4X9fRq68Op0mT1traRnpGFNd5BfEG5BUAAAAAcU9E5TUrVe5AJSSlC4WNsWDm1UV5jZP3cQer/ueEW8RN4LDic87pSo0bj5eztZh5tdczmHn1hj/LuvJ4BvIKAAAAgLgnMvKaRalixykhIYliabLVFsiri4oYZ9X9/6Vq1XrJ68QGJLatvJ16zOVWG8hrAMgrUIG8AgAAACDuiYS8xsXZhnGdVxcVPU7LlpPprrt6i6fxa8pOOIe2JBwjqXN8bXlo8fDhBVZbXOcV13lV4c+yrjyekd9fPgJ5BXFN06ZNYx7ddgEAog/d5zfW0G1XtBOZmdc4CGZeXUTLOFu37qeCC2+y2tRIqC9uAocWH3lke6pRoy+1fTPDqsfMq796EF9AXgEQ8M5YLCdWdyYBqIzg+6ZigLwagby6iNZxslr0pMTE3lSlynfiYUBiqyaI7w+jftOJZ1HfvjmuPiCv9vp4BjOv3oG8grgGO5MAgPIC3zcVQyTklQ8b9n9m4cDZiKPuEGJc59VFLIwzd+4matRoPN1RpblVvzbhBHHTjv71r2/o4ovT6f33x9Jff62KyPaEe7ZhXOcVlBeQVwAE2JkEAJQX+L6pGCIlr7zjFA6lk9fgZXgYVZgL0pPCKncFM68uYmkcdaZy3dGn06mnBmdlTdTryfKJofhwZGc/mHmND/izrCuPZ+T3l49UbnnNbkPVqrWhbF0diAu0O5N5efz/mAjkFYDYIe6/bzICcpRg+7uZTW2qBcQqOUNpW45EQl7LK1JETestSKck8+zG8n4qBWpYcEso1wXXeXURS+PoZir5Ejvdui2QZy8+88zOtuvJDki4Rty0o/PO+4EeeOAPat58Ek2cuC7iM6+4zisoLyCvfoiEvKp9QIajDufOZGZKovhwJFKi+IAkpmQapZrkpVFKQgqFaFEu8S2v5k4lE+n3oOi7WrVqEnOMstpJzUg2tsGJHL+cP1shPs/Z/JxY65ZMbbLdbcImUt8fXv1wufqcSqpVmHCUCs02VGuTrW9bAZTm+ybQhrclkUJ9JZVHfMlrcoa2jj+7kNdwE5RRllrnbCs/9irXBjOvLmJ15tVrpnLj112tNn2OuV3c2GdmmbH/uNhqM7xxD8rJ2WrrAzOvsQF/lnXl8Yz8/vIRyOvh7ixGaocTlAm2nUkhpImJaRSYBMmjtMRESnPNiHC5uWMcY/LKO5Vl8H7MzsgI9MfCJkShfHZSMyg5IZkyzMcV8TnzGpOfa143U1i5nZDAwxbYSG2jVz+acinh5f28Hg6ReI4i9TxrCPv7JjOFEsw2eZkV/g9mkNdyDs+qJqULhdVIaVaqnKH1KtcG8uoi3uTVOQ4fNtyz52J6770x8rexJ57YkbISgvJqntX4qKPa09lnf0+1ag2PqrMaQ16BCuTVD+ZOjLxNpjbJ5sySMhsh6pKNQ6KsGRajfbI6S2T1Y+wU8U6hWRdrsxtxhG1nkncUlamNzJSEEDMdFb8jyYkGeQ3AhwYGBK1yy2vwebC1DbFT75tIbaNXP9pyx/Mc7UTiOYrU86wh3O+bvLRESlSMlh9X5Owr5LUcYzscuPTyWqNGjeB+iAFfr3WfcbuXb//1LzrAt0ceSYfk7VHylq/zKsv/+U97e/F4P9/++wg6yLdHHy2vK8rX7eT+zZ3MULfcnq/Nybe6+mZKPV9HVNcPX0fU7Kempp5v42kcfn7N+hWaer71M86uK64T9f+mHUccJ8Z5XIqrOjN7XUJDUR+43uyKhJPpkUcGiPKXaejQfHF7jO9xIrE96Ua9HKd2nbDr4/nWxG/7eLn1E8gr78TwrRRM4/AzFk+5c+PYUXW0b8Pt1R0h9b6KVzkoc9SdSd2OovrYnniQVyEm4v1rva9FXfAfYqop/+DC/xAT+Iebam0yjH/EsS/HbcyZxoqT19L8A5PRvqRt5M+87FfpW/bh+NxymU72rHJeb8d3htle3C95PY3xHG2t8XTr6WgvD+/Wfd/IsezltplX3frJcn4fqWPq3k/mOh7m9itipH2fyfaabfN8XpzrLl57ax1CPNe29eIyx/vRg7C/b9SZV56dFYLr/Z1U9oG8llMc4spxSqr52KtcG8y8uoj3mVddG904ublb6fffc+jxxwfSw1e2t+rzE04RN/bDjpkGJ79itZl/y+PyjMh+xlHBzCsIF/n95SOQV96Bce4QqeXiiQzs+JiwtCrt1WUd91kcrOXU/kG5UWnlVe60KxJhnFTFLqTcTtyasuG8b7xneaeU3/csRckVediwlA9FNuX6+fwHphK2MTiuUq6r91pGWV9+fszfYWa3Ed8Bcmc/nH8Is79WwT7U8ZQ+nO35vaBbRzmW+T1mfi+JdZbr5LF+Zt/m70r5fSWfP+91PKztt15zD1l0bYNHm1Drrn5/O587c33V9TL79UFpvm+s37wmplCKuB8r8hr4XhAojyGvPqIRVxlbeRalak/kpJTrAnl1AXkNPc72086hL7+cTnff3YeqVv2Bjj66gyhuJ74ra1ptfk64Rdy0leXnnNOV/u//ulLt2iMo79wbrDaQ18jDn2VdeTwjv798BPJq7kBZOzOO8pA7R173zZ0kc6dJaQPKlUopr+K9V03skJs7lRLne9B8rJZ73XdQYfLqtf7iy07uRFs4BMVruxz3Xf/YpNabcJmnVBnl1nKKsMl6dR0Zj/W0llf6VtqUuJ7Ox17lQuZ4/eRryXW2dWMc66cSakzrfpjbL7DeW4ok2XCOq5T7ev2Mtu51ddR5LVsCpf++CYQPLY4VeXUSb/LKM5yB9xPLYuSu6+q+JE9QRoNjlvJSObjOq4tYGifcswCX1TiFhXtoyRstrTaZR99AJ5/cSdzlWdmvjdt2NCPhXKvN4/94jc4663spty+8MIxq1vyTJnUfa9XjbMPAD/L7y0cgr7odFeux81/uNe219wM73uYsQ3Yb8QffbAPKFXVnUuwZVo7fvLJEWTNjRr36PlUfa9+/mvYK0SevHjJZ0nZZ9z3+sUlta6EImVpu26k32zjG8rueznGtxz7X0/k4VLnzfaPWMX77sj0u5fYzxvpkJGueY8bZXhLO66fUO++rj72WLYHSf99wAieLw29ewyfS8iplUZ5IyTkDGmLWMxqCmVcXmHmN7Dh//bWSvv9+njzx05xTrrbamCeGUgW3aoL4PjTq+fDk00/vTDff3JMeeCCDGjTIoo4dZ9OK2g2tNph5tcOfZV15PAN59YPXjor6WP3NlO13WmZ78zdUYsdMKWdhNWcaPH+DBsoc286kr7MNm4mD37zyfUsYTJk1dvBFe9nO2V5330FUyWup/4FJvR8Yy/WPTWpbFX6u5efdaM+zhyxPimzx4afy8kLmeoW1nvbXKnjorcd66trr1lu7Pebz7LF+rnJuz9vqtY6Bfku1/RLRv2jn+X0ZYhs8nxfnuttmez22QztOyYT9fSMFN9Amj+9X8HcO5DUQnh0NzHCqh+lGbva1zILrvLqIpXHCnXmNtnFGjVpJrVpNo9dfHyW++36n+8/73Kpfm3CiuDHlNkhaQnWrzY/H/kdes/Y//+lHDz/cXwjuWJp9z4tWPWZe4x/IKwAC286kiP66izpRjQN5FdhEhuvEdgf+IcYoV9t73XcQXfLK9w3hkdul+QcmH/e1/9iktnVQ4nVeeVmH0Ia7nsG2wXXw/EcxOZ5RnsziqFlvtX8LljdjPXXrJ5dTysU2Wf8A4rGOZl3Y22/A76+g9DrQbkOo50W37so/OMo2mu1wjSP6Ud+PHpTm+wbXeT18ymXmlc/yi5lX7Q6nDnU5XT1mXmNz5lUlnHEOnHcBdeu2kHr3XiIPKX7qqUHyt7MdTnrcatMy4QFxY5dbLuM6ZuPbTVxjxDP8WdaVxzPy+8tHIK8grnHuTMrk5fH/YyJhy6uuToM8qU8Y7VUqcicVxDssmyVLYrQS9983/L0hdi7s/1gRmL3m8niRV476O9MAUS6uHMirC8hrdI+jHha8rNb7UnCbNp0oZ16ffXYIfXPCY1b9niafaPsA8YP8/vIRyCuIa7Q7kzGUsORVfOhdM2AK/DtCa0dMN1tYIhW/kwriGOM97DnrGgNUmu+bKKMs5DUmU6uW/AzRv/9Nh044MXB74klExxxDdLTgJHGfy0462V535JFEJ5wQrOPrwR53PBHD96ucKuVj77wc7Q6nDm5voqvfn9bZqj/wYi1tm4P3P2i12TdomLaNWc/o6mNpHH5+zXq+hqqznjHHyRevc3mMw5TlOAdSG1tt+H649fEMf5Z15fGM/P7yEcgriGuwMwkAKC/wfVMxQF6NYObVBWZeY2fmFSdsApBXAATYmQQAlBf4vqkYIi2v7svZBInqEzZBXl1AXiGvsQp/lnXl8Yz8/vIRyCuIa7AzCQAoL/B9UzGUy8wrn7Apqs1V5N57Azt/ZcTeGXO1O5w61OV09Qeaf2rVH6xxr7bNocuvsNrs79lb28asZ3T1sTQOP79m/aFTqrjqmXgb52CtV602fD/cehBfQF4BEPDOWKyj2y4AQPSh+/zGGrrtinbKRV5j4VI5mHl1gZlXzLzGKph59Q7kFQAAAAAxS/nIK182B9d51e1w6lCX09XjOq/xd51XZ72fcfjarWYb3XVcS6oH8QXkFQAAAABxT6Tl1fM3r9F+2DBmXl1g5hUzr7EKf5Z15fGM/P7yEcgrAAAAAGKW8pl5jYFAXl1AXiGvIHaAvAIAAAAg7oG8GsF1Xl3gOq+4zmusgplX70BeAQAAABCzRFpeQ10qRyXqjiLGzKsLzLxi5hXEDvL7y0cgrwAAAACIWSI+81qQTkkJqWRzU75UjrMs2gJ5dQF5hbzGKvxZ1pXHM5BXAAAAAMQ9ZTHzmpReYDwyEwOXysF1Xl3gOq+4ziuIHSCvAAAAAIh7Ii2vBelJYicKM69OMPNatuNg5hUzryqYefUO5BUAAAAAMUuk5ZUTEFj1N65RLq4cXOfVBa7ziuu8gtgB8goAAACAuKcs5DWaooq0+3BmJZh5dYGZV8y8xir8WdaVxzOQVwAAAADEPZGWV/1vXisotpNH8e9uk8hz1SCvLiCvkFcQO0BeAQAAABD3RHzmlX/fGiVnZuJZV1WknY9twXVeXeA6r7jOa6yCmVfvQF4BAAAAELOUxcwr70TpKG+ndcmqQ6xr1KjhWkfxnzKhagPRf0t/qMvp6pOfCtb/fIO+TVbVYJsayfo2Zj2jqy9xHPFaz75CCLvRpkZSAt3dXTynYjz11qxndPXJdwXrM+88y1XPtyWN81zb2636/OPd9Xwbb+O0FK+J2ebnJ6uGXY/bOLvl19tHIK8AAAAAiFkiPvMaRSlJXtUceMWYeS0j4lJeBdEyDj+/Zn3+ye56Jt7GaVkj2Ibvh1sP4gx+z/gI5JXJbkPVxAcj+C+X1Sg5I1vf9jDI4A+3bRyD5Axt+/Iiu01ycPurlc22AwAAAGVBZZLXkIcN4zqvLkoaZ8WmdbTjovOtNvM6fEKjcrNcmPWMrn7pu7Wt+k2336htU9I4U/7sZtXvO+kEVz0Tb+OsfeYhqw3fD7cexBcJx4vX2kcgrwzLa7U2lG09zqA21RKoWpuykrgMSk5IpgxtXfmS3aaaENY2lJFtlIltTxby3sZ8DAAAAEQxZSGvLIm2f2ROCHGipLKM7YRNWZQaaj1wwiYXOGETTtgUq/BnWVcez8jvLx+BvDJOefUqixjRIq/ZQtIhqgAAAGKXSMtrQFwd13Xlw3UrSGBVkfacdeXgOq8ucJ1XXOcVxA6Q13DQiqohmLIumZKTq4knVTzOUA6xlYcXB/tIrmaUCyHk2Uxv8dXIq215o845tm4M2UYZS33s6NMlqc5lQ9WZj+WtuU7ctyK/XGdul7gfcmwAAAAgAkRaXvWXyuHL1JT/CZvCCmZeXWDmFTOvsQp/lnXl8Yz8/vIRyCvjFDWJMSuZwULGt5pDiK3luG1C8Lei2v5UnPJqX14eysu/g5UyaI4dWB+rjZDo0PLqmFXVrVOo9fTql2+V54N/x2seXm2tt5+xAQAAgAgQ7zOvvgN5dQF5hbyC2AHyGg5auVJnXu0Sl8yznuIJlphC52gTWtYc8uq1vFrup42z3FxHC0Uo1bbmY5VQ/erKVWHlspLGBgAAACJApOWVEzW/eQ0nuM6rC1znFdd5jVX4s6wrj2fk95ePQF4Zp5CpZbY6ls7grGPJQmc8dlFe8qrO7upwzJCq+B3P6kMp9zU2AAAAcPiUhbzGZDDz6gIzr5h5BbED5DUcXKIWONuw/D2rrS4gnabs8SVmAr9tZYFTDhvm38XaBM+JQ14dy9sOG7aNHRRNPmw4UOdYJ6vc6NM8Y7JzGw28zzbs0a+mH+6jmhDY4NmZ/Y0NAAAAHC6QVyOQVxeQV8hrrIKZV+9AXhmWK/GE8ZMWQLnWqUO81GuisrAF5NXRh1quxSmvArF88ARHSp9qPyyQ5tjij5RZJwVUlov1VsqliFp9ep80yXadV2Xbtf0614mR2+6YwfU5NgAAAHA4RFpeY/aETcphw9ZhwHxoMB8yzIcH832uO1k5bJjr+LDh483DhkWZddjwcYG6KlWkfOydj8OGGV19RA6zFc+vWV+mh/NG0Tg4bBioyO8vH4G8lgHyZEryxEX6+oigk0gAAACgkhEZeQ3IaeAfbL3ACZt0O5w61OV09Zh5xcwrg5lXb/izrCuPZ+T3l49AXiNEhnXpGEF5zDRCXgEAAIBymnmNgeA6ry5wnVdc5xXEDpBXAAAAAMQ9kZbXmE2MyuuBJ8pHKqN9nHClMh7Ggbx6w59lXXk8A3kFAAAAooz+/fuXCWXddzQDeTWCw4Zd4LBhHDYMYgfIKwAAABBlsAyuWLEiopiCWZZ9RzOQVyO4zquLmDphE67zGnZ9PIOZV+9UWnlt2rQpAAAAEDF0f2ucQF4jD+TVCGZeXWDmFTOvIHaAvJYA72ggCIIgSCRSGnmdNbQRTev3Ms3q/wrNHZxMC4fWpkXDXrOxZHgdWjLqLVo6Z7BNKlUgr5BXGcirC8gr5DVWwcyrdyCvCIIgCHKYKY28srjSzrZUlNOEcse9KR/nTmpBm1f3FT3OtNhdPIIWZL5hk0oVL3ktKCigpcuWlcjy5ctty6lUVnktSE+SO1KBy+PEwDVeObjOq4uYOmwY13kNux7EF5DXEoC8IgiCIJFKaeX14I6v6OD2AHs3t6b1i5sEpDa/nTAogy0ZNGTQM3Rlr9Ooyeh3bHLJeMnr6DGT6Idfx1Kn7hPo227jKO2nsdT+hzEGWYJx1OXnsTR46N+Um5trW9akMsqrFNekdCqgLEo1r+1akE5JuM6rdodTh7qcrh4zr5h5ZdSZ1WW1WlCrVkRvvEH04INEN9xA1PbYYP3WBph5jXcgryUAeUUQBEEildLK64HiLyX7tzJtJFy+d05DOjg/lWhhI8mg/k/TJT2q0DndT6QnfrtPK5hOef3upyFUu0UBPdagkB5+dy099PZqeuDNlXR//RV0b70CwQp6ukEOfdRqIE2eOsu2rElllNfgdV4VeRUqG/Wzr7jOq4tYGifcS9jE0jj7Tjubvv+e6MMPiR5+mOiuu4hOO42oy5HBS+GkJbxn3rXgMvPBlldxndd4B/JaAk55zctMoUTxpPETxySmpFGeUVchyUuzrY9JSqZSJx+YyaO0RFGW6H+9M1PEdqYFWuelJbrGknj0x8uqwweWT6FgUSalJCSS0X35hJ+XMLYfQRAkUimtvO7b3EbOuO7dFITLd85sQHtmN7TkNXvAKzRkdn8668fjqUrnY6jZkA9dgumU1959B9G8pXtp0txdNGnOTsnE2TskE7K306gpO6j7n7upjbCzkWNmU0FBcFmTyiiv2pnXrFTxNy7KZ15xnVcXsTROuFIZTeOs+eFPGjqU6N13iWrXJrr4YqJ7zwmOszbhbPOuDVVOfzruPbr0Unn0Oz3zDFGnTkQL7sd1XisT8vvLRyCvHBbXRCFeivXkpaU45DCC8SNZodrIukR7vSm0fuXNaG/Kqyu6MZSwrAaXZXHmtoqsyv5VmS2HyHX2uf0IgiARTGnldc+GVrS7yGB9K9ol4PKt096jnbMa0OKZdeix/lfT479dLZepmfEkHdP9CDq/9ekuwXTKKz8+dIho3779Lvbu3U8Llh2gWs1WUqtO42jKtNm2ZdU+nNsQbURaXjnB37yaREpcAzO4Zr+BGd5A1DH9lLuCw4Zd4LDhyI1TWEg0YADRF18QvfAC0Yzjg+PUSMgy71pUTQiOs+KfVenss4keeiggpj+L7nkmdnVdnLAJBJHfXz4CeRVh8SrXGUI/CSViRl1airLeLOApLOF+5C0gmylieS95zeS+M0OsgxgvKMqZlCLuZ6pCy/VlJf9egbwiCFJBKa287ir8gnau+5x2rv2cdhhwedHEt2nG+FfonoxLacCmvvTIgHvkMg+n15DyenyLI12C6ZTXfv360cGDB2nXrl02tm3bRkVFG2n8zCJ6sUmOuN1AAwcOppycHNvyTGWV17KKFFHz2GP1d7TyfioFalhwSyjXBdd5dRFTJ2yKkuu8zphBNK9eZ1p/bFUqPKYq9T2qFr81TIe0GJnwoFgPXpeq9Ng/h8lZ06uvJnrtNaIWwjknds+hA+eF3h6csMkb/izryuMZyGsJqPJaovAIKUrhQ3LFk5qQmBIQRilK4r6QPFmeIGTQdLUQ7VkYA+XGmHksfkZb2YexJqFEzKxjYTVksUTZVCNFN1N04yGvZv+2deD1VNZPHhZszKyaosrtjSdB37fjUGJub/Yh7pf0nCWmZRrPt/15Mpfjmd9wDptGEASJVEorr9tXf0bbV31G25iVn1KxgMuzRr5A/82sTgM39aP35rxCF3Y+mer0fplO63CslNdjmx7hEkynvPbq1Yv27t1LxcXFFtxu5eoNlDV1LfUZtoJ6DF5LKwsP0fQ566jHr31tyzOQ17JMUEZZap2zrfzYq1wbzLy6wMxr6HGKq1QVO9dE119PdP75VjElJwTH+TmB31dE//wnSUGtVo3o9deJ1lx2+NtT0swqZl4rF/L7y0cgryI24WMRE0+eRJYHZiltwmWKnSpRLIQ+2qdxe7NMtk2gFLMxi6wpd7K9sR4WQdGz+pT9sFiqj0OF2wb68ZJXLpcOao3DyyjbJBPcTqu9uR5KnTOu39kGBgr9nHG58741Dv/21uiPX7sStx9BECTyKa28Fq/4lLYWtKQty5kWtHlZC8ro9yQ9O7w6Ze0cRfVnPk53DDuXqnY6mc7pfAKd3jMgr0c1+rdLMJ3y2qNHD9qxYwdt2LCBNm7cKFm/vojGTc2n11quoPvq59P/UvNo0PhD9H7bJdS521Db8kzllFf+ravz72+AiJ6wiWdV5W9rNVLKv7EVg3mVawN5dQF5DYwzcSLRV18R3Xsv0f2XBMfhWVPjrsWxxxJ9cGpwnGV3J8tDhv2MowJ5PTz4s6wrj2fk95ePQF5FtMJnEyjnHzAhUc5ZznDaq23VPtT4qmN5EyJqzKSGXMaIKqx6eQ3KrexPrHsiz2waM6pqAtKqiqd5X/Th9XtX27orMur3OVPvq2Uc52MEQZBySmnllWV1U15z2pTbnDbmNKc1cxpT0uAbaOyu0fTmzCR6cPTFUl6vHXgGXdj3ZCmvx35/BFX/ItElmE55TU9Ppy1bttLq1WtozZq1FkuXr6Vx09fTyElF1LBFBnXsuYyatcmghUvc13utjPLKZxv2FMRIxXY4cOnltUaNGo6/nWLn79//pm3G7Va+PfoY2sW3J55E+/n25JPlLR82LMuPPNLeXjzezrfHHUd7+bZKFXmYKl+3k/s3dzJD3XJ7Fha+1dW/qdTz4a+6fvjwV7OfRzT1fBtP4/Dza9Zna+r51s842+/gcU6ktUfyOD/JGVNRbHFZAo9TlQr+weNcS6+8wuVf0qhRgeX9jhOJ7fnSqJfjpDYOux638XfrJ5BXEe0soSpIOhHzEic/7dW2ah9qfNZJARXrb5splY10CcxU8ptDRRVYm9Byf7wteYHlXP4qpTnFmG0NRAot//ZWI7uBmNKqrKs5jqxX4mzjvK+WcZyPEQRByimlldeNOZ/QhsWfUNGiZvLx1L4v0/0Z11P9qQ/Rs+OudMnraT8fS6c3rkIjpg13CaZTXjt2+pGmzy+mERMKaeREIasKIyYIxO2n7QbQ+02+pgmTptmWNams8up5aG6YkSJs/K21nNMhrhynpJqPvcq1wcyri3ifeRUfUXnio/r1SZ4Q6aijxHsuITiOeSKl008X0npZ4HDfvl+V3QyvCmZeDw/+LOvK4xn5/eUjkFeOPOSXJc14LGcOxR8bKUKGuKlCF1KcfLT3bMvjKrORav9qnH2Z4hdqGU3cM6+mWJoPPcaxYjxPqqjyobuizD2jG4wp3ME24Txn6n1jOfOwYdEvDhtGEKQiUlp5ZWktXPAxrZvXVD7O/OlF+r7rY1S9ywX0UObFlrxe2fs0OqPtcXRx0wtoxPSguKqC6ZTXJi26UK2Pl8pru3rB9e0796cJEybaljWpjPKqk8uIxatvW7lyiR6vcl1wnVcXsTSOn0vYrPkwOM6wo/j1th5azPxHcJwZLf50HfIb7qVyynJ7+PI3ZhvdpXBKqgfxBeS1BGzyKmK7zqsQWfshq3worVLHhapMcWxyVUJ7r7ZCXNUTEbkPpTWk0Dm2Ga9yj7jkVaxLWpoioo7+3HIYkEe7qCoCboXLFPGV2+ZoE9Zz5rhvPjcpLMXq+iEIgpRPSiuvLK1r53xEq7ObyMeDutSkPmnP0ZAeL1H1tAvozoHnS3k9rfmx1KpDdZtYmnjJ6/CRY6lz97+ow49ZnnD9wMEjaMmSJbZlTSqjvKqzpU4O92hid99BGeVZVbPcOduqK3cF13l1EUvj6GTv77+JmjULXDeVTwj9XkJwnAEJAXm94gr50tMvvxDl5ERGKstqe5xAXr3hz7KuPJ6R318+AnlFEARBkMNMaeR1ev+6tPjvt2jVzCa0cnpjKa892jxMnZrdR/06PEGD05+mmz87i27ofRZVaXoM5S6cYhNLEy95ZfLzC0rEuYxKZZTXmA0OG3YRq4cNrzmyqryKkfHQ4vUjguMUPlx+hyfr2uCwYRBpIK8lEN/yyjOd6r/smmh+V4ogCIIcdkojrwXLc2juX60pe1Btyhv3Ps0aWJsG9+tCEyZMsNosyJ1Pj6c9Qi90qmmVOQklr4cL5DWGguu8uoiFcfr2JXr1VaKbjg+cSInJTrhRvJaBM/9eey1R8+ZE8+YFxzFPpKT2b1LS9oRzPVmmLMcp6TquJdXHM/xZ1pXHM/L7y0cgrwiCIAhymCmNvJrkzB4uZ2F55nXe7Emu+pKAvB6+vKonaSrLw4bLNJh5dRGt4wwVbyQ+gRKfYMkooqoJwZnKLSdXpeHD3X2U14woZl5BRSC/v3wE8oogCIIgh5nDkdfDBfKKmVcZyKuLaBlHfJRo2fnBccyzADPHHUf0xBPRdRZgyGvFw59lXXk8A3ktAcgrgiAIEqlAXisOyKsR5bBh6zBgPjSYDxnmw4P5PtedrBw2zHV82PDx5mHDosw6bFhYFddVqSLlg6/bqdvh1MHtTXT1leGwYT7LL+9q3nxzwL9GJvB1UQOHBb948jBq1IhozJhgH/z8WuOU5eG8UTQODhsGKpDXEuAdDQAAACBS6P7WOGEZLAvKuu9oJtLyGuqwYZOoPHwYM68uKmKc3DuTqWpV2yKSWSfGzowoZl4rHv4s68rjGfn95SOVVl4BAAAAEPtEfOY1K1XsRDmuxaqWyWuvhrjeakUF13l1UV7j5L7lvoQNc/nlRJ99FpiFjfQlbMry+qvlNQ4ulQNUIK8AAAAAiHvKYubVfT3VAkpPMmdc1ftRFFzn1UVZj8NnAT7vPPv1V4cd9bQ8JJivuaq2jbRUluX1V8trHMirN5h59Q7kFQAAAAAxS6TltSA9SexE6WZezdnWLEqNxplXHDbsoizGYSmtUyfwc2CzOOXI+DqcF4cNg4oA8goAAACAuCfS8iojZVX9nasps4FZ14Ro/NErrvPqIpLjbD+tKq07uqp4ji2foosvJvroI6LiNhE4wVEY11/FdV7jH/4s68rjGfn95SOQVwAAAADELGUir7EYzLy6iMQ4rVrZx+Gb6tWJpk0Ltom3GVHMvIKKAPIKAAAAgLgH8moE8uricMbp0IHo7LMDVWY9s2KFuw/IK+Q10mDm1TuQVwAAAADELJGXV/5Nq3rIcJCovESOGVzn1UVpxvnlF6Izz7ScST6VRceK5c+L7DjOelznFYcNV3bk95ePQF4BAAAAELNEWl7ldV6j2lI9gplXF+GOU/PMLPMunXgi0bvvkniPlc/2YOYVM68q/FnWlcczkFeFnJwcEMXoXjMAAADAD2Uhr+5L5cRAIK8u/Iyz+/bgODUSsuioo+QktnhvBduY9Yy6rAnkFfIKDh/IqwILEhKdgbwCAAA4HCItr1SQTknOS+XEQnCdVxehxhFvHapZk2jWP4PjtL37T7FfYu+DMesZZx0Tb9dfxXVeKx7MvHoH8opUaMzZV1Dx6D47AAAQ7ZTFzCvvROmI6qOJMfPqwmucdu2Cv2vNSii7cVQw82qvZzDzClTk95ePQF6RCg2kKTrA6wAAiFUiPvNaTilIT7L9tlY+FjtvjHrYsle5K/feG9j5KyP2zpir3eHUoS6nq9//yadW/cEa92rbHLr8CqvN/p69tW3MekZX7xyHzxT88MPBxS64gGjr2ZEfR9empO3h59esP3RKFVc9E2/jHKz1qtWG74dbH8/wZ1lXHs/I7y8fgbwiFRpIU3SA1wEAEKvEpLzKQ5OFkJryajtUuYDSk5JIeqpXuS6YeXWhjrPyvmQ6/vjAQz7p8ksvBdqU5QyvCmZe7fUMZl6BCuRVoSR57XBHAqVkGg/M5HWgO+7oQHnGQ1tC1UU6ZTmWV9/luH2QpugArwMAIFYpC3kNznayLLI0RvKQYUNC01MteeXxnLOt/NirXBvIqwt1nJ8T+PkhOuccookTg20gr/Z6BvJa8fBnWVcez0BeFUqS17wOd9AdHeyqpiuzYspdeUge5BWUA3gdAACxSqTlVYprUrpQTL7eqzoDGmLWM4xYAprlLa9mnVe5NrjOq4ulDTvTin9UpfyEqtTzH7XoxRfdbSIxDq7ziuu8gsMH8qpQkry6ZS2POtxxB3m5K+Q1ctFJU+tbEyg5w162Nbs13Xpra8pWy/zURZqyHMurb1253/Xw2Q7yCgCIVSItr8FL5SjyKmdLIzD7yhIsxVgkAvJao0YNucOnIv5TJvBMGvdv7mSGuhV3LHT1yUo9z+zp+lFn9mpo6vnWrGec9W++yeP8ZNVveKxsxuHbSGyPOlOZr6nn23gbp6VRz/DMarj18Xxr4rd9vNz6CeRVxiGrqryJ+yl3GG+iO1JIHl0s61OUcqNtZgrdwY8ldwQPRbb1cUewvaNvrSyr66JGu2wmpYhxbduREFxnV/sQffsZ03ouzDHk+Lr73tFJU3brW+nW1tklllmYguZX6A6HshzDq29dud9t9rm+kFcAQKxSLjOvLI2lmHlVz1zMzin7Nh5baCTVfOxVrg0OG5aItwS9/nqgODmh7MZRwWHDOGwYHD7y+8tHIK9G1MOEg/dZavn3sMHyBDZSU+68JI9j1dn7sJd7CLMabbn3spkpCbbtkOvr1T7sMTXPhdq3kHd+4wWKPfp2RCtNLuHKpta33kqts5U2Kn5FLhKU5RhefevK/a6Hz3aQVwBArBJpeeW4JTMyhwzbos6i2k7M5DxcWVOuC67zKs8mfOqpgaJjjyX68/6yGccJrvOK67xGGv4s68rjGfn95SOQVzOWbCky5hQw87Hz1qjm+hSxrPXHzqONtazZzkIRTDPO5TmhlrXaO7ZD1z5T0zfHa0y1THnMwszCmpki+uwgygMPvH8zrEQvTQ5ZVQVM3E++1diGW5Mpw6pPVsqNthnJdKu1vbcGD0W29XFrsL2jb60sq+viKHcvm0HJYlzbdiQE19nVPkTfrnKzTK2z9Wlsl6wX/SeLx1yuPg8KkFcAQKxSFvJaLnEcAqwKs3O2VVfuSiWfeR00KPBzXn541FFE06eXzTi6esy8YuYVHD7y+8tHIK9WTNlTJM1L2Jy3stI4ZNc5wxqqDx+H1brWgRNyWY/t0LXX9c3xGlMtUx9LUWVx58fieRC3HTooh02HiJc0qYcJB++z1PLvYYPlCckZepFzYtXZ+7CXewizirbce9mM5ATbdsj19WofakzxgTZ3Xixsy3hsl1yWhdUoZ6HXjAF5BQDEKjErr5FOJb/O69FHB+5efz1RYWGgvizG0dXjOq+4zmuk4c+yrjyekd9fPgJ5VSIPFxbiF5wxZBH0e9hw4Dee5qJ5HVICM6+OPqToqeXBBZS+lGjLQy/ruR3O9qUZ03XYMIe3PXi4Ms/AWr+JLSGe0mSTMkP0rDJHG+etUp/MM5Bi3dyyp+nDbGehCKazvbPMa1mrvWM7dO0zNH2b/evGNNdbvfWqd5abjw0grwCAWAXyaqSSz7zyTQ2xiHhLWPWYecXMK4gd5PeXj0Be1bC0OQ/dFWXBkxQZQmfJXaYUugRjVpOF1Tw8l+XR1t4ot5+wiWcpzfIQJ2wylzWRAh1iWe12aNpb2+GI55ia50LGFFvjIf/21XoQOt7SZMqeIlslCZqt3jhkVzcT6dWHeUhvKJzLm2Wey3psh669rm+vcrPMeetV7yw3HxtAXgEAsQrkNRCWDP77LP5TJlRN4LMNa6tcqA+UuxbqiZTM6686yUoIylGNhCxbnYn64H//c+8MQ14hr7EKf5Z15fGM/P7yEchrOScvDLGrDAklTfJwYSF+wbMM2w+NDX3YMMtr8Her2a3FH0dZZ+8jeBitUW6O5SF5+vLQy3puh7N9OGO6lvHYLueyHmNAXgEAsQrkNRC+Hifv/O1P+DdtSzhB3m5NOIl2JRwj4ftctiXhZFvd3oQjbe358faE42lHwnHy/qaEKvI6qZcl5JgeUSLc3kRX/2ZCZ6v+1wReb3ebkQkPWm0eSRimbcN1BYItJ3lIWDldTxbXecV1XsHhA3lVqGh5lYfRihdE4jXDWkkTUppYtJyH7oqy4EmJDAmzhCxDClyCMavJwmoensvyaGtvvh62ciG8Vt8hTthkLmsiBTrEstrt0LS3tkNpJ9tqys0ytU6OY/ZpbJdzWV1fAsgrACBWgbwawaVyXGDmFTOvsQp/lnXl8Yz8/vIRyCtSoaloacrOEH/s5UmU9PWxSrjbBXkFAMQqkFcjkFcXkFfIK4gdIK8KkNfoTUVIU4Z12Rhl1lPTLtY4nO2CvAIAYhXIqxFc59VFLI2D67ziOq8q/FnWlccz8vvLRyCvSIUG0hQd4HUAAMQqkFcjmHl1gZlXzLyC2AHyqgB5jd5AmqIDvA4AgFgF8mqkkl/nVVeP67ziOq+xCmZevQN5RSo0/NoAAAAAJaH7+85AXo1g5tUFZl4x8wpiB8irAv/RQxAEQRAkNgN59RHIqwvIK+Q1VsHMq3cgrwiCIAiCRHUgrz5SK3CdV/r3v4lOOEHeHjrxJKKjjyE6RsD3ue7kk+11Rx5JdLzR/iRRJh4fOu54ouOOC9RVqSLlg6/bqdvh1MHtTXT1sXT9VcasZ3T1uM4rrvMKDh/IqwLkFUEQBEFiN5BXH8HMqwvMvGLmNVbBzKt3IK8IgiAIgkR1IK8+Anl1AXmFvILYAfKqAHlFEARBkNgN5NVHcJ1XF7jOK67zGqtg5tU7kFcEQRAEQaI6kFcfwcyrC8y8YuYVxA6QVwXIK4IgCILEbiCvPhKjM68HnyyfGdFoHyfcGdF4GAczr95g5tU7kFcEQRAEQaI6kFcfwcyrC8y8YuYVxA6QVwXIK+I3TZs2jXkQBEHiLXElr1mpcidNkpROBUZxQXqSVZ6UbpZ6l7sCeXUBeYW8xir8WdaVxzPy+8tHIK8IoiTW5Q/yiiBIPCZu5LUgnZISksh00KzUBErNMstTie+KB5SeZLTxKtfloYcCO3//+AfREUfI20N8ndZ//SsA3+e6I4+y1/3zn1Z72UY8PsTXg/23KOO6o4+mQyefTPtmztXucOrg9ia6+v0tP7fqDz7wkLYNXxvUbLOvZx99G6Oe0dXH0jj8/Jr1h84/31XPxNs4B2vXsdrw/XDrQXwBeVWAvCJ+A3lFEASJvsSNvGalamdPeXbVOdvKj73KtcHMqwvMvGLmNVbBzKt3IK8IogTyiiAIEn2JF3ll+UxN59lU+2HDLinlQ4tTszzLzdSoUSPQj4L4T5nAMsL9mzuZoW7FHQtdfbJSz3Kk60eVoxqaer416xldfSyNo8pevqaeb+NtnJZGPcNyGm49buPv1k8gr76TR2mJCZSSaTw0k5dGiYlpolaTUHVIVEYrf3l5/P+YSInympkivxwSElMoxfP9HKjjdq56BEGQCkg8yav6O1c+bFg3w+pXXm3BdV5dxNI44Z4FGNd5jW9MoatMQF4VIjXzmpeWSIlpdovRlVkx5RUSGzNxyl9mSqL4MInXWHygEmPA5HzJq7EdJb2fM1MgrwiCREdiVV5ZTuU/GArYOf1KqvnYq1wbHDbsAocN47BhEDtAXhUiJa+WjBoPRQGlJSaSl7tCXmMvNvmzvW4lvNZRknDktaT3M+QVQZBoSbzMvAr7VE7AFJx5tZdnUap5Uievcl1wnVcXsTROuDOiuM5rfMOfZV15PAN5VYiYvDoFRt35F/fNQy35kEy5zy/rg4dgJphthUDwTJ4sS0gMCoKtj8Rge0ff0S5QsRyb/KmiJxILMheWvIZ6P4tAXhEEiZbEjbxyeLbV3AdQDgHmWVWz3Dnbqit3BTOvLjDziplXEDvI7y8fgbyGGfWwyuB9lgDe0Q+WS0EwZcAhBbZYdfY+7OXegoFENqr8OQ+rdT6OxoQnr/Ztcm4f5BVBkGhJXMlrWQXy6gLyCnmNVfizrCuPZyCvCpGU16A8KlLpFErzsfPWqOb6FJ5ZFS+SxKONtazZzkKRWSSiqWzyar3P1PezEcgrgiDREsirj+A6ry5wnVdc5xXEDvL7y0cgr2HH3MlXZDOUeKq3sjKTUlg+nTOsofpIMA5DRso8lU5ede9nI5BXBEGiJZBXH8HMqwvMvGLmNVbhz7KuPJ6BvCpEVl4NiRE7/EGRYQHwe9gwy2vwd6t5aUImZJ29D5aMwDJGeXABl2QgkYtN/hyiF3+/eQ3E/X4OBPKKIEi0BPLqI5BXF5BXyCuIHSCvCpGWVymQzkN3RZnrxEyWaGZKAU0wZlBZWM1DgVkabO2NcvsJm4TwWn3jhE1lGZv82f6hwJyhlA+iNqWR18D7zr1tkFcEQaIlkFcfwXVeXcTSOOGeBRjXeY1v+LOsK49n5PeXj0BeozR5OslAyjxO+Yvn67yWFMgrgiDREsirj2Dm1QVmXjHzCmIHyKtCrMhrQJQww1qR0cpfXh7/PybiS17l+8ucUdYlcKg6t4O8IggSDYG8+gjk1QXkFfIaq/BnWVcez8jvLx+BvCKIkhLlL8oT6+uPIAiiC+TVXyrjDi8AID6AvCpAXhG/gbwiCIJEXyCv/gJ5rRzgdY5/KuNrDHlVgLwifgN5RRAEib5AXv0FUgMAiFUgrwqQV8RvIK8IgiDRF8irv0BeKwd4neOfyvgaQ14VIK+I37D8xToIgiDxFsirv0BqAACxCuRVAfKKIAiCILEbyKu/QF4rB3id45/K+BpDXhUgrwiCIAgSu4G8+gukBgAQq0BeFSCvCIIgCBK7gbz6C+S1coDXOf6pjK8x5FUB8oogCIIgsRvIq79AagAAsQrkVQHyiiAIgiCxG8irv0BeKwd4neOfyvgaQ14VIK8IgiAIEruJJ3ktSE+SO2mS1Cyj1F6elF5glHqX68JtdDuFAAAQ7fD3l59AXhEEQRAEierEjbwWpFNSUjoFFLSA0pMSSPorlyekUkBluTyJpKd6lXsE8lo5wOsc/1TG1xjyqgB5RRAEQZDYTfzKa0BGeXbVOdvKj73KvQKpAQDEKpBXBcgrgiAIgsRu4kZeOXI2lQ8DDs6iuqQ0K1UeUuxV7hXIa+UAr3P8UxlfY8irQtjympdGifyHJSXTKODkUVqiKEtME/cOI2bfFomUknlYPZZdeF1121uWz49IXmaK7TlKTDn8PqMhmSnBbbJhex7LP3lpyvOdGMXvRwRBKm3iaubVOgw4i1INgS2tvNaoUcP9NwUAAGIUP4G86iKlLdEubqawRUJebf1mSulLTHP06iWO5RmvdSjL54fFNTGFVH9iuSp3wVO3PeKvRSalJIhtNB5VZPLSEuVrZj3f4v2YkpBIzrcjgiBIRSZW5TUrNbhTJp3TJp9lc9gwEv/B6xz/wWvsHcirLoaspKUoO/EsVSksVocpMToRirgcRShe61Vmzw/P3kaJOJXpaxIt8hpFzzeCIEiIxPvMa9jlHqlatapxD4nn4HWO/+A19g7kVRdTXFjIjD37TBa1TEVobIe28qGWgTJr5pH70AmKVooMmZF1KZQixpL9ynaOmTC1X3E/hQ/VlW1T9BKiW09jHJZPWzlH6ZNnV7UzqXJ5UR7p58fs13iojbJ+1jbL5UreHmf7wPMs1sG1rsYh0HIZsT7qejn6k8OEGl8bjbyG6NdaT1sb47WRbZTnTH3s6NP1/nAuq8arX3mrvEfFtlr9cl04700EQRCfiRt5FeHZ08D3pzEba0Qtd8626soRBEEqYyCvuth21HkHXsiG7bEjSjn/rjExjQ8F9hAYbR/GDBjLH8sAH8Pp6jOwhDzMU3bsmDXzWjc1Zhu+NSRNhuVNLhuQNrOc5TSkvFpjRuj5cS7P4xt/sAPr4bHNfOu5Pd7t5fPsjNpG9qGUyf6U58d8LYz+3ON7xSmvofsNrGdgW1yvjbqeHNu6lvD+0JWZ8eqXb5XnLmLvTQRBkBCJJ3lFEARBSh/Iqy7WzjbvhAvJYBkxZcLcCRf3U8QOul2uOCwm4rHLzIxod+QNmXH0776vSAGXmWNbKMJgRrRzrafaN8d87FVuPLRilUf4+SlpPL41+7NgkXIsV4r2IZ8jtT/HciHLjYfuOOTVT79+2nDUctt2M473h3NZNaH61ZWL/4X93kQQBPEZyCuCIAjCgbzqouyg82wSHz4bmFAyy1k+WIKMvXF1h97ccVd38NWobc2YZc5+rHamGDjqbbN3unisp61vkZLKjYdWlPLIPj+KAKkxl5fLarZZ7Z8TVnsfz5GujFNSufHQnfKS15LeHx7PN8fveFYfSrmvsREEQfwH8oogCIJwIK+6eO2IW+UB+TB3+uXZcGV5YEeeD+3k34C6ziDMUfvmGGcbtsuf4758GJDEYJ88llguuBL2fmU81tO1DuZjo09D5ORhoK4+RZzrGcnnRx5yK/ozq+TZb03Z9dhmdX041mM/7X08R87+1OfHOePMcT52JTBmUO789MvLBEVT/t5Y1jnW3yr32PbAIyvma2x/vnkcj341/ZTuvYkgCOI/kFcEQRCEA3nVxWtnWylnyTEPjTRPbJRpSoeMXTascB/GcubhlKa02MZ1roNcztEfC4aQBNmPx0lxdOvpLXvGfbM9C6bazoxzeTNKeamfHxEpSsaycrvUw3x12xxye0pur32OxPqxgJknSgr2p56IKFjmOb42vO2qvIr46Vd5XtQzO0sBleXivaSe8dnH+4Ojbr/6ftT2q9s2LivFexNBEMRvIK+hg5M6xXL4kknG30vH6xfuSbzwPoiNyNdJOVsbXufwAnlFkFhMiYKMIAgSP4G8hojtcjrBa8cisRGbyMjXUneZJOV1Dbccia7I10mIp+01x+scTiCvCBKLgbwiCFKJAnn1DsuPc1YGs26xmqCMeL2u4ZYj0RTj9U1PteQ13NfTq7wyBfKKIAiCIEhUB/LqHdfOa1ZwxxiJsfCsWlK6UBzv1zXcciR6Yr1GymuD1zn8QF4RBEEQBInqQF69g53ZOIntcFBITdxF+YcJ9bXB6xx+IK8IgiAIUkHp379/mVBWfVdUIK/ece7MunZukeiPQ1w5Xq9ruOVIdIRfD/MkSxYaGS3p9fQqr0yBvBq59NJLAQAAgIjhJyyEK1asiCimZOrqDgfIa5TGJj5ZlGqe8AeJjWjEVcbrdQ23HIm+qLOleJ3DDuTViN8dDQRBEAQpKZDXyAbyGjo8+2LO5lS2WZhYT1aqYzZOkRGv1zXcciTK4jjUF69zeIG8GoG8IgiCIJFKaeR11tBGNK3fyzSr/ys0d3AyLRxamxYNe83GkuF1aMmot2jpnME2sVSBvCIIgiDxGsirEcgrgiAIEqmURl5ZXGlnWyrKaUK5496Uj3MntaDNq/uKljMtdhePoAWZb9jEUkUnrwUFBbR02bISWb58uW05FcgrgiAIUtGBvBqBvCIIgiCRSmnl9eCOr+jg9gB7N7em9YubBKQ2vx1RgcGWDBoy6Bm6stdp1GT0OzbBZHTyOnrMJPrh17HUqfsE+rbbOEr7aSy1/2GMQZZgHHX5eSwNHvo35ebm2pY1gbwiCIIgFR3IqxHnjkZeZgolGseTM4kpaZRn1FVI8tJs62OSkqnUyQdm8igtUZQl+l/vzBSxnWmB1nlpia6xJB798bLq8IHlUyhYlEkpCYlkdI8gCBLXKa28Hij+UrJ/K9NGwuV75zSkg/NTiRY2kgzq/zRd0qMKndP9RHrit/u0kqmWfffTEKrdooAea1BID7+7lh56ezU98OZKur/+Crq3XoFgBT3dIIc+ajWQJk+dZVvWBPKKIAiCVHQgr0ZsOxosrolCvBTRyktLcchhBMPyWZJkhmoj6xLt9abQ+pVXo70pr67oxlDCshpclsWZ2yqyKvtXZRZBECR+U1p53be5jZxx3bspCJfvnNmA9sxuaMlr9oBXaMjs/nTWj8dTlc7HULMhH7ok03zM9O47iOYt3UuT5u6iSXN2SibO3iGZkL2dRk3ZQd3/3E1t0gto5JjZVFAQXNYE8oogCIJUdCCvRtQdDRavqJshlPIYSl7TKC1FWW8W8BSWcD/yGpDNFLG8l7xmct+ZIdZBjBcU5UxKEfczVaHl+rKSfwRBkChLaeV1z4ZWtLvIYH0r2iXg8q3T3qOdsxrQ4pl16LH+V9Pjv10tl6mZ8SQd0/0IOr/16S7JNB+bZYcOEe3bt9/F3r37acGyA1Sr2Upq1WkcTZk227as2kdFBfKKIAiCcCCvRtQdjRKFT8hiCh+SK2c2UwLCKAVS3BeSFzjEVsig6Woh2rMw2g7HzWPxM9rKPow1MQRVu15mHQurIYslyqYaKbqZohsPeTX7t60Dr6eyfvKwYGNm1RRVbm88Cfq+HYcSc3uzD3G/pOcsMS3TeL6N9TDrleXMlwBBEKQ8U1p53VX4Be1c9zntXPs57TDg8qKJb9OM8a/QPRmX0oBNfemRAffIZR5OryHl9fgWR7ok03zM9OvXjw4ePEi7du2ysW3bNioq2kjjZxbRi01yxO0GGjhwsPy7qS7PQF4RBEGQig7k1YinvLKISZFkGeLywCylTbhMsVNlk4XQR/s0S7rMtgmUYjZmkTXlTrY31sMiKHpWn7IfFkv1cahw20A/XvLK5dJBrXF4GWWbZILbabU310Opc8b1O9vAQKGfMy533rfqDdGVxWZ/CIIg5ZvSyuv21Z/R9lWf0TZm5adULODyrJEv0H8zq9PATf3ovTmv0IWdT6Y6vV+m0zocK+X12KZHuCTTfMz06tWL9u7dS8XFxRb893Hl6g2UNXUt9Rm2gnoMXksrCw/R9DnrqMevfW3LM5BXBEEQpKIDeTVS4syrTZCcEikkyjnLGU57ta3ahxpfdSx9QkSNmdSQyxhRhVW9H0xQbmV/Yt0TeWZTI4UBaVXF07wv+jBF2xnbuisy6vc5U++rZRznYwRBkHJKaeW1eMWntLWgJW1ZzrSgzctaUEa/J+nZ4dUpa+coqj/zcbpj2LlUtdPJdE7nE+j0ngF5ParRv12SaT5mevToQTt27KANGzbQxo0bJevXF9G4qfn0WssVdF/9fPpfah4NGn+I3m+7hDp3G2pbnoG8IkgZpyCdkhJSKct4GF/JotSEJEovMB6qkdsd2N9LdW28frmC9CRK0nYWIj6f36xUY98zKZ3CHAEph0Bejag7GtpZQlWQdCLmJU5+2qtt1T7U+KyTAirWPzCBGWIZGRZGUw6DqAJrE1ruj7clL7Ccy1+lNPNhu8ExpdDyb289Z0BNaVXW1RxH1itxtnHeV8s4zscIgiDllNLKK8vqprzmtCm3OW3MaU5r5jSmpME30Nhdo+nNmUn04OiLpbxeO/AMurDvyVJej/3+CKr+RaJLMs3HTHp6Om3ZspVWr15Da9astVi6fC2Nm76eRk4qooYtMqhjz2XUrE0GLVzivt4r5BVBkNKnJHnVSSUvw/um7uVYMN2iG8FkpUJeozSQVyO2HQ15yC9LmvFYzhyKD48UIUPcVKELKU4+2nu25XGV2Ui1fzXOvkzxC7WMJu6ZV1MszYce41gxnidVVI3Drt0zusGYwh1sE85z5qgX6xRcDIcNIwhSMSmtvG7M+YQ2LP6EihY1k4+n9n2Z7s+4nupPfYieHXelS15P+/lYOr1xFRoxbbhLMs3HTMdOP9L0+cU0YkIhjZwoZFVhxASBuP203QB6v8nXNGHSNNuyJpBXBEFKn/DklWdWef8xKTVV1DmX477KeIYa8hq1gbwace5o2K7zKkTWfsgqH0qr1HGhKlMcm1yV0N6rrRBX2wmbzPVRkMLnHNuMV7lHXPIq1iUtTZE/R39SDm39B6TTLqqKgFvhMkV85bY52oT1nBn35a14zqzl1HVDEAQpv5RWXllaCxd8TOvmNZWPM396kb7v+hhV73IBPZR5sSWvV/Y+jc5oexxd3PQCGjE9KK6qZKplTVp0oVofL5XXdvWC69t37k8TJky0LWsCeUUQNQWUnmTsb6giZYhYuiFfjPPwVuuwVFmXHpQ6VeJK7MdjfF1kX8ExgzOWgT5SxToE6519hRon9Dp4bqczOnnNyhK98x2ucyzHYmlthGYbuI7bqI9lU2Wckp5fyGvUBvJqxO+OBhLFUYUWQRCkAlNaeWVpXTvnI1qd3UQ+HtSlJvVJe46G9HiJqqddQHcOPF/K62nNj6VWHarb5NJEJ6/DR46lzt3/og4/ZnnC9QMHj6AlS5bYljWBvCJIMFLMDCmSs4Q2QVJESEpUUMxkW0WKAoLnJa/e/XiO7wrLnSJ/Nikz5dOxfj7H8VvHsW2nM+p2OyPr7MvxWEHRNLbB2ibjUGPb4/CfX/kY8hqVgbwaiW955ZlO/tJwovldaSwH8oogSJSkNPI6vX9dWvz3W7RqZhNaOb2xlNcebR6mTs3uo34dnqDB6U/TzZ+dRTf0PouqND2GchdOscmliU5emfz8ghJxLqMCeUUQM45DYF1S5FEnl3P+VjOUXIXqx6vOGUPu7IMaCdTZZhxl3+Y6hhonjDqOc3vUhFp/13IOGTe2Ibh5IR6r4zj7da4D5DVqA3k1gplXBEEQJFIpjbwWLM+huX+1puxBtSlv3Ps0a2BtGtyvC02YMMFqsyB3Pj2e9gi90KmmVebES14PF8grgpgJCJ59QsAQIacE2R5rpE4tc8lVqH48xtfG3t45a2n3WrUs1Dgh6uS6hthOZ5zbqsbVF/ejtj0cefV6fkUgr1EbyKsRyCuCIAgSqZRGXk1yZg+Xs7A88zpv9iRXfUlAXhGkrBOGiNkeB4TPLotKX77lKsT4JcV2eKxOXtV1DDVOuHUh2ju3VY2sU5bj9betMOS1sgXyagTyiiAIgkQqhyOvhwvkFUHKPrbfdKpCWIIUyd+GKlJk+y1oGHLlOb4rDmm0SVlA7NRltevnMU6JdV7b6YxzW9XIuuBy3I85ZCCQ18oWyKsR3tEAAAAAIoWfQF79BfKKRF9YClnIHFJWkhSJBEQuQElnG/bux2N8XaRY6toaYpeq1tvXNfQ4odfBczud0TxHVmSduRyvr7MPyGtlC+QVQRAEQSooLIRlQVn1XVGBvCLxG8fMaLnGKXoVlFDyWlGBvEZtIK8IgiAIgkR1IK9IfCQgi+rZfZ2H6ZZvIK+egbxGbSCvCIIgCIJEdSCvSPxEPdSWqUhpiyZ5DTwfFb4uItbhzpDXqAzkFUEQBEGQqA7kFUEQBOFAXhEEQRAEiepAXhEEQRAO5BVBEARBkKgO5BVBEAThQF51yUujROu3CEFS0kR5YhrlGc3KPa71SqSUTKOuHJOXlhJcj0Rehwp7Rso/5mtge+LzKC2Rn4sKfG8gCILEcSCvCIIgCAfyqgsLik5EvMpLSqT6c7Yv7focRvLSEqWkWb6al0kpQqLTynMl/EZ9fiL1XMl+Et2vgxT58n0tEARBKksgrwiCIAgH8qqLl+iUVoAiKk5qPyyOKeK/5RWeYYxSUdUlUs+7GqPPtBTlechMocQUQaTHQhAEQWQgrwiCIAgH8qqLl/So5eJ+Ch8qKmfcUoIiwzORZrk8rDczcEipOTMn+0ihFCE/Vpl2OY0GOdYrj6XJY32k0HJ7S25V0VXu67bDto6KHDvGd8VrHbhfc3uVQ53lLK5ZxgM7+zcfG32Yz1limnhO5X3jeTLrbWMbh/LKx2YfJTxXHutpi9kPP/fGi54plknLVPrnOtmH0o92HREEQRA/gbwiCIIgHMirLiwalnyYCNkwxUWKkTLzZivn38YaFeYhtarYyL65TDwqaTmzfzPO9WLZCnQaWN4QXimFAWMKrqcQKl4mKFIhtkNdRzXWcrp4rIPRlyXjlnDbBVpKtrN/87HRh1xP532rPvgPCLaxzf6s++GupyPqmLJebIftsSNqe906IgiCICUG8oogCIJwIK+6+BIRRSIlLHslLOd1Xy0LFa92znLlcWZKQFjl7CCfcCrwIDBryO1Kux3OeK2DV7n4H0ukPOFTWqZop9YZ0fWhux/Ocn7acpyPzVjlvP5CuPm51Ihyitgu6zkNp38EQRDEFcgrgiAIwoG86uIlFmY535qzhmpKWs7rvtdyzvjpn6M+lqLKMsWPA7OEaWnKoazhbIco8fzNq9c6eJUbD3mWOXCobgkzr2a57n44y/lpy3E+NqOU8+wpn7zJei5luTnbbiwZbv8IgiCIKyXJKwAAgMqD7m9BNBI98ir+Zz/M16vcFBmlP7XvkpYzHlrxWi9zeeehsDLcF/9ONFDHM7DB31t6bIfnOEbfos50s+C6eqyDsy/rsbqNvCzf5zLl0Frz0F21D919vtUdkqtdLtz1dMTZpyn/VrljG9JSgjOvunVEEARBSkwoeQUAAACikfKVV+sw2iC2M8qyaAkJChwWGpQSW7mQs4AkmSdtcswu2u7rlnNEbe+MqAuuj9rGlDXjoRBCmzTptiPUOCK267yq66pbB2dfymO1H1OupdSZ/ZrPt9qH7r68Fe1d2+/9vIeznrb4KLdtFx8+zOWyXreOCIIgSEmBvAIAAIg1yk9ekdiKl1BGU2JhHREEQaI0kFcAAACxBuQV0QfyiiAIEteBvAIAAIg1IK8IgiAIUgkDeQUAABBrQF4RBEGQuEr//v0jTln1y1RUIK8AAABiDcgrgiAIEldhIVyxYkVEKat+Ia8AAACAf8pUXps2bQoAAABEDD+BvPoL5BUAAECsUebyiiAIgiCRSGnkddbQRjSt38s0q/8rNHdwMi0cWpsWDXvNxpLhdWjJqLdo6ZzBNrFUcfYbKSCvAAAAgH8grwiCIEhMpDTyyuJKO9tSUU4Tyh33pnycO6kFbV7dV7ScabG7eAQtyHzDJpYqHKe8FhQU0NJly0pk+fLltuVUIK8AAACAfyCvCIIgSEyktPJ6cMdXdHB7gL2bW9P6xU0CUpvfjqjAYEsGDRn0DF3Z6zRqMvodm2Ayzn6Z0WMm0Q+/jqVO3SfQt93GUdpPY6n9D2MMsgTjqMvPY2nw0L8pNzfXtqwJ5BUAAADwD+QVQRAEiYmUVl4PFH8p2b+VaSPh8r1zGtLB+alECxtJBvV/mi7pUYXO6X4iPfHbfTbJdPbLfPfTEKrdooAea1BID7+7lh56ezU98OZKur/+Crq3XoFgBT3dIIc+ajWQJk+dZVvWBPIKAAAA+Kdc5TUvM4USExIowSAxJY3yjLoKSV6abX1MUjKVOvnATB6lJYqyRP/rnZkitjMt0DovLdE1lsSjP15WHT6wfAoFizIpJSGRjO4RBEHiOqWV132b28gZ172bgnD5zpkNaM/shpa8Zg94hYbM7k9n/Xg8Vel8DDUb8qHVj7NfpnffQTRv6V6aNHcXTZqzUzJx9g7JhOztNGrKDur+525qk15AI8fMpoKC4LImkFcAAADAP+UnryyuiUK8FNHKS0txyGEEw/JZkmSGaiPrEu31ptD6lVejvSmvrujGUMKyGlyWxZnbKrIq+1dlFkEQJH5TWnnds6EV7S4yWN+Kdgm4fOu092jnrAa0eGYdeqz/1fT4b1fLZWpmPEnHdD+Czm99utWPs1+GHx86RLRv334Xe/fupwXLDlCtZiupVadxNGXabNuyah8VFcgrAACAWKPc5JXFK+pmCKU8hpLXNEpLUdabBTyFJdyPvAZkM0Us7yWvmdx3Zoh1EOMFRTmTUsT9TFVoub6s5B9BECTKUlp53VX4Be1c9zntXPs57TDg8qKJb9OM8a/QPRmX0oBNfemRAffIZR5OryHl9fgWR1r9OPtl+vXrRwcPHqRdu3bZ2LZtGxUVbaTxM4voxSY54nYDDRw4WP7dVJdnIK8AAACAf8pNXksUPiGLKXxIrpzZTAkIoxRIcV9IXuAQWyGDpquFaM/CaDscN4/Fz2gr+zDWxBBU7XqZdSyshiyWKJtqpOhmim485NXs37YOvJ7K+snDgo2ZVVNUub3xJOj7dhxKzO3NPsT9kp6zxLRM4/m2P0/qcuZLgCAIUp4prbxuX/0ZbV/1GW1jVn5KxQIuzxr5Av03szoN3NSP3pvzCl3Y+WSq0/tlOq3DsVJej216hNWPs1+mV69etHfvXiouLrbgv48rV2+grKlrqc+wFdRj8FpaWXiIps9ZRz1+7WtbnoG8AgAAAP6pGHllEZMiyTLE5YFZSptwmWKnShQLoY/2adzeLJNtEyjFbMwia8qdbG+sh0VQ9Kw+ZT8slurjUOG2gX685JXLpYNa4/AyyjbJBLfTam+uh1LnjOt3toGBQj9nXO68b43Dv7119ocgCFK+Ka28Fq/4lLYWtKQty5kWtHlZC8ro9yQ9O7w6Ze0cRfVnPk53DDuXqnY6mc7pfAKd3jMgr0c1+rfVj7NfpkePHrRjxw7asGEDbdy4UbJ+fRGNm5pPr7VcQffVz6f/pebRoPGH6P22S6hzt6G25RnIKwAAAOCfip15tQmUUyKFRDlnOcNpr7ZV+1Djq47lTYioMZMachkjqrCq94MJyq3sT6x7Is9saqQwIK2qeJr3RR9ev3e1rbsio36fM/W+WsZxPkYQBCmnlFZeWVY35TWnTbnNaWNOc1ozpzElDb6Bxu4aTW/OTKIHR18s5fXagWfQhX1PlvJ67PdHUPUvEq1+nP0y6enptGXLVlq9eg2tWbPWYunytTRu+noaOamIGrbIoI49l1GzNhm0cIn7eq+QVwAAAMA/5Sav2llCVZB0IuYlTn7aq23VPtT4rJMCKtY/MIEZYhmZwEylXRLtJ22yCS33x9uSF1jO5a9SmlOM2dZApNDyb289Z0BNaVXW1RxH1itxtnHeV8s4zscIgiDllNLK68acT2jD4k+oaFEz+Xhq35fp/ozrqf7Uh+jZcVe65PW0n4+l0xtXoRHThlv9OPtlOnb6kabPL6YREwpp5EQhqwojJgjE7aftBtD7Tb6mCZOm2ZY1gbwCAAAA/ik3eQ0c8suSZjyWM4dC7KQIGeKmCl1IcfLR3rMtj6vMRqr9q3H2ZYpfqGU0cc+8mmJpPvQYx4rxPKmiahx27Z7RDcYU7mCbcJ4z9b6xHA4bRhCkglNaeWVpLVzwMa2b11Q+zvzpRfq+62NUvcsF9FDmxZa8Xtn7NDqj7XF0cdMLaMT0oLgyzn6ZJi26UK2Pl8pru3rB9e0796cJEybaljWBvAIAAAD+KT95FbFd51WIrP2QVT6UVqnjQlWmODa5KqG9V1shruqJiNyH0hpS6BzbjFe5R1zyKtYlLU2RP0d/Ug5t/Qfk0S6qioBb4TJFfOW2OdqE9ZzZ7weXU9cNQRCk/FJaeWVpXTvnI1qd3UQ+HtSlJvVJe46G9HiJqqddQHcOPF/K62nNj6VWHarb5NLE2S8zfORY6tz9L+rwY5YnXD9w8AhasmSJbVkTyCsAAADgn3KVVwRBEAQpbUojr9P716XFf79Fq2Y2oZXTG0t57dHmYerU7D7q1+EJGpz+NN382Vl0Q++zqErTYyh34RSbXJo4+zXJzy8oEecyKpBXAAAAwD+Q11KHZzqN2Ugbmt+VIgiCIIed0shrwfIcmvtXa8oeVJvyxr1PswbWpsH9utCECROsNgty59PjaY/QC51qWmVOnP1GCsgrAAAA4B/IK4IgCBITKY28muTMHi5nYXnmdd7sSa76kvDq93CBvAIAAAD+gbwiCIIgMZHDkdfDpaz6hbwCAAAA/oG8IgiCIDERyGtkA3kFAAAQa5S5vAIAAACRwk9YCCNNWfXLVFQgrwAAAGKNMpVXBEEQBEGiM5BXAAAAsQbkFUEQBEEqYSCvAAAAYg3IK4IgCIJUwkBeAQAAxBqQVwRBEASphIG8AgAAiDUgrwiCIAhSCQN5BQAAEGtAXhEEQRCkEgbyCgAAINaAvCIIgiBIJQzkFQAAQKwBeUUQBEGQShjIKwAAgFgD8oogCIIglTCQVwAAALEG5BVBEARBKmEgrwAAAGINyCuCIAiCVMJAXgEAAMQakFcEQRAEqYSBvAIAAIg1IK8IgiAIUgkDeQUAABBrQF4RBEEQpBIG8goAACDWgLwiCIIgSCUM5BUAAECsAXlFyiRNmzaNeRAEKf/oPouxRqwE8goAACDWgLwiZZJY2oHTJdbXH0FiNfjuKL9AXgEAAMQakFekTIIdUARBShN8d5RfIK8AAABiDcgrUibBDiiCIKUJvjvKL5BXAAAAsUaFyWteWgolJiRQApOYSCmZeUZN7CczxdguJymZRov4D3ZAoyvl8p7MS7N9ptPK8u3OYyWmke5bA98tsZ2wPnt5efx/d8Itj2BCrn9mSuD18njvhpc8SksMvP6lffkhrwAAAGKNCpHXvLRE+cfb2qfMy6SUBLGzG+5fc3UHNsTObMWFtytF/LfyxbkDl5kiXnO5o80yYRTK58fY+TbqnO8B3llP9Hhj6PtUy+3LerUXFZbsmPG9A63ujEp5c2yD7/fl4e+I+sthvCdDbovjMyyfizJ873usC75bYj/az554DZzbG/g8J8rPbqLyoQm3PNIpUV4jPDZ/R5a2S8grAACAWKMC5JV30kuxM6lLVO5UqonfHcySYtuB4x02SwTU56SE54dfX97R1L1ZvPqUO4fmeyIghHLHLuQ6mDt/wXHCkldzz9FYX2scTpjv0cPZEfWXEp7zUAm1LeX9WdSOh++WeIj9sxf8R50EdXttr4/yuodbXgaBvAIAAABlR/nLa0k7haI+xdxZSTR2VuQyKZRmmzlTdmq4P7NfbVuzD2Vc9bG4rx9T317O7ph9h9wD0uxgeo6VQilynUWZrY0os7bL3/oHV6nidnDVHTh+vlQB5cfa18SWwA4mPyc6efXs0xGznWd7VWqVlFpeRV/83rPWJeQ2ulMh8urx/uHnKPg+z7R/3gJNlAQ+j9zOdlim3H7x3lb6t8b2GNdPeaL5uTCqZORYIZ5rR79yPeQyzu8LfLd4rX9wlcruu0X/2XOM55BA63MTbnkZxJe82l6XwHMb+rXjf8QTn0F5P/AeNQN5BQAAUJmIMnk1doCNP8xyR878Q6/+wRY7ALIPtS/zvp+2HOtxiDG17ZWdKDlWqB045w5e6O1Lk+XcJrj+ebyzU+L6K7MIznYVFNsOnLkN8oFYX7GzJUXS2O5EY6fNJqn8uonnhp8jW7kZrz5tMZ9vcdejvfUaOHI48ur5vizjHVF/0b0nde8fzftc3S5d8sxt4tdTmfESy5r9B59vr3FDlSufHdvraSTk+jmWd3z2rNeA33fch9qXed9PW471OMSY2vb4buH4kVfePvXzbj4Ot7ws4ltezddF3td8Rsw2XO68r7wOkFcAAACVieiSV2ed+dhPeThtOaUtF//jnUR5IhjnLJMrjh1MP2P5acNRy6UsqCg7nBUU5w6c9XtTQ+DkjqOxDYH9avFcyZ1v2VrcDzxvoXYytX0qkTuBynOmay/7TxGP+TUVdWYOS15lMUuCUiZfp7LdEfUXzXtSvmdUeN0073PHuoZKiWLkNW5miHJdP8ZDmVDrF2o9SioPpy2ntOXif/huqUTyGs7rEqI95BUAAEBlovzlVfzJtf1rvho/f8Q5uvJw2nJKW248DM4yKTuQrpTXDmaodaiYhNqB450t3Y6jbkfT706ms0+5nPp8OWK253bqb2TNHK68ytdefd3UOq/7IhUjryHeP+r73LGuoWOM41zGfOw1bqhyXT/Gw0Dw3RJyLD9tOGp5yHUom0Beledf18bRHvIKAACgMlEB8sp/e8WOmfjjaxy9Jgp4x4R3OgMzD74Ps9P9Qfdqa+z8mPsrPDMUKPcY07O9ua6y1HtnWca+wxVoX9L2qf07xw2x/laFY/srKN47cOZzYDxUEtihFDvuot4+26OX3WDsfZrvL+8llPb8PGr6Pnx5NbYnxXid1Dqv+yLlLq/mc+F6/2je587ZTyWB93Kwzjbzqr5vzfe857gllKufHc26mOX4btFtn9q/c9zo+W7xI6+2z52I9bkJt7wMUip5VZ9/3WvndV8E8goAAKAyUSHyyrFdi1HsUJk7XfyHOXjiCv0f6+BjU3TETo1Z5tmW74qdAnM8UyqMNq4xZbG+vbruoaXKuYMpohvLuc6882j2bxvXa/3FOFafwZ0g7fjlFNsOnNxhM7aB7xvrZO6kWdug7Fib4Tba59ijT/lc6rbZq734r3yOAishSziRkNdA38brrNZ53Rcpf3kV8Xj/uN/nyuct0ESJ+DTK2cJgP/I5ldsn3q+az5fXuN7loi+j/0Qxlv25DgbfLcpYznUW79do/27xJa+27VJEP9zyMkip5FX3GXG10dwXgbwCAACoTFSYvCI+49hRiZU4d+CCYsMyYRSKrbKVa/Ym7fJq34HV9ck7coGyIOby+nUQUXbozURGXgPrL3dGy2FHNCoTo+/fSpEofW18yatI4PMsvh/4M658aMItj3R8yauaw3wdIK8AAAAqE5DXaE+M7vz7lr8oTankNQKBvCLllpiSV4/k5f1/e3eTm7r18AE4e8qMVVTqLJWqSlVR23+/hq/uJFvIErKBTjO/q7gDRl2J33P8xbFzDCRg8MHPT31UMMY2xsD5xSQ3/vc+H51+wRwtr/EHZel+//Tz0HytOy5PeQVgLZRXmSWrKq/jweincv5AVOQespr3jgVEeQWgNMqrzBIDUBH5TLx3XC/KKwClUV5llhiAishn4r3jelFeASiN8iqzxABURD4T7x3Xi/IKQGmUV5klcQBXOhG5fnKvxdKUEuUVgNIoryIiIiuM8gpAaZRXERGRFUZ5BaA0yquIiMgKo7wCUBrlVUREZIVRXgEojfIqIiKywiivAJRGeRUREVlhlFcASqO8ioiIrDDKKwClUV5FRERWGOUVgNIoryIiIiuM8gpAaZRXERGRFUZ5BaA0yqvMki9fvhRPRK6f3GuxNKVEeQWgNMqrzJKSBnC5lL79IqXGe8f1orwCUBrlVWaJAaiIfCbeO64X5RWA0iivMksMQEXkM/Hecb0orwCU5mbldfe2rTYPD9VDtNlWL7v2hnOye6k2m5fq7EVNLOdt227v2PatnUO6GIAuK1c5duPrplvuZlO9zPmyOPBa995Sdu76vSMcm/XzeoljKSzhZdMcJ589TJRXAEpzm/Jaf4Bvq7fu07se9IbB7rmf5jMPMPd5q7Zx+9tr8j6rKa/pYDR3HJ98TJ4/ED0tZxy7Bx9LXG7y2Ot9MeNrZGpbvLcUn7svrxd+gccffCivAKzFDcprHKRnBpOX+FA3wFxMVlVeu+O2LkqjsyofPCbPGYielpnK66Vee6cmuz7vLfcQ5fVjUV4BWJPrl9c4eMsNzvrpB87ghMvb9uxU/3XAejC4rbbbzf4MWGbefn1h8NB/pTCsp//QT+bfhAHw4a91ZQaYufUNti1MG8zTrqOeJ1lXen20zP2gfPkD3NWW1/DcvYTnOz2uPlJ6blJeJ46z3Uv7moqvk5e3/sxw/rXRnDmO8+3SG+vHH14DyfL7dU8d3ydMz75G47pyr4t+uveWEt5bVlFeB89f8xwcfo7DsRNfg/XleGztjyDlFYA1uU15zQ7e9oOm+GG8aUdT9QC6/mQenVXplhP/Hwek8cO8X3Y7kG4/4PfLGGVq/jjAyG5jl/EAb2J96bbV8+wHHf06+m1oM9imzONtry49ay6vg+d0MG3egehpyR27ueMsmS9Oi5fTx5XLrntMcRDeLrO9b7f8o6/ng9OPvEYnt897S53BNuX28TKymvKaHlu510g3T5w+vpw8X8orAGuywDOv7eXxIKu+vf3JdC9++Ccf5N39+vu3Sa+Hy9uwzH4Zx+bPZjTAnLp/Ov2UeWLS6YPHGrX7ooCsurzWk9szb4Pnc96B6GnJHLvZ46wpTfEsXn82dbSth3K0QE2tN76ep6bnltNerVMv03tLdp6YdPrgsUbtvlhAVlNeP/L8HZhfeQVgTa5fXsNH7uCn/l3SEtDPM/rAnhqYjj/URx/u+3niwDAOSttbjs4/lWsNMDOPt5CsvbzWx0j6/Ka3TV0OuU15PXCc9WdTwzyjbT2cdj3j+3TXp9Z7aHpuOe3VJt5b6uTmiUmn5x7vQqK8Js9Tbp7R/MorAGtyg/IaEj/A4+Cp/fTd1WdbhoPO+NWp+Pth3Vf8wpQw6Awf0t31gx/w7bzd1+j6r/Y1A8P9IsJ2TM2fDA7eZzTAnFrfYJDRDm67dYd90Nw22qZ++sTjba4tPsprvBqO3237fGaP09HlkKuX17Dm/HGWHq9xnljMhtuapjnm97cNzrwOXnPda3FqvUemH3uNem8p/r1lleU19xoZz5O7HKK8ArAmtymvIfVAqvvK2mb/wd2n/kAfDjrDnd7/kZEDH/D7efcf9HFQ2a138MdT6vW107dxcLu/z/uMB5ghufWl2xOTPOa+1ITJ9WClnr6ptsn07OOtk1n/wqK8xsTnqT0e0tumLodcv7yGTBxng9dKPbH7o025Yy9Upf73XZvl1H2rfnzhuM68FieP78npYVnt8g+9Rr237N9DSnxvWWV5zb1G3s2TuRyivAKwJjcrr6vPaAByb1Fem/Rn2q4wEF1k7vw4X2QK3+erKK9pzny+lFcA1kR5vVXufFC/yvJ6gSivcnaU15vmaHlNz67GfPr5ar7+HZenvAKwFsqrzJJVldfxYPRTOX8gKnIPWc17xwKivAJQGuVVZokBqIh8Jt47rhflFYDSKK8ySwxAReQz8d5xvSivAJRGeZVZYgAqIp+J947rRXkFoDTKq8ySOIArnYhcP7nXYmlKifIKQGmUVxERkRVGeQWgNMqriIjICqO8AlAa5VVERGSFUV4BKI3yKiIissIorwCURnkVERFZYZRXAEqjvIqIiKwwyisApVFeRUREVhjlFYDSKK8iIiIrjPIKQGmUVxERkRVGeQWgNMqriIjICqO8AlAa5VVERGSFUV4BKI3yKrPky5cvxRMRuecorwCURnmVWVJ6+VNeReTeo7wCUBrlVWaJ8ioisuworwCURnmVWaK8iogsO8orAKW5WXndvW2rzcND9RBtttXLrr3hnOxeqs3mpTp7UVPLidO7ba5tqu3bJTb8/vKh8rfbxf8WlaPbH47f5tjNHW+76mXTHCPbt3aSiMjCorwCUJrblNd64L+t+t5Xl8LN+QX2GuU1nb57q0vK5twNT5d7qcdw44zL39t2kxT+dmJIM31T/1Bgs6Cmd1J5PbK9b1vlVUSWG+UVgNLcoLzGs1KZonpCGTiaa5fXmEus804Ka5pB+YvPbff4QuHfxh9c1JfTxz1xXNwoyquI3HuUVwBKc/3yGgtLV17S9NNjuUlKTDp/uLxtv47Zf9W4LkDbatud2etL0nDefn2hdOy/+pucBUzm34QSlf06aL2u8fS2jI1v667X/++2L8z3bv37r5jW60yXEy6/ewzt8l6yZzKTYnjjTJe/pKSOCuCSyt5HyuvuJXkukvatvIrIkqO8AlCa25TXdwUwZl+84qC/+ypuXQzqBjA6M9ctJ/4/lt34HeR+2U0h7H4fdb+MUabmj8Ukt43ZbW+36210W277xknn6e7bX554DO3y+t+1jWU4Xe9CMln+6u1vnuf4mNKvXI+v3zKnl9fRmeTkhwfKq4gsOcorAKVZ4JnX9nJf4NrCWt/enoXsjUpjd7/+/m3S6+HyNp5Z7ZZxbP402emnnHkdTj+4/gP3Ozi9vbqU5MpfXcDDY05/MFF+eW1+yPAQntPty1t4fpqbY5RXEVlylFcASnP98loP9ttCmib5GuZ+nqSYxctTpTed52DBi0UzOQt6dP5RctOPLWMw/YT1Z+8Xcmx6e3UpmS5/3RnluOn3UF7bxD/e1X01vJ2kvIrIkqO8AlCaG5TXkDjwr89WNld38expLHVJb6mLTCiw+zLTlp7ueq7M9Ze7gtTMG5eVfsVzv4iwHVPz5wrhu+LY/LXhpqCMlh0e47vtm1r/Rx7Du20YXV9IDpW/vqSOCuCSyt7p5bX9gUTz5IXnbH8cK68isuQorwCU5jblNeTov/MaS9mo0MaymP+DTePi11zez7svd7Ewdusd/GGmen3t9G0szplCmMzTSH73NKQumN30ba68Tq2/KcFNoT/yGEbLG15vyvES+lJa/rri3WxjV8rrG5JtHxa/W+cjZ14Hz2nyAJRXEVlylFcASnOz8ir3nWH5C/U8/evIg4IXp2/q8uffeRURuV6UVwBKo7zKLDla/tLsdvG/ReWk8pqeER+kObscb1deRWSpUV4BKI3yKrPkQ+V1gSl9+0VEjkV5BaA0yqvMEuVVRGTZUV4BKI3yKrNEeRURWXaUVwBKo7zKLFFeRUSWHeUVgNIorzJLYvkrnYjIPUd5BaA0yquIiMgKo7wCUBrlVUREZIVRXgEojfIqIiKywiivAJRGeRUREVlhlFcASqO8ioiIrDDKKwClUV5FRERWGOUVmPLwf984IrffUv/++y9H5PbbMcqriIjICqO8AlNyZY2h3H5LxXL233//MUF5FRERkZOjvAJTuoKWKx1rp7xehvIqIiIiJ0d5BaYor9OU18tQXkVEROTkKK/AFOV1mvJ6GcqriIiInBzlFZiivE5TXi9DeRUREZGTo7wCU2Yvr1+fq8eHh+ohenysnl8z8yzUrcrr1+enwT57ev2ane+i4vP0+Fx9zd12JuVVRERETo7yCkyZt7y+Vk8PobB+ba/XRfapen033zLdorx+fX4MhfW5eu332WgfzkV5FRERkSVEeQWmzFpeZyxE13D98vq1eo5np+cuqjnKq4iIiCwhyiswZdbyWpexh+rp+bX6Oi5kr8lXYx/iV2Pj9ANnasPlp7Cs5qu0T1cpeFcvr8cKZG6f1fcJ++PpcbQv421hf3b7rJ7efv04ty+PrfsMyquIiIicHOUVmDJveQ1CgUqLVbZ0JsXp9emhenxuSlb9Fdqn13B5dEZyxqKVWlx5TXXzxv+nxTQW3HoZ3Q8OusLa/WBgYl/OuE9vUl4BgHLlPt8BZi+via+hWMXf56wLUihLT6FENaU2ngHcT9+Xr7Zk1QWtna83UYQvaHHlNbfPxvfprk8tK04f7Mco7MvXI+s+w9XLKwAAcH+uWV6brwXHrwG3ZwGTr7Hui1NXWpNpdeG6/h96unp5HZ9hHpjYZ4N9d2B6entuX07NfwHKKwAAcLY5y2vztd99IdqfeW1KbFfS4j8N0595be/3GEpc9/Xh/e/O5srufK5fXtt9Fh7b+782PLHPxvuivz7eZ91yJval8goAACzZnOU1ls7X/vddg8envpSl/5ZpLKppeW3ODo7OQMbyNf4jQ91tM7lFeY0G/85r2A/d77Nm99lkeY2Xk32WLCe7L5VXAABgyeYtr2W7VXm9N8orAABwNuV1mvJ6GcorAABwNuV1mvJ6GcorAABwNuV1mvJ6GcorAABwtq6gMS2331LK62HKKwAAcLZcWWMot99SsZxxWG6/HaO8AgAAsHjKKwAAAIunvAIAALB4fXn99u0bAAAALM6gvI5bLQAAACyF8goAAMDiKa8AAAAsnvIKAADA4imvAAAALJ7yCgAAwOIprwAAACye8goAAMDiKa8AAAAsnvIKAADA4imvAAAALJ7yCgAAwOIprwAAACye8goAAMDiKa8AAAAsnvIKAADA4imvAAAALJ7yCgAAwOIprwAAACye8goAAMDiKa8AAAAsXl9ef/755+qff/5hRf7+++/eX3/9Vfvzzz+rP/74oxaPi99//7369ddfq+12W33//ff1tDHHDgAAx8QxY24s2fnuu++qH374ofrxxx+rn376qZ7/l19+qcehcTz622+/1eL4tJNbDvfsf9X/AyFaOL7YDoZlAAAAAElFTkSuQmCC" /></p>
 <section id="description-9" class="level3">
 <h3>Description</h3>
 <p>The electric motor file defines all parameters relevant for the
@@ -2290,8 +2397,8 @@ torque, the drag torque as well as the electric power map.</p>
 <p>It is recommended to use relative filepaths. This way the Job File
 and all input files can be moved without having to update the paths.</p>
 <p>VECTO automatically uses relative paths if the input file
-(e.g. elctric power map) is in the same directory as the Electric Motor
-File. (The Electric Motor File must be saved before browsing for input
+(e.g. electric power map) is in the same directory as the Electric Motor
+File. (The Electric Motor File must be saved before browsing for input
 files.)</p>
 </section>
 <section id="main-parameters" class="level3">
@@ -2310,9 +2417,9 @@ mode only)
 <dd>
 The nominal torque the electric machine can provide continuously
 </dd>
-<dt>Test Speed Continous Torque [rpm]</dt>
+<dt>Test Speed Continuous Torque [rpm]</dt>
 <dd>
-Angular speed at which the continouos torque can be provided
+Angular speed at which the continuous torque can be provided
 </dd>
 <dt>Overload Torque [Nm]</dt>
 <dd>
@@ -2355,9 +2462,9 @@ mechanical power (torque and angular speed) at the motor’s shaft. This
 map is used to calculate the electric power demand. The electric power
 consumption map shall cover a torque range exceeding the max. drive and
 max. generation torque and shall cover the speed range from 0 up to the
-maximum speed. (see <a href="#electric-motor-map-.vemo">Electric Motor
-Map (.vemo)</a>). The power map has to be provided for two different
-voltage levels.
+maximum speed. (see <a href="#electric-motor-power-map-.vemo">Electric
+Motor Map (.vemo)</a>). The power map has to be provided for two
+different voltage levels.
 </dd>
 <dt>Voltage Level Low/High</dt>
 <dd>
@@ -2417,7 +2524,7 @@ saving</em></strong></p>
 in VECTO: either a battery pack or a super capacitor.</p>
 <section id="battery-pack" class="level3">
 <h3>Battery Pack</h3>
-<p><img 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Pvs3u3NqJx93O9zLYS27PnZpWRj195vUanYuWc/duzej/J1mzBh6kw90tf8rlw9Yjd16lTjvmymTJ7iCKHaToRy3cYtzr62l6Gi9EOUfnUF3nj8b7j1siNw3gm/xOsX/A7jWzXB4v5fYPo34/HhJ5/pOkQKe7zVw7gvW8RM6+SHvnnz5qQRMbQvQiPbilTKL4+pbj9B7ajYthvjZ63Dk2/OUDI4G7d2moerH1+I5vnL8FzfNRgyYStKSndhxfp9WLFuH8aW7MDbQzcg743luKTdYpx93zycfX8JcvMX4N2hq7Bu827sUj8X/34IIYQQQgghwcQVwhVKCD+dsEIJ4Q4thNPW7Ewohfb00TELNusL0XypOv0TFm6IqduNHv1b8iS+256vp4ke2OZl85KIEG4Yfx/2zX4E3855FD8ucIRw5Zg8zCjuhEmri3HD0Mtx2Du/wCE9fo7mQ5ti0PwBxn12KyhAs9vv0PT9+FPMmr8EqzfvdNi0E+UWqzbtUHIcYcWG7Vi+fhvmL1uN4knT0anTM7jzjmZaCmVKqGlfNpMnTY7us3PnZ7VQLlm5LrrPNQvfw7wRTfHFG3/DlY2Pxhkn/xb3XP1/MeTVk7Fo9GNYsLQcU2bOw/sf9tN1iBS+9WZ3476CREyuMLp7925s2rSpWsiIoZyDKPX46zYR1I6y1dvw4bBSXPXQN7j16bm4vsMSnN1yHgq+2ID5K0Q6f8BPP/2o+AE/KAHdvedblK7ejUETt+CWLstx6n2LcG4btc39s3H3y/Mxce5mbNyyJ2Y/hBBCCCGEkGDiC+GGHfhkXBmmrNyOBRX7MH1tZdJSOGZBhRbCoXLbgAXrY+p2I7K3eXF7fLv1RXy7pYtDRRfsV2xaFBHCdcX3YffMNthX8ggq5jyAydOa4aXRl+DpQReiz7i22Fi5Hk+Nb4cz+52CX773Xzit10noPOpJ4z4L3uiK229rqunT9xPMnLcY67fuctgi5w4KlVirWFNRqaWtXCGCuEAJ4ejxU/BUx064o+ntWgonT55s3JfNpEmTovvs2LEzvpk4DUuVEK7fuBIbVozAEtX2T7teghsvPwEXn3soWlz3Wwx9/Y+YNKQN5s8ajmWrN2HyzPl47/2PdB0ihW9262bcV5CIyRVGKysr9S0kqoOMFopQSj3+uk2Y2rF3734UTSjH873m4fZOs3DtE/Nx4UMLcOrdc/FYz1UoLN6CRSt3Y8jkrfhiwlZMX1yJ9RV7sX7zHkxftAMP9CjHBW1Lcd5jpTjn4QW49YVFeG94ORav2qnPJ3TvixBCCCGEEBKM9O2jQiijPm7K1m3Hh2OXaSFcuGUfZqyrTFoKv164RQvhkBlrMHbu2pi63ejpoIue0PK3b/MLETY5bFzwhC6zZmwrbJ32IDZOvx9jJt2KN8ffgAcn/Ae3DGmEFye21XW9MeUlXPj5ufj5+z/Doa//Ci0Km8XsT5d7/XXcdsutmnd7f4jJsxfoEcBVFnpEcMN2PSIYGRXcjrL127Bs3TaUrt2G2YtXoeibSWj/ZEc0vfU2LYWTJk407stm4oQJ0X0+2aEjRhVPwcKli7BmxTism5OPIb1uxqMtzsDf//oH5F5zMHp0OA4zBt+IqRP7YeaCJVhcXoHx0+fi7ff66jpECgu6djXuyxYx/3I5909uJyH3Fkya9euxbuNGrFNCuLmiQgulPUqYCFM7du7aix6fL8K9L8zA3S8uxmWPLtCjgyKE/+68FO3eKUe3gRtw/5ur8OBbq/Du8E1YsmoXKrbuxYLllXik1xo0emIZzn50Gc55ZAmufnoxHu9ViskLtmJH5V7PvgghhBBCCCHBxBVCkZ8Pvl6KKStECPdj5vpdSUvhN4u3Ytaa3RishPCbJIRQpE/kb+/G57F3Q4Q9FhvmP67LrBrTEuUTW2LmhDvx0Jfn4h4lhIO29UfriXfjhalP67ryi5/FuR+epoXwFy//F27//JaY/Qmvvfoabv73fzQ93n0f30yZg9llG1FiMXuZsEEzSzGz1GLpesxQjC8pxdBR49H28Sdxy39uRlMlaCJ8pn3ZTBg/PrrPx5/ogBFfT8TMGSOwZGYPLBt7D1o3vxDnnH4sLjjtIHzY+XeYVtgEg4d9hlETp2LCnOWYvmS9ej4b3d/uo+u47eZb0PX1N4z7ChJCGRKWi8KsWbMmeZQQrpVtNm/GRiWEci6hiKW/bhOmdsi9HZ/sPhNXPDwBuS+WofFDC3H6PfNwVsv5OLPVfJyu+EfLBTglbwEat1uCB5QUTl2wHZsq9qCkdCdavrUapz+yDP94eBnObKO2f3wpbnpmPr6csgkV2/d49kUIIYQQQggJJq4QykhYn9FLMFkJ4aKt+zFrw66kpXBc6TbMXrsHA6etxuiS1TF1uxHZE+nbs14J4LrnsNtm7XPYpVg3N3KV0VlFd2LY17ei4+gm6DL7Aby09Cm8sOwJXDW0EW76ogl6TeuJaz+9DH965zAthAfl/wxN+5mF8NVXXsG/b7xJ8+LLb+CzwV9h1KQSjJk8B19PmYuvp87DNxbyfIxaNlqtGzWxBEUTZmPgV+PQ+6MBeODBNvjPTf/WUjhhfHwhHD9ufHSfjz3yEIYM/hjzJvfA2EFP4IkHrsAV/zoZ/7ns9+j95C/w2RuN8Pn7j+LDzweofY3F8OLpGDF+Fj4ZOAIvvPS6ruNmJYWvv/aacV9BQig/cLllhNxg3k/56tUoX7cO5UoAo6iyK0pKsLBbNywbOhRrFyzAzv37sVfhr9tEkBB2eGs2LntwIm56egkueGA+TrtnrmIeTrl7Lk7MnYfjc+cj+6HFuL/7KiXfW7F8dSXmle3EB2Mq8J9XlRC2W46znliBnCdX4pKOZbiu03wMnbwJm7dRCAkhhBBCCEmWuEK4dM1WvDdqsRLCbVi8bT9mb9yVtBROVI9z1u/BF1PLMWp2eUzdbkT21ivpE/nbteZZVAqrhWews/wZlJc8huIBt+Kz4Teia/EtaD+zJV5f1hkvlLZDs6lNcHa/43Barz/j+k8vx1/fOwq/fed/tBD+vMvPcNvHNxv3+cpLL+PG62/QPNTmMTyf/xq6vvUeuvXsjTff7oPu77yv+ADd343wpnrdTS0v6NEbb7zVC/mvvYmnOj2P3Lvuxk033KilcPz48cZ92YwbN07v75Z/34COj+dhXFEBxnzRHl2fuxWNzjsVN1/+BzzV/Lf4Iv8wvNrxCjz9VBs8++KreKVrT73P17u/i2e7vIqHHn5U1yNS+Norrxr3FSSEMt1TLg6zYsUKLytXYvmSJSidMgWlEyagVL0XYdnUqVjw0UeYctNNmHH//VjUvTvWzZqFXUoU/XWbMLVj2w4ZIZyNi1tPxFVPLMQ5rZQI5s7BX++aixOazcFxd87FcUoIm760HH2KNmLLlt1YuqoSAydvReve63FZl9XIfqocOZ1X41/PrcEVz6/E9c8sxLApm5UQcsooIYQQQgghySL3HY8jhFvw7lcLMWnFVi2EJZt2Jy2FU1btxLyNe5UQrsLIWYmFcN2cdloCRQB3rFKsFDpj+4rOWDrrYRQOuA5tvrwYT8xqieK9o9Fl2SO4dVIjnDfij/jr+4fiqLd+gyN7/AqHv/8L/PbDiBD+z/P/D7d+aBbCl17Mx/XXXBufa6+LxVDuBrX8JiVo45XwmfZlM664WJe/q+l16NalBdbPeRkvdboTV152Hk4+4Qh0a/MrfPb87/DgHSfjuibn4tKLLsa1V12N666+Jmafwo3XXa/F1rSvICGU6Z7r16/HsmXLPJStWoUlEyeiJD8fszt0wKx27TDr8cf186ktWmDUGWfgy9//HmNOOQXzHnsMW5QU+us2ESSEj785GxfeNwGXt12A01rMwZ9vm40/3TwbR982B8ffNR+ntFqEd77cgFL1e7R1626Mmb0dnT7fhDOfWo3zn1uLC7usw4UvrscVr27A9a+uwU1dluLLqRUUQkIIIYQQQqpAXCFcsnoL3h6xAJOWb8WS7d9izuY9SUvh9NWVWLB5HwqnrETRjJUxdbsRIVwzu21UALcv74xtZUInVCx+CmOn3Yv7Bufg1blt0WNVF7y47CG0mH4prvjmZC2E/yg8HCf0OwRHf/QbHPHxL/Hbvv+Dg979Gf78ylF4ZMDDxn3md3lRy5YfW75E8kS4ZCROZE+Q17Jc1l+nuFaVdW8jwmfal82EcWNx8w1Xoecr96Gwz6Po+WpL9fpC3Hj5n/HS/b9B97aHo3Or43H1pWfjqssvwjVXXhVpg3u/1j4Fef2yEjjTvoKEUC4oIzeaX7JkiYfS8nKUDBqEry66CMPPOgvD/vEPfHnqqfjy9NMx9OSTMfBPf0LhoYdi0JFHYrhaPqlpU5S+9RZ2l5Vhn6rTvx+bICF8Qglho5bjcNHDc/HXZrPxx//MwlG3luCo2+fi9PsX4pb85fhy0mas21CJbVt3oXtRBW59awMu6LIeF72yEZe8vgmXvLEZN7y1Gbe9tR7N3ihTv2dbOGWUEEIIIYSQKhBXCBcrIXzry3mYaAnh3Io9SUvhzLW7sLBiPwZMXpGUEK6e+ZgWwK3LFKVPY9PCDiif/hhWTG6DAV/fhssHn4YXFj6G11c8gbun/RPXFf8NF406Vgvh6UOPwEkDD8Wx/Q/GHz75JX733kH49esH4bo+V6PP+PeM++zy/Au4qskVmquvuFJfoOWxRx7FE+3a4ckn2qND+yfx1JNCB03HDvL4pF4nZZtcehkuu+QSXHF5E729yFvx2LHGfQn79+/DnJnj8Uy7WzGg9yPoXXA//nPjJbihyYl4tNkf8FW3I9Hj6Wy0f/BatGh+Nx55uI3el+xX2nJfy5a44rLLcfkll+p9S7tln/lduhj3FySEckGZciV/Cxcu9LB45UpM+/hj9P/zn9Hvd7/Dx7/8JT759a8j/OY36HfIIXq5PH6slhX+8Y/4pkkTLCkowJa5c7Fv9+6YfQmmduys3IsufeahycMTcX6rWTih6UwcqYTw6KYlOLrZPJz98GLc3XUlvpxcgeWrd2K5+r16/NPNuPiVDUoEN6NJty24qsdWXPvONtzaeyvu6bMRj/Ypx7h527F1B0cICSGEEEIISZb4QlhegTeHztFCuHTHt5i3ZU/SUjhr3S4s2rIfn09ajuHTV8TU7UaEsHz6o9i69GlsWfI0KhZ3xKqpj+jl0/rfgd4DrsElhafijrEXovmURrhp/Em48psTjEJ4xEe/xO/f/BUOf/JQvDH6NSxbX2rc5/PPPqfFShDREgErLi7G1KlTMXPmTM2MGTOi2K9l/X0tW+G87HNwztln46LGjfX2VyoxHKvkx7QvYd/ePdhYPg0lox5H764t0aLZlTjuuGPRofmhKHz5TxjZ6wL0ePUBdO/eHUOGDNHnI9r7nTZtGt55+23knHMuzs3ORqOc86PtfuG55437CxJCuaCMnDM4b948DwvKyjDpo4/wyQknoO9hh+GDgw9GXyV/QXzw29/iQ/X4qSq7uE8fVG7eHLMvwdSO3Xv24cMvl6H5c9NxVvPJSghn4OhbZ+OYO+bgz3fNx2kPLMZVzy7HuyM2YuycrRhTsk1J3yb88+VNuOqtrbjmnR248f1K3N5vF3I/2obHPt+M7qrsvBWV2LUnuYvdEEIIIYQQQhII4aJVm9F18GxMKNuihXD+1r1JS+Es9Xrx1v34bGIZhk1bHlO3GxG/VdMe1SK4eVFHbFr4FFZOaaOXj/v4dnz6wU146v2LcPsnZ+GqgSfjqtEnoMmY46NCeOrAw3HCx4fgf9/6FY56/TBc+m5jvDHmNcxYMR3bKrcZ9/lMp864pPG/NJddfAkeeuBBLS8v5b+EB1q3xn2tWuGzzz7DlClT9A3n5abyImljx45Fq7yWuOC8HOScey4aN/onLvnXRfp8v6/HjDHuS9ixaREWTe2L/m83w73NLsH1Tf6G1rcchr7P/gnvdjweN191Cq5p8k88/NDDuh0TJkzQ+504caK+GE33N7trETz/vPPQ6PzzcbFqt+zz2c7PGPcXJISblbjJOYMlJSUe5i5dinFK7HoffTTeUTLY8+c/x9u/+IXmnV/9Cu/85jd6uTzKso/+/GeM/M9/sFRJZMXixVUaIdy7bx8mz92A5/ssxGnNinHS7dNw/O0lOLbZXPw5dz7OfngJbn1lJT4ZswnTF23DtEXb8eSALbiuxxZc/fZ23PjBLtzx+R488OU+3PPJFjz9xWYUzdqO8k17sG+/d/+EEEIIIYSQYGQGoRbCBx98EPv37/ewUAnha1/M1EJYuvOAFsJkpXD2ht1aCPtNWIYhU5bF1O1GxG/llEe0CG5c0AEb5nXA8kkRIRzzQVN88c7N6NPjOjzxzgW47YO/45L+f8bFw47FhUXHaCE8+eNDcXKPQ3H+a3/EHX2uR9fRr6N0/VJs3bnVuD+hY4en0PiCRpqL/nkhWt93nxa6vHvuxXnnnIOzzjgTb3brpmVMJHCMWjdy5EgMHz4c97ZoERHCc85VcnaBlsKLLmyMMaNHG/clbFwxHlOLXkb356/DHTeeiubXH4kPO/0Wn+T/Ax3uOwsn/Pk4nHTiX9HsdiXBap8yWikyNVrVWVRUpG8voYXw3PP0vi9U7f6Xanenjk8b92eLmH+5XFBGzhl0j34Ks+bPx1gldx/k5KDXySfjneOPx7t/+QvePfFEvHPsseh+6KHo9utfo8cRR6DvGWdgZPPmWPThh9ilfoH2Khn078fG1A65qX35+h34bNQqXPPYJGS3mIYT75iFPzebh+OaL0D2I0txx+urMHD8Zixavh0Llu/Ac0O24uZe23Dteztx+2d70HLIPjwyYi8eK9yKt0ZVYMGqSmzZsdezH0IIIYQQQkh8NmzY4AihdNTdzF+xCS/3n47xyyJCuGBbRAiTkcKSjbuxZOu3+HhcKQZNXBpTtxsRPzlXcKMSwQ1zn8T6Oe1RNuFhvXxkn9sw8K1b8HnBzRj83m149b3L0ajgaFzQ7yjkDP2TFsJjCg5GzgtHokvXRpi7cKRxH37k/DyRK6GREqxW996rhS73zrtw+j9Oxd9POQWvvPIKvvrqKy2BQ4cOxcCBA9G/f3/ceUcznHt2Ns4562wthf9UovYvJYWjR44y7ktYvXgMvhn0HF57+mo89+BJ6PH4YZj07iHo8viluP7aq3D8sX/WQnh706YYNWqUlsBhw4Zh8ODBKCwsxAvPP6+nqcp+5dGWwqefesq4P1vE/MvlgjLzlfzJ6KObKUoKxw4Zgi/atcNneXn45K670E9J36fquPS9/nq8qaTwZRkx/PvfMfLFF7Fm3ryYuk0EtWPXLvW7s7QCr32yCFc9Nl2PEp5w53wcr4TwrDZLccsrqzBiagVWr9uJ5Wsr0XnINtz47jbc9EEl7h+2D48qGbx/wA68VrQNo0p2YOeuvdiz17sPQgghhBBCSHzk+iKBQji3bANe7DcFxUs3Y1nlASzcvi9pKZyzcQ+WbvsWfb9ejAHFi2LqdjNz4N1Y8s0DWDX1Mayb3R5rZ7XHsnEPaSEc2vNGfPTy1ej1/BX4tOt1+LDn1Xjlnca4sfuJOLvX/+LML/6AP736G1zXoxGmT/8EGzcuM+7Dz5NPPBE5D/DMs/RjCyU/w7/8ErfefAtO+suJ+Mvxx+PZZ57BF198gc8//xz9+vXDhx9+iN69e+Pmf/8bZ5x6Gs5Q4ph9xpk4T0na+UoMRxZ9ZdzX2tUrMW/iuygecB8K37oS7zx7Dp574CS0/M/RePrxFsi79x49QnjCccfjphtvxKBBgzBgwAB8+umn+Pjjj/HBBx/gyfbto/s867TTca7IqGq3vA/TPoNEbM2aNfqcQZkC60FJ4YSxY5W0DsLXat9j1Hseo+RXXg/r2hW9r74a/e67DyPU85njxmHTunUxdZsIaseePXuxoaISMxduwssfL8FNHWfjr3dOw4l3z8WprRej8ZPLcV/PNej86UY898VmtOxbgWbvb8U9n25H84+24IF+FegytAJj5u1A+cbdWgb3UggJIYQQQgipEkuXLnWEcO/evRo5sXDHjh2YtmAlOr1fjLFLNmL5ru+wZMe3WLxjPxZv349FwrZ9WChsVaK4RUlihZJEJYhzlSAuqNiHZTsOoM+o+fh4VIm+3YHcFF3uhG/vx2bJxG5YMq4zSse1xfKJbbByymMoHfsgZnxxJ0a8fw8GvNMa/Xu1xej+z2Dy8HxMG/0SXvuiNe7sdzUu+OgUnP7GiXjws3uwrWI1dlVuj6nfxGuvvqqvDnqmkqyzldTJVE2RsAcfeFDfTuKqK69Elxde0DL23nvv4Z133kGPHj3QrVs3tf5q/O2kk/F3xel//4cWtLNPPwNfDh1mfH8Tisdg+OcvYOB796DwnTuQ3+4i5N54Gs45/SS0f7wtnun8jN7n1VddhZYtW2rx7NOnD95991307NlTX2hGzi2093nqKX/T7Zb9tnvssZj9CbaIuZft2bMHK1eu1OcMyjmKNnJupDBh4kRMmDIFE6ZOjTJp5kx8PXw4CtWx+EoJ6kRVbs7ChVi/caO+p6H8TOX3Rep278vG1A6b3bv3YNv2XZgwZyMK+i9D0+dKcOnjc3HOQ/Nw1kMLcGH7pbji2RW47uVy3PDGatz+9jq0/mgj2ilJfH34JgyfuQ0r1u/S9ZjqJ4QQQgghhMRHZg/GCKGcWLhu3Tp8PXU+2vYswjeLNqB89w9Yset7JYYWld+hzGbnd1i280AEJYGl2w+gbMd3WLXrB7w9fDbeGTxJD0XKBU1ENN0NEHZXbkX5/EIs/PpplAxpjiVjHsBixezBzTHhy9cwadwwfWsEuUKmvc2WHRUYMXc4bux5PW5/9za8ObLAU2ciikYU6dtMiFzJqJuM+omE9e3bVyPPRcYKCgrw+uuv41UlkC+//DLy8/P1rR9OPO54/PX4E/C3v56Ef5x8Ck77298xsPALLb7+fb3ZrSteeuFJvPhsO7z60nO45oomurzst/0TT+h92RIo4inS+cYbb0T3+dJLL6FlXl50nyf/5cToPh9VPzz//gSTiIm4yQVlpk+frgVQzlOU8yO//vrrKHKupJ+vVZmxkyfjG9lGIVNMpR6Zbyw/E/mZSt3ufdnEE0KbPYrVG3dizIz1eKrXQlzdfjrOyJuMcx+ajUZtF+DipxajcYeFuOrZRch7cxk+G7cJS1ZXGusihBBCCCGEJM+sWbMcIZRRHkE6+jJ0+OWYiWjfbQBe7leMgoFT0fWLqXgjyhQzhVPwukIepfwzvYajx6df6WmKq1at0gJh78dm9+5KbNtUho3LJ2BVySdY9HVHlAy9V48Qzp/8EZaXztUyKSNS9jY7d+3Eqk0rUbxoLMYtGoeFqxd46kzEksVLMGzoUH3bBhkJfFvJn1w0RguQJUbyWs7lGzFihD6P8Msvv9S3hOimJFGu7tn56afxTKdO6PL883hFiZvcIkKE0L+vSZMmYNzY0Rg9UtUxbAhefeVlPNHucS2DPXv00NNRZVqqHzlfUc4flGmrIouyT9lf56c7qeedkf/iixg0cGDM/gRbxNzLtm3bhuXLl2Pu3LnR21nYV1G1RwrlgjZ+xqt1E1UZmVYq5UUo5ecpF6eR+jZu3Kil0L0vG1M7TGzbsQvl67dj5uLN+HrmBgyfvB4jpm7EVzM2Y9SsCoycqZaXVGDywq1YtmYHtmzfbayHEEIIIYQQkjzSv9dC+MADD+jpjsKmTZt0R3/KjDn4aMhYvDd4InoOnFQt3h88DsPHTtXyIOevbdmyJbofPzu3b0LF2gVYOac/lk56E0smvIE1yyZhS8V6Y/maIO2Q92hfVEUESd+gffHiQBYtWqTLyFU5J02M3IZCkHPwZHt5fyKt/n2tW7dWr5PpmlKHbCOyKcgInciY1CHtkPscinDpK38qW5fpnXPmzNHP3eImiNDJcfXvz0bifi1CKCO/0o6ysjKUlpbq7eW92TeoX7BggRFZJ22XsvKPBTJCKHXIyK/8vogQuvflxt8OQgghhBBCSP1ABoBihJAQQgghhBBCSMNHbnMXFUKGYRiGYRpO5PxuE/fccw8hhJAMwvS3wEZOi9NCKP9hGIZhGKbhRK4EbUI6BwzDMExmRL7zTX8LBBFCOeWNQsgwDMMwDTD+fwW2oRAyDMNkTuKNEIoMBgrhjz/9iI07KrBl13ZsqYzPpp1b9DY//fSTfnRn77f7UFG5zbuN1GnCsK7Cfr7bu3yrsHtHlG02e3ZqtmsqscNmr3rDwr5dqNy3W7Nr/x7s1uzFnm/36rbuPbAf+yz2f/ctvv3uAL79/gAOfP8dDvzwHb774Xt8/8MP+EH48Uf8KKj3Le/dfvfr16/XF3yZPmOGvjhMsshFY+TiLAzDMAyTith/6P1QCBmGYTIn8p1v+lvgxiiE3//4A/qO/wI3vnE/7njrMdzePQC17j9dH8DgGaOtLZ2IqOUPeVutf9C7TY/HdJ13vPVo5FFeK5qp583eaos71fM7e8qjomc73KXIfecJ5L79OO5+9wlFe7To9STufe8ptOzTEa36dELrDzrjob7Pos2Hz+PRj7vg8X4v48nPX8VTA95A58ICPD+oh27Lq1++h4KvPsBboz/Gu19/hj7FA/DRhEH4bPIwFE4rwtBZYzBiTjHGzJuI4sXTMHnZbMxcMR9zyxdj0doylG0sx5qKddggV0TdtU2JZiX2KKH8VsmjHLMDBw5gxswZGDJ0KEaPGYNRo0cnjdzq4pNPPtG357BjkmyGYRiGSSamP/oChZBhGCZzUm0hlBHCSUtnIeuWY3HQXX+Pw9/wP81OwcUvNNPbOeNkwOCZo3FEy3PxX3ecpMvZ2/xcPf9F7j8Uf/fwK7VO+LVa9+vmEX5z92n4bYvTNYfccwYOzTsLv7/3LBze6hz84b7z8MfW5+NPDzbCsQ83xl/aXISTHrsUf2/XBGc8eS2yO96A85+5GY2fa4rLXrwLV798D258/T7c9mYb3KXkMk8J5QMfPIO2H7+Ipz5/Dc8OehMvf9kL3Ub2VbL4KT4cPxj9p47AsNlfY5QSxAmLZ2BG2TzML1+CZRtWonzLemzasUWPQO79dq8ePdxVWalvZyFzciUyepgUP/6oy8vtHF7v+oa+zYREjzwqGIZhGKaqMf3RFyiEDMMwmZNqCaEWEPX/LZXbcOKjl+JgJWOH5p1t5l7hLBz94D/tjSOPKl2LPsDPlAy6y/9OlbWf/75ltkNeNg6/NxuHqfoOV8+PUMvk8Q+tzsX/3peDI++P8KcHLsBRimMfuhDHPfwv/OWRi3GiksBT2l6Ofzx+pRLBa5QIXofzO/0H/3z2Vlzc5Q40yb8L176Wh5veaI2m3dvokcZ7e3fUMvioksEOn72KZ77ohvyh7+CNEe+jx+iP8X7xAHwyaSgGzhiFojnF+GbBFExWgjxzxQIsXLsMyzeVY83WDdishFCmosp0Uy2Eu3bp+/zJJVyrGlv8Vq9ejYJu3TBu/Dj92l5OMWQYhmGqEtMffYFCyDAMkzmp9gihyIecJ/f5lC+RddOftLS5xc7PYQoRJjubK7fqqZ0yImgq75FBQcnfYVEhPEcL4REt5fEcSwbPV2J4niWEjZQQNnaE8NFLcEq7JloIT29/tRLC67UQNhIhfLEZmrx0F6557d6oEDZ/px3yej+FB/s+q6eXdvj0FTwzMCKEIrFvj+6nhLAQ/SYNw8DpIoTj8c1CJYSlszBrpRLCNUuxfLMI4UZU7NiqhHA39n27PyqEK1asqJYQSmzpkxvnT548BS+9/JJ+bY8gUgoZhmGYZGP6oy9QCBmGYTIn1RZCO2Wbyq1RwjPwO4PYRThLjxK26t3R2gqYuGQmjn/4Yhysp3nGbhNPCEUCI6OE52gJdI8QHvVgIy2Exzx4IY5rc5ElhPYI4RU4/cmrcfZTLiHs0gxXvJSrhLClSwit6aJKCB+TEUIlhM8OfBMvDRMhfF8J4SdRIRw0cxS+mjvOEsLZmL1yIRatKbWEcAMqdioh3LcL+w98mxIhdOf777/H2rVrcVvTptYShmEYhkk+pj/6AoWQYRgmc1JjIZTpkG0+ekGfB2gSuyhK5E5QcmbnvbGfI+vWP3vKBE4X9QmhLYPBQihTRhsrIfwXTnj0YvzVEsJTZcpoh2uR/dSNuKDzf/DP527DRV3uwOVKCK9TQvjvrg/g9rceQa4IoZJXGSFs+0k+nvrsNS2ELyshlAvOyPmD74/7Ap9OVkI4YySK5ozD2IVTo0K4eO0yrFBCuG7bJi2ElVoI7RHC3SkTQomMDMpVSzt17qwFUSKjhBwpZBiGYRLF9EdfoBAyDMNkTmokhLZyfDV3PP7Pbcd75M6PyN7xbS7S59Lt2rsbjyiJ/O87T44pI4gAymtbBg8VGVTIOYTu0cHI+YMRIfxja7cQ/tMRQiWhf33sMvytXRMthKfri8lEhLDx802tKaPNcd3rrfTVUEUIZYSwZZ+n8VDf59BOCWHHz1/Dc1EhjFxQ5gMthF9i0MzRGDl3AoqVEE4pLcHsVYuweJ1ZCOUqo6kcIXRn48aNaNWqFdasWWMtYRiGYZj4Mf3RFyiEDMMwmZMajxBK1m/fpEVKrgTqFjw3Inoiby8PfUdPM5XpnL/1TRc1jhAq+TtUPcro4OG+6aJuIRQZ1FcUfaARjn7gAvxZCaEI6F8evQQntY0I4WlPXIUzn7oW53b8Ny545hZcqITwUiWEVyghvF4J4c0FD6JZj0f1uY2tRAg/fB7t+r2Ejv1fx/OD3sIrX/aKCmHf8QPx2eThGDJrjBJiJYSLpmHqshKUKCFcsrYMqyrWaCHcqoRw1/7desqoCOHuFI8QSuzRwG1bt+L111/H1KlT9WuGYRiGiRfTH32BQsgwDJM5qbEQ2qOE74z5FP/n1nijhGfp8wxPb38dxi6Ygqyb/hgdCbQ55J4z9WN0ZNB6jEwXdU0VtR5FBkUE3UIoo4NHP9QIf364sR4d/Mtjl2ohlFtNiBCe0eEanPf0TWikhPBfL9yubzdx1cv34IbX78PN3RwhvK9PJzz80Qt4ot/LeHrAG1oIXx3eC29GbzkxCJ9PiQjhyHkTMG7xdExbNgdz9QhhRAjX79iMrZXb9A3u7fsQhjVCaGdpaSkGDxlivapOipCXlYWsKpBXZG0qKStAjl6eg4Iya1k6JPR21/C4Mr6UoayoAHk5Ob7jloOcvAIUlaXTLx/D1F1Mf/SF+i6E5b2bOJ/7tsXWUu/yJr3LraXByxmGyewk891gLlOO3k0iy/zbFrd1lguur6h6m5SMEEqmlc3B6U9eg9+0OM0jeW4OufdMJW7nawn7ZfNTPeuMo4OK34kMKvQtJ+TRlkJLCP/Qyj5/UEYHL8DRSgiPeeif+gqjJzxykb6gzMn2BWWUEJ711HXIefrfUSGU8weveuVe3Pj6/bj1zYdxV8+2aNGrA+5/v7M+N/KJTyNC+MLgHnhteG90H/UR3vvmM3w0wboH4axvMHreJIwXISybq29Qv0SEcMs6bNhRgW2V27Fb35j+AL7/KXwhXLhwIYYOHWq9qk4ohBTC+h51LHPMx8xNjjqA1EKGiR/TH32hXgtheW80adJbdcf0C90p0x0uWZ7VFpG+lyxvAt1HC1rOMExmJ5nvhoAyWhJt09Nl7G3T8zsmZUIoFzfp8Pnr+J87T1FS58idHxkF/PXdIo3e0UG3EB6mRPCXzf+hpfFXil/nCv/Ab9RzG/tG9Ie0OBO/U3X+TsmmbHdEKyWLrc7Fkdb00WMeulBPHT3xkUuUGF6GU9tfibM6XItzn75JTxu1RwmvUVJ4U9f79VVG9U3p5bYTH8hFZV5U7ytyDqFMGe32VV+8I1NGxw20Rgi/xsh5E/UI4VQlhHOUEC5dvxyrKtZiowjhrh1RIfyhFkYIUymE1RKSuhbCoryIEOQU1DMZqOFxZayUoSAqg+p3rKjM+3MuK0NRgWvU0H+w6+3vB8PUTUx/9IX0EkKng+YfFZTXQcsZhsnsJPPdkNz3h1sCi9E2+v2UPkmJEP5kTRztN3EoDm95Tsy5gW7c4mdadpja/r+anaTP35MLz9g8+lEXPPph5PEx4eMuaPvxi1Ha9cvH4/1exhOfvoL2n72CJ5XEPaUEteOAN9CpsCueKeympK47ugzpgfwhPbXcvTait+pQvo/uIz9Ez9GfoNc3n+P9cQPw4YRB+gqiA6aOwKAZozB01hiMmFOM0fMn6quJTlg6A1OWzdH3HJy3eikWr1uOZRtXYaWSwHVbN2LTzi3YunuHvpiMXERHjw7+8D1+/Okn7KYQhhsKYcNOsr9f9u+BvxyFkGE8Mf3RF+q1EEr0v8jLZ9z5l/iYjlpxW/0v+EHLGYbJ7CTz3ZDU94f7H6mi300WaSKHKRshlFRUbsO/u7aOe3EZEyKE9rmC8lpG9Bpq9uzZQyEMMxTChp2kf74Bx5tCyDCemP7oC/V+hDA6hasYbS0prK4QNm7cOPK9QAjJCOQzL0mJEHq+j1Rkveu1nE/o2b6eJmVCaF/pUm7cLqOEetTvXrMAupFyUSFU/CL3H3hjxPu6roaYb7/9FsuXL9dTR8NIvRdCmdKXl2OVsZELgRTJquCUqXb5LiCSk5OnpwxG4rTbg93x94hAGQpUGyJl8tSWKgnbnWj/iVKz41pmT4O02u89htbxs8rGpKrHPNGxshN4TAp87zWJ927v078Pf6LlqvoPDgl+P+yo9yTvN/ZYyYVqrDLuJHWs1BpVLsd/3qM6dnkF8X5uyR5fX6r7GWMyMqY/+kK9FkJPhyz1U0blM6P+VBNCGgjymTYlme+GuGX8MmiKQTLrY1I6QiiZvnweTm9/DX7d/FT8ziCANrYIanFUr2V08PetspF189FYv31zdBqqCNTw4cPRsdPT6PJiF7z0yst4vesbgbz62qt4ocsLeOHF5Ojy4ouqzpfwRkFXdO1WgFdefVXvx1Q2CCmfCCknbSseV4xNmzfpkcLqJt5N5+u1EEqn2KrbjLmTH5WhAKSjm7DDH+24q46xp2OeWAiT23+i1Oy4OkLob78Lv9xIqnPMEx0rScJ6I9jvtSjPWhbw5hOtd+I+h1COfbJXFE1CCJM4Vnl+K0x4rLztNVKtn1uEmMOVxHuomkgzDT2mP/pCOo4QVnl5QOSz4u9QpoKw6hXSrc08xg6s1yHMNhuTzHdDUt8rTkQYvf9glWEjhO407f6IEkK5cEzs+YKBtDxbX0Sm/aev4MeffhTr0XX98MMP2LRpk55muWHjBkyeMgX9+vXDRx9+hI8/+tjDJx99hGHDhukRuNLS0vgsK8W69euwes0azJw5E31690GvXr3wzTffYM3aNWrdepQtLzNvq1haulTXsap8FdauW6u2SYSqc9067Kzcie+//16/L3/iiZ4/QWVTKYRJ4e+RBolVdLkiR3WWPeuKXJ1m98iKit3hVkjn3+n7ey8eEm1GtIPu62S76onZvySo3VXdf2Bqdly9UuoVExl9std5NkvBMY9/rCIy7GqJqlZuBWHXa/i5+PelU1VZVuWNkiWjYAXxR23tdvh/PxIcK2d/wb8fxmMVXR8rk87PLfizkvTxlVT3581kdEx/9IV6LYQqutNl/b57Z2+ZLyEftNwUKWPqVBJC0hP5TAfF/N0g4ufInqmM/9YS7vOZPevSYHRQklohtBxFLrxySrsm+jYTfvGLGRnUU0Xl8Wxk3XYcFq1dZrmgV3hGjRyJc886GznnnIuzTj8DZ552Os7ycbZa/mDrB6wtEqfdY21xwbnn4XxV55mnnoYzFOedna330/Kee7F92zarpDnfHfgO3bu9qffb+IJGcbnw/Atw+cWX4NOPP7G2jp9PPv5Yt+t8q32CtOvuu3KxYf0Gq1SsGNZXIYyOAJlGQ3RcIynROk3LvIkZWQrq8Ec73wGdYWO7q7H/wKRKCH3yoOO0M8e1snrHXCXBsUpcr0nwnH3FHKqgn1mClInkxEyNdPDKlJWAfYV+rGLetKS6PzfT8a3Be2AyOqY/+kJ9F8IwI58RU6eypoRVr5BubeYxdmC9DmG2mYmfUIRQRvgu6HwLDm5xelT8/I8igo4QZquyp+Gsp67Htj07dUXac9R/ZCRt+LBhOPLwI3D0kX/EMX/8E47901GB3HVHM90GU2x5GjlqFLLPOFOXl/rsOu3nwlH/eyRO/suJat9f6ltqSPzytW/fPjzTuTMOPfi3nm1NSNtPOuEveLtHT2trc+bPm49zlZTa7bHfl/1a6jnxuOPxRLvHdfkwhbBafUajWCVZZ0xnvRptCZKLRNJRk3YnlZrV5UwZNbfflgFHLKp7zFXiHqtk6jWXib4H34axba9OIqNnMYKY1O9BFY+VW/4S/V6ZUqbaqnFG7ar2czOVqeJ7qEp7mQYd0x99gUJo7lgSQtIP+Uwz8ZNaIXSl04ACfeN4ubCMPSJoy6BbBG3+7+0n4qu547RMuhVn48aNepRMBO3PRx2tETmyn7uR5bnN7rS29MYWp6lTp2qhsiXL3s74/KijcMivfoOS2bOjUuiOCOGzSgh//9tDom0IQuo8+YQT8Y5BCO22fVH4BX77q1/jOKu8vZ2/LuF/DzscbR56WG/nlsL6LoTJYXW4A0Yb4yaow5uoI2zaV3X2H5iaHdeaCGFyJCs5dr3xjknAe40eT/doWjL1VT3uabQe0TS+tyTbYGp/ot8rHZlenBd87qci9udW1ePrLEsO98+AyeSY/ugLFEJzx7ImhFWvkG5t5jF2YL0OYbaZiZ/UC6HL5k5rf42+Eb1bBv0iKMi6I1vnYOXmNdaWTlatWoUjj/hfHPvHP0VlSEuSQZSOO/oY5N5pFkLJli1bcPopf9OjbPY2Utexf5T6rOcW7nr/6//7v/pARMTLeYNaCDspIXSNELq3E6SuZEYIZ8+arSTvMOP2dh3+th1x6O9R0LXAqiGSRYsWNQAhtLatjpAFddATddxN+6rO/gNTs+MavhC63mPcY2XXG++YBL1Xw7TRpITKTtWOYXQKpbuwcX/JvCeV6ghhdBsX+gI0EexltS+EqfidZhpC/H/wbSiE5o4lIST9kM80Ez9VEMK7rU0Sx75C6OX5zaMyKOLnF8JD9eM5+P+anoDnB/XAnv17Y6ZAli5dqkfgbBESMTrlxL/qc+kef6ytPg/Q5vG27fDeu72sLWPz4H33a2m0Rct+POv009EqLw+t7s3To5F/+fNxUfk6VpX54xF/wEsv5lu1ONm/bz9eVsulzlP/9nf846ST9XN33fL6tL+rdaecgnPOPAvv9+5jbe3NaWp793bC8ccci1OVwP5d1SuPJx4fGdl0t//gX/wSa9c4Ip3WU0ZjUo3tgjroSXfcU9FuU2pWV2hTRk2Je6ySqTe4jH/aaNWmi1btHDjjFNW4QpjgWNnbJi2ErvaaLjjjWl+1n5upTJLvgWF8Mf3RFyiE5o5lTQirXiHd2sxj7MB6HcJsMxM/yQthiyusTZKIJXUrNq3CUa0bGWUwchN6xb1n4wj1OGfVIr2NP6VLluhz9ER+hMMP+R3aPvIoNmzYgH379urbN7iR+KVSUrFlC849Kxt/+sP/RoVLaJGba5Vw8kS7dvjD7w/TZf+kZFCeywjfd999p9bG1m1HroYqF6Vxj0Befskl1londvvsxzGjRkensco28ih13N+qFb7/4XtdRvLxhx/izNNOi7bd3sddt99hlaivI4TSb47UGa8jH9uBTywAMfUGddDjdtxVjO2uxv4DU7PjWnUhTK5tyUuTk4T1qu3tUbGYItHjLFJlH5Pkpy9G25twhMskWyoB7y36noJ+P1z1JX+s7PcX1FZzG6t7fKv982YyOqY/+gKF0NyxJISkH/KZZuInaSG896q/WZskjlvIzu98S0QGLQGMyGGEw+7Nxi+anYJbCh7S9x6MxCtcfiGUqaMy9fK6q69B01tuxW033xLl9tuaYnW5+XLSXxV9pS8k4556KVcVtSNttts9dfIUXHnZ5frKo3IV0osvbIxz1WO5r273+5SsWrFSXwnULYSXXnSxtTY4/8w537ONtPGqJmYBf79PH32xG1sI5VGuQGqnfo4QqkSXq85vzL3j4tzCwe5wW9slfdsJJRme/cftuKsEtbuq+w9M7QthjY950LHyHBPvbRHkhuj2OsH0Xu225uVZ9VTpgLjETKH372mk/9YMPtkM+v1wHatq3XYirhAqPMdJVanrdI6VUVpleVWOb3V/3kxGx/RHX6AQmjuWNSGseoV0azOPsQPrdQizzUz8JC2E1/zjD9YmVct733yOX+T+PToyqKXQksHD78nG/zQ7CX2KCyOFfYIl8QuhLUxy1VG5sIqbo/7wv1ishMiUXu+8i7+ddHJUpKSOe+5uYa31yp08nz1zFqZOmYLyVauwb+9ea038rKymEMo20h4pL+37qxLeEcNHWGu9qaysxHmu8sI/Tj7FWgssWLAAgwYNsl5VJ65ObLK4e5dBYiVxd7oDkA6wP86okBnPNjH7sNqRSHLitLtK+w9MzY5rtYRQUp1jnuhYqcQ9Jkr07H0aD41LeALLxI1XCgMxTdMM+v2QqHbFP1bxbkxvPlaJfnds/D+3ah/fan7GmMyN6Y++QCE0dywJIemHfKaZ+ElaCE//Q9WF0HasYx78p77xvJZBEUGLg5ufhsu73IXSDSsjBQ0xCaFM5ZQLqhz+u0M9iCQuChDC7m++6RlZE2l7xLpKpzv2+Y9fjx6Dt9Q2chGYnm/1wGuvvIJVq8yjj3aqI4Qin7YQ2m2Tcwa3b99hlYiNnIvo3oeMmNqRqbTz5s2zXlUnIQqhjoxUqA6tp0MvF9iQzrtxg0h8IyqCbGO6CXmZ1O+qW7ejBkKoU4X9m1NHQqhTxWOehBBK/DdJlzojwuS8V7N7uI+FbwSvCjHeZkJh/1yC2m78/bCjjoeMwnnrVK/1iJtVxp0kjpVc8TTm2FsjeMZprVaqf3yr+RljMjKmP/oChdDcsawJYdUrpFubeYwdWK9DmG1m4idpIfxDdYTQenx+0Fv4TfNToyODh917thLCs/HzZierdd2jEmaKXwhFBi+6sDFa33cfHn7wQTz8gIMI3vp16yIb+kYbP//0U5zxj1Oj0iWPl14ckTX/LSUqKir0lNFf/fwgHHbI7zTyy1S2LH5nqrojhNlK8I5ybSPnE9o3sPdPS926ZQvOOeuswBFChqnzJPxHAfEoS1Q4WlX1JHF8GSbZmP7oCxRCc8eSEJJ+UAgTpwpCeLS1SfKxRW/tto34WdO/4HAlhDaH3nMmjn/4Xxg6c4wuExQRQrmtgy1yv/yfg9Djrbf0OhE5P3q5T6Ik8+bOU+J1pr6fodQlHHfMMfj8s8+tEk7e6fm2vtKoLV3yKFf4TJTqCuHFjf/lETx53uSSS6Pvxx0ZsZQRQft4CHKeI8PUm9ijZoHCYo+MUWiqlYTHl2GSj+mPvkAhNHcsa0KYoplubeYxdmC9DmG2mYmf5IXwTxdam1QvN3d7EL+/5ywtg0e0PAe/yv0HWr/fGd+5rqJpSunSUhwmN363BEimhcoIYfM77zLy6iuvWFvG5orLLvMIoVyg5h+n/E2PLk6aOBFjv/kGbR56SN/iQaTOli4ZlXzqyScjlRhk005VhdAe/Zs+bTr+evwJ0f3ptqnHFs3vxtq11oinioiqtM2WR/t9yPuW+EcTGSaMRKevBozuRUf/Ek3PTTAlNVNT4+PLMFWI6Y++QCE0dywJIemHfKaZ+ElaCI/8563WJlWLrSizVy3E/7n1eC2Dgohht6IPrLXBkauG/lEJmS1LwjFKuETsRLz83Om6BYM/X40Ygb/99SRHvKQuJVfy+qzTz9BXFZX7Bko99r7ktfwiycVlEglXdUcIJWefcYb3Pap2yb7lNhaNcs7HhRc00udAukcShYN/+Sts3bLVqoVhaiHRESo5h82tJJHz7+x1xvMZ5VzM6LbWMsabmhxfhqliTH/0BQqhuWNZE8KqV0i3NvMYO7BehzDbzMRP0kJ45T1trE2qmsjtHPZ/9y3++uil+P29Z+OQFmfgipfuxrrtG60ywZF7+/1TydAfDz/CI0ImRKhym91pbWnOo20ewZ+UTLq3kUcRLVsO7XXCb37xSwws/CIyfTPBAFxNhHDjhg047Le/i24n7RCkTVKfv20ii9K2Pr17WzVwhJCpvfhvfxCDf/TKJTnG9YwnVT6+DFPNmP7oCxRCc8eSEJJ+yGeaiZ+khbCF+k9NIuf1DZw+Er+86284otU5ePLzV6018SVGJGfy5Mn6oit6uqclREaUMMUTQluY2j3WFr/79W9itvcL169/fhCeeboz9u3bl5RsVVcI7bqLv/lGXz3V3xYb97Jf/Nd/4/lnntXbMUxdJHIVTJ+4qNcyqhUjKy4h1PdztBYzwanS8WWYasb0R1+gEJo7ljUhrHqFdGszj7ED63UIs81M/CQthA/XSAgjo4Rbdm3Db+85HX9rdwVGlBRb64LjlrA5c+bgX/+8UF9Q5fhjjtXCdpw8upDlze+KnE8XFLvOLwq/iF51VETTHoGzR+NOPvGvKBxQiB9++EGXTyYihDnnnKvr0W1UXH7Jpdba4Ljfp4yIyg3z7XbYImjLoLRV6v3k4491efe2DMMwDFOVmP7oCxRCc8eSEJJ+UAgTJ2khlP/ULD9hz7f7cPc7j+OyF6t/ERSZurlu7VqsWL5CC5ibFSuWY8P6DVZJc/z7nDd3Ll59+WXcnZuL5oqX8/Mxa+ZMa20kybbzwIEDKC8vd7VtBdauWWOtrVqKvxmLK5s00RebkdtKnKIEVQT2lZdexvffx78QD8MwDMMkE9MffYFCaO5Y1oQwRTPd2sxj7MB6HcJsMxM/tSaEtlPt3LsLfccPjLyoQqoij8mUlTKJyiVTxk68csnWYSeZ8lWtk2EYhmH8Mf3RFyiE5o4lIST9oBAmTi2OENZfiUknuaIIMgzDMKmK6Y++QCE0dyxrQpiimW5t5jF2YL0OYbaZiZ9aFUKGYRiGYepPTH/0BQqhuWNJCEk/KISJUyUhNK0khBBCSMOCQmjuWNaEMEUz3drMY+zAeh3CbDMTPxRCQgghhHigEJo7loSQ9INCmDgUQkIIIYR4oBCaO5Y1IUzRTLc28xg7sF6HMNvMxE/SQvjQQw8ZVxJCCCGkYUEhNHcsCSHpB4UwcZIWwtatWxtXEkIIIaRhQSE0dyxrQpiimW5t5jF2YL0OYbaZiR8KISGEEEI8UAjNHUtCSPpBIUwcCiEhhBBCPFAIzR3LmhCmaKZbm3mMHVivQ5htZuKHQkgIIYQQDxRCc8eSEJJ+UAgTh0JICCGEEA8UQnPHsiaEKZrp1mYeYwfW6xBmm5n4oRASQgghxAOF0NyxJISkHxTCxKEQEkIIIcQDhdDcsawJYYpmurWZx9iB9TqE2WYmfiiEhBBCCPFAITR3LAkhqaO0dCdGj16jefXVWZgwYb2xXE1JayEsbqvbn5C2xdYG1QuFkBBCCCEeKITmjmVNCKteId3azGPs0NDq9Utex46TNf/85+eaU0/9UNXxagD56vvne2O9NUHazMQPhZAQQgghHiiE5o4lIZnC9Ombo2Jn8957C9Cs2Vd44IGxaNduQlTyTjyxj0vqkufgg9+M1iH1fvTREmNbako8ISzv3USvF5r0LreWemMuU47eTZwRuqBt0yUUwgZOhw4dCCGEpDGm7/awoRCaO5Y1Iax6hXRrM4+xQyrq9YubkJV1Mdq2nRAdoRPcEufmf/6nqypvlraqcvjhPaP13nvvmOi+hw1bGW2b6T0IYR5jY8p7o0lWW0QmW4rgNUGM1wWU0ZJoT9PUZQzbplEohA0c6UwwDMMw6RkKYe0nTKkgmYFpdM3E8OGr8NBDYz3SJgSJ29FH94qKV9jIqJ9//zff/CWuuGKgHs1zS15Y5/6liiAhFKlzj+z5X0uSKaOWmmUyFYl3DmENzxt0h0LYwKEQMgzDpG8ohLUf6WitfKoQfRu1TptHm2TLJ/tok2x58+NjKHngE/XYNvrYt1EHRScU39FbPT6d4LETBl/TQz12SfjYt9ErijcyjoFXvaUeXcfjannMx+hbeqlH53iOu7OPenR+Dvbj8icHqMdkf57hPZ7+22P158+WuFQ9+mncuLH+rMfInciXT7KSKaMKoUmT3koLayvFaJviEUkKYQPHLYRZ7ZeQBCD/r9bRYhiGqftQCGs/0mGUDmqmsuyJ/loUhG+avoext/fWQuFGxMNP/8vfVJ16s7BkGnIsTMfIz8Ar38IXim+axh5j+2fgZuEjnxp/Zg2FTYWztcSlGvlMm5ISIfRMKa29SLvqZISwadOmxpWkfkMhrBoUQoZh6lMohLUf6TyaOpU1Jax6hWTqtqcpyoU77KmJMgXQng5omjaYCuSqku5ph5F9PYbmzUdG2xGP55+fFm17IrKyjjO+91SQbr8XDfX3uDpIvab4ZS9G/lTilqkjGZQUt62jKaM33XSTcWW1KclHtvoBZeUWupaXID9bLcvOR4m7rBvZLt76MAnad3Xfi59E760a790vhDmf70KZ9VpStnArcnxSVGcUbPW0DRW7UFBgKBciFEKGYepTKIS1nzA7vKlGLtEv56G9+urMqEDJ+V22eMlVHE2SFg+5wIhse+65/XDKKR/oK0q6BU1wXyDEZt68bcY2ElLXBAmhV+gCpmEGlaktGQw8hzC1+05aCOU/ppXVRstNtldwbLFKsRSljKB9V/e9+En03qrx3j1CKDKoJCvPJVk5Y3cBC9d7pChliOBVVEE4tRCq9tmvP0+wvbv+qu4rAAohwzD1KRTC2o90tkydyppS3Xrt+7p17z5Hy9i11w6xRtnMQhdEdnY/vd1ll30RFTu5jYAtdJs2fRuz7/p2LBIRVr0Cj0WEdD3GQdFTL9V6wRkJFPFzhMtURo/QWcsiZMhVRsMRwnzk52Yjv8RaVpiL7FxFiqUoZQTtu7rvxU+i91aN9+4WwoKKb2t9xK1K+IWw/XoUeV77oBAyDNPAQyGs/UjnztSpDBP7qpQyPdK+wmT8G3g7nHbahzjmmPfQvv1ELXlyM3Bb8kQmTfsjJJOQz3RDi5bUupgyGpYQlog45ZfoZYUiVIUu6ZF1UfPORm6haztdTyFys2V5ZHtZlyvTNKV8dq4jZ24C61Tl1f49y311yiigccQvmffia1uha1tj/b7y+r3Y+7G3TQK3ECYUJiVVRRVWYXu6phYt9Xyh+kTpfIuizxOXL7LLR4VNyZ1dVtex0rj/wBFCz1TXyPYFrn077XAEMWHbXCOjeQuh3xeFkGGY+hQKYe1H/u6aOpU1JSvrKPTuvUBLm9yfTaQvmdsI2Pd1sy/1L+cA+kf0wmsz67XhsYiQrsc4baOnplo+EEQKxLDuhTAqOSJ37tcJypdEZNCRPjlnz/U6qB437jq1BFpiKWKnt42cB2gvF+GLK4TRffrfi6+efCV++nzDoPoD3ku0Pte+ExAohEqwotHLRbBcI4hantRyLWkugdPTThOXL5Dy9jJdVgnXWKsOkUMpY29ro7d1xyWf/nL2vnT9rmW6TJJti8qnMxJJIWQYpj6FQhgQ93k1rsu9m6d/BS83RcqYOpVVZfXqPVreRORE6kyyZ2NfeEVGB+2LqMiooaleQkjVkM902ka+6wy3tPCMEJaX1/iWF3UvhFp+clEoEiaS5JYe9Vykz/4S17Ik65W8ZcvomfsiLnq5VS6KWxidcsY63aJlvw5abr+OWR7wXoLqibfc8z4E34hjkiQcIfTIkj8iT9b66pR3l3XXEYSu0zVC6H6tnhcpyYvGX6//uVXMSex7sUcFtRxbo4UUQoZh6lMohIbofzF3zteRc3l0v8hzkQfXjaKDlgdE/uaaOpXJIBdbEakzT/d8Hn/96/uec/dEGk31VJWatDkerNeBxyJCuh5jJn7qgRBGRsxkuqR3SmghcrUEWaN2HllS0lVij6656pPldv1G4tTpFq1Ey+3XhuXG9xJUT7zlpvfiL58EbiE0nkNoi5SWKJeM+df7XydT3l3WXUcQMXXaI33WiKI9Smmq1/88mfdiiWDeQue4UAgZhqlPoRAaUtzWOMon/2LuHxWU10HLg1KVTum8edv0OXtyoRa5OqdfAmW5rOdoHyF1B4UwceqFEOrntgBFl4u8OecBluRb0ymDtrOnX1rn8JnlKYk6hehrWzpdUz1j6nSXt57HvBdDPaYpo9H6A96Lez9J4hbCyHRPJUrRqZQiWipakvzTOg3S5V6eTPnAsvGmjLpELvo6MqXTLq+vjBq4LymT5HuRelW56HmHCgohwzD1KRTC2IjQte3tOq/Gmk4VI3rWDaSDlgclnhAmmgYqI4MPPjhWjxT6t62KaFaVsOpmvQ48FhHS9RindQznEcb7R63qpH4IYcByETZ76mT0giu+7TySps8rtA6WfSEWq5xNMnV62ibP7fK5vltLmMoHLVfPnbb59mWq3/RegvYTB48QKuHx3IdQLrbimeJpCZK9TgTML1EeCUtQPqisksHgi8q445xDKBJoryuTqaO63vVa/GBJo/Nc6krivShk2miZLY4KCiHDMPUpFMLYiOC5z6mRKaPSOaquEDZu3Djyt9aF3YmMPJ6op4FmZT2i8ApgRApv0VNAs7J+5duOj3zkY314FNI2lgx6p8XL1PfUSmHdCSGpFfxCSNyINLpGJBUUQoZh6lMohLFJVvzs10HLgyKdx0TTQOXCL1WdBmp3UMMgrLpZrwOPRYR0PcZpG/l+s/8BzHU+tHyPxZvpUNVQCBs4FMIA5PxBFffooEAhZBimPoVCaIjnIjHOCKF3udxY2nRRGddyQ/bv/153Ht0CeOKJfaLTQHfu/N7Y4SSE1F/SWgj195f/u4wjhKSKuIWQYRiGSa9QCAMi/2quxU3h+ldy/a/m1nL/qKBpuT+2EN5885d6GmiqrgIqSL2m5akgrLpZrwOPRYR0PcZpHXuUUAth4u+x6oRC2MChEDIMw6RvKIS1nzA7vISQ2ifthbAWQiFs4FAIGYZh0jcUwtpPmKMUpuWpIN3azGPswHodwmwzEz8UwgaOdCYIIYSkL6bv9rChEJo7loSQ9COthdA9Pd4PLypDCCGEkLCgEJo7ljUhrHqFdGszj7ED63UIs80NLXIxrRT6IIWQEEIIIV4ohOaOJSEk/WiIQsjbThBCCCEkVCiE5o5lTQhTNNOtzTzGDqzXIcw2M/FDISSEEEKIBwqhuWNJCEk/0loI69s5hPfff79xJSGEEEIaFhRCc8eyJoRVr5BubeYxdmC9DmG2uWGlGG3tm9WnKEkL4WWXXWZcSdID05XrCEmE6XeJENLwoRCaO5aEkPSj4QlhHZ5D2Lp1a+NKkh5I555hqhIKISGZC4XQ3LGsCWGKZrq1mcfYgfU6hNnmhha5yiiFkFQZCiFT1VAICclcKITmjiUhJP1IayEMPIewLVJ41wkKYaZAIWSqGgohIZkLhdDcsawJYdUrpFubeYwdWK9DmG1m4qfuhLAkH9nqByQ/JIds5BbGW58VWR9vnX/b7Gzk28sTrbMozLXW+8ktjCmbLlAImaqGQkhI5kIhNHcsCSHph3ymmfipWyHMzkeJa1lJYa6zzLA+Srx1OwuRq8Qyv8R6rQUwF4UJ15mQ8vHWpw8eISwrQI5bdHPyUFBmrWMYKxRCQjIXCqG5Y1kTwhTNdGszj7ED63UIs83pm3L0bmL32SPTRPUFZZr0VmtSl6SF8JprrjGurDZGqXMJWHWFsLrrjDRkIcxDkfUSRep1TgECnVDK2+vdz5kGHQohIZkLhdDcsSSEpB9pLYRyDqElfyKCTax7TchFZeznqUjSQti8eXPjympjkLPUjBCWID87C7n5hSixRwKTWmfCK4Ql+dmeaaMytTQ3X9qSi1xVr7Z39TwqkKqd7uXRkck6IK4Qqmd5nte+UAgzMhRCQjKXVAihvgqe/lft5EnhRfOqHWmHqVNZU8KqV0i3NvMYO7BehzDbnLZxCaF+bn1J1tltJ+Q/ppXVRqRO/YDkhxRFZMozndO33j16GLROry9Efq6SN73cNUU00boYfCOEer/2a2udtcyux5FGkU/f9NQqjU6mlqRHCIvyXNNJc5BXVIaCHOt1Th7yos8dQXSWWVNPtTSqsnk5keV5LvXMy1J1Wi+YWs306dOtZ7ExraMQEpK5pEoIk/8X7Mi0qIYshISQukE+0+kb13djeW80saaN1tltJ0IRQrcgiagpgfJcGKZaI4ReZNQxK6BsvHURYqeM6lFBaaNsK+IX8z6s1/IoMuQhkYCGR6wQutsl4metc8ceDbQf3csiBZQs5jjnH7rLqzoLlExG9mXLZ4KRSCa0VFZW4o477sDAgQOtJU5kmayTMu5QCAnJXFIjhKm9LHptRf4umjqVNSWseoV0azOPsQPrdQizzWmbwNtONEEKZ4zWIyEUbMkKWm8Tb10M8c4DjLdOMKy32liYa8mdvy32a3mMW3ftEneE0P1aPc9Tkhf9hYsnhHo79y+nICLoKqMSHRUsyvOMFjK1G5MUBsmghEJISOaSqhHCyN+F9BJDabOpU0kISU/kM83ET/0SQreAxZO+OOsiUzadde5RwHjr3HU4mIRRLZPzAu3tLPEzTxmVcwxLItvFez+1QFwhjI70yQieNbKnF1tiF1cIDSN+7jISSwSL8lyjiUydxC2F8WRQQiEkJHNJhRBGEnuFvPqesIQwTNFMtzbzGDuwXocw28zETz0TQtd5d1q07D8iDtkiWPHWqTpk9C663H1eYtx1JswjiDJtNLIv9Vq/j2zXxWNc76nEkkdrX3U1XVRIboQwMqXTlrayAiVy8YRQ/VfOL8xzNois85SRqHrlPEPPMqauYkthPBmUUAgJyVxSJ4RO9EUQ9N/f+i2G0kZTp5IQkp7IZzptEzhl1EcNzyesOyFMW0TyXJJYxyN/yRIrhO5fJOccQpFAe12OTB3VEldkXVgmIo3Oc9nAkj3ZxnNRGa/8ybTRHA4P1puICMaTQQmFkJDMJQwhjEZfGEH+btRPMZS/Z6ZOZU0Jq14h3drMY+zAeh3CbDMTPxTCqiBTTNUvVXR0UEhHIaz1iDQappYy9ToUQkIyl1CFMJpitFV/U+vDlUXdCbPDSwipfeIJoTNzIfiqyPHLyLR47z9u+W+5U9++40yhEGYIdSaEcv6g+jBwdDD9QiEkJHPhCKG5Y1kTwqpXSLc28xg7sF6HMNtsjOs2DhGxM1y5M26ZyD9qeb/LAuqp50laCB966CHjSpIe1O0IIZOOoRASkrmEIYQ8h5AQUhcECaF8J7lH/PyvJcFl7JFBkUL3d5p6bd9IPo2StBD++9//Nq4k6QGFkKlqKISEZC6pE0LpNNlTp+q3CNoJSwjDFM10azOPsQPrdQizzabECKBcwMU3vzNxGZ8QRmdAWKSJHCYthOeee65xJUkPKIRMVUMhJCRzSYUQpvt9CPnIRz42jEc/jRs31p/1UIRQXxXUeS3fg57t62mSFsKWLVsaV5L0gELIVDUUQkIyl9QIYXqJoB3pMEpHMtWEVa+Qbm3mMXZgvQ5httkUv+zFyJ9K4jL+KaO+GCSzStGCGSu1MdRkHypJC+HDDz9sXEnSA+ncE1JVTL9LhJCGT6pGCJP/l/HI1NIa9mlSEulcmTqVhJD0RD7TxnguGCNil+iiMqYyXiEUYXTkLPK9lvz3YDKJvWiNd5/VS9JCKP8xrSSEEEJIwyJVQuj5F+wkaMhCGFa9Qrq1mcfYgfU6hNnmoGiZUusFR9wMkhdTxk7sCKHnuy/lX2oUQkIIIYTUAqkQwnSNdOJMnUpCSHoin+kGEz1iSSEkhBBCSMhQCM0dy5oQpmimW5t5jB1Yr0OYbW4QcZ1P6PY/CiEhhBBCUg6F0NyxJISkH+kvhDIt1RFBLYDR21lE1tX0PEUKISGEEEI8UAjNHcuaEKZoplubeYwdWK9DmG1O29ijgr77Gab6PEUKISGEEEI8UAjNHUtCSPqR3kJY7LlgTVhJWgjvvPNO40pCCCGENCwohOaOZU0IUzTTrc08xg6s1yHMNjPxk7QQXn/99caVhBBCCGlYhCGEzqXb5Qp59ee+g/6E2eElhNQ+aS+E+sqirimiitTe27AKQti6dWvjSkIIIYQ0LFIthM5FEOQCCNYl0w2XT68PCUsIw6pXSLc28xg7sF6HMNuctrFkUP/jWfQm+am/4T2FkBBCCCEeUi2EcgGESOfFJYRWp6a+jRKG2eElhNQ+aS2EclEZ+4IyUSGUpzW/1YQ7FEJCCCGEeKiVEUJ99TyOEKaCdGszj7ED63UIs81pG/dMCo4QEkIIIaS2SLUQSpxzCG3qnwxKwuqUEkLqhrQWQok9SmhNH5X3w3MICSGEEBIqYQhhuiQsIQxTNNOtzTzGDqzXIcw2M/FDISSEEEKIBwqhuWNJCEk/KISJQyEkhBBCiIdUC6FcVEY6ZfGozvUR/BdWcE9LdU+pClpuipQxdSprSlj1CunWZh5jB9brEGab0znOOdju77LIxWVSFQohIYQQQjykfIRQX0DG14FxL3NfOCHZ2OfT2EIYveCCfoHeTfwXYvAtD0iYHV5CSO2T1kLo/m50PXeu3JyaUAgJIYQQ4iGMEcLYzov7thNVvQWFJXa9lVRaG8m/nPtHBeV10PKghDlKYVqeCtKtzTzGDqzXIcw2p23ct51w/SOaHilM/gszYSiEDYQOHTo0eEzvmxBCSOpJtRDqzotxhNAerXPfnzBxolIndQQIob0uaLmdxo0b6w6jG7sTyUc+8jH9H4W0jWuGg556b313cYSQGBFhasihEBJCSO2RaiHU0QLoFi/3NE6no5Mw0kFy/4t5DYXQH2mbdCRTTVj1CunWZh5jB9brEGab0znyHSbvIfoPaPq71PcPbDUMhbCBQCEkhBCSKkIRwhTF6Ry5MIif/TpoeVCkPlOnkhCSnshnmokfCmEDgUJICCEkVdRnIfTEPdrnuXiMawpq0PKAhCWEYYpmurWZx9iB9TqE2WYmfiiEDQQKISGEkFSRciHUUuYb1bOIM3szcXzTP92jh/5RQdNyU6SMqVNJCElP5DOdttHTQ73fmVGs7z79/VajL9I6FsKS/Fxk228qOxu5hSXGciQxbiEsK8iJ/aXJykORtT6SIuR51uegoMxaVQ+TtBAW5kbeT3Y+SjzLspFfYr0uyUe2e32UEuRnR45HbqF/HSGEZA6pFkLnYgiuETrp6NjnAtajyN8AU6eypoRVr5BubeYxdmC9DmG2mYmfOhPCkvxs3WkvjHbSC5Hr7rSHhS0DgVKQnsQdISwrQE6eVwcjQuiXxPqbKglhbqFnWWFuNnJzc5Gdb/2DQ4KffWEuhZAQktmEIYT2yJw8j/xjdlVvNVE7CbPDSwipfSiEiVNHQigjMbUgf/HIICEsyjOM/okk5hSgHg8KelJ9IZTftVwU7ixErv3zphASQkhcUi2E7ilNzkVdMksIwxTNdGszj7ED63UIs83pHP39ac2mcKa/N4SrjCaSMdWpj04lzZKppGqZ3iZXdeqt5bqTH6e8LJdRR7u8Xl5iqCcfhTJa6ZKIdBSCQCEMEj9ZnpWj1kWOQ059ni+qUm0hlJ+3fu36RwjrdyA/V/3c/b8zCgohISTTSbUQ2vIXEUGZNmr9Dc6gKaOEkLpBPtNpG33+tfsCWZHnDeM+hImE0I1dVh6zVCfeGlXUU059UwM95a3zwXKj0wStKamFrvrsNlh1RwRTyrlkM00IEkI5nzBmtqjEEsUi8cCyIuQpMTSWqyeprhDK74ktd/JcTxvVP2/rHwisbdy/jxRCQkimk3ohTJ+EJYRhima6tZnH2IH1OoTZ5rSN+1xrfYGZyMhgKi4k4079FEK1PjfbHr1R+AXOKuMWuoTl/dv51kclwD/ClCaYhVBEL7nzBEUc6/MoYfWE0LlITNK/SwoKISEk06EQmjuWhJD0Qz7TaRvXbXOci3M1lBHCuOcQ2iN5vguABHbikyzv386/3hIJuQBJnZ7bWE1MQlgVyWuQQig/Y4/cW7939iixvdz3u0AhJIRkOqkWQnPnhecQpop0azOPsQPrdQizzekc57xB1xWaG8Q5hIrgq4xGpmw6U0NVB98WOOOU0YDyVZkyqlHrZTTJsyx9iBXCMhTkBN9KQt+aIq8ocm6hTBltSLedsCQwOkXUtV4vkyuOun/OFEJCCPGQGiGMCF+kIxNE/JvE10WkXaZOJSEkPZHPNBM/dSaEguc+hK5zutzLs2UqaFTgVBnXxWDsDryxvKwLvKiMrC+0phM65wuKCPgFIl2IEUIleQUF8W41UaavPho5NjnIq882qFJ1IQwYhdb/sKDes+v3h0JICCFeameEsH5G/i6aOpU1Jax6hXRrM4+xA+t1CLPNDS0N4xzC6uDrtKcekcf0u5iMTewIYcNKdUYIqwuFkBCS6aRaCNMpYXZ4CSG1T1oLoT6H0B7cCiAFYkghFEQi1AFN19FBgUJoYf0sqzf117kIDYWQEJLJpEII9QUQ7A5LHHgOYc1JtzbzGDuwXocw25y2cV9l1BXPCGF5eY1v35M+QkjiQiEkhBCSKjhCaO5YEkLSj7QWwloKhbCBQCEkhBCSKiiE5o5lTQhTNNOtzTzGDqzXIcw2B8W5gmfwec7xy8jFs1J7xc+6CIWwgUAhJIQQkirCEEJ3pypC/bvCqETaZupUEkLSE/lMG+O6x19E7AzfSXHLFKOt/i4LUwjdV2uO7Ed/lxqmkdYkFMIGgghTQ8f0vgkhhKSeVAthRAZ9nSZ9L63Mue1EmKKZbm3mMXZgvQ5httkU+V5yj/j5X0uCy9gjgyKFIQqh6xxCd1sayI3pCSGEEFJfSbUQ8sb0hJC6Ilkh1PLl+0JKXKb2hNC9b2lXKq4uaodCSAghhBAPHCFMr0ebZMsn+2iTbPlkH22SLZ/so02y5flYvx5tki2f7KOfxo0b6896Wgih+x/OXNNX9VWcKYSEEEIICYtUCGFxW28nKSKF7o4ZzyEkhISPfKZN8ctejPypJC5TCyOEnu/NcL4/KYSEEEII8ZAaIbQ7LmH+63nqI202dSprSlj1CunWZh5jB9brEGabjfFcMEbEziBZCcuEPUJYO6EQEkIIIcRDKoQwktgr5NX3hNnhJYTUPoFCqOKeueCM/Hklz1zGDoWQEEIIIQ2Q1AmhE6dTVb87T9JGU6eypoRVr5BubeYxdmC9DmG2OW0TOGVUwXMICSGEEBIWYQhhNHoKlnRo6qcYSkfL1KkkhKQn8pluWAmY3lqDUAgJIYQQ4iFUIYxGOjWZc9uJMEUz3drMY+zAeh3CbHNDi55xwRFCQgghhIQFRwjNHUtCSPrREIWQt50ghBBCSKiEIYQ8hzA9R1ZMy2sKj7ED63UIs81pm8BzCFP7PUohJIQQQoiH1AkhrzJKCKlb5DPNxA+FkBBCCCEeUiGEvA+hlzBFM93azGPswHodwmwzEz8UQkIIIYR4SI0QppcI2gmzw0sIqX3SXgij5107xN4PsWahEDYQOnTo0OAxvW9C6hLT72lDw/S+ScMnFUKYrglLCMOqV0i3NvMYO7BehzDbnLaxZNB7/ZjUX6GZQthAkI5bQw47pqQ+ws8daahQCM0dS0JI+pHWQigXlWnSG/7xQN52ghhhx5SQ2oefO9JQoRCaO5Y1IUzRTLc28xg7sF6HMNucttEjhLE3oZdztFM5bZRC2EBgx5SQ2oefO9JQoRCaO5aEkPQjrYVQom894UihHh00jBrWJBTCBkKVOqZlZfL/tAo7pqQ+ws8daahQCM0dy5oQpmimW5t5jB1Yr0OYbWbip26FsCQf2eqHJD+orOxs5Bcayvgoyc/1bJNbWGIsl2n4O6ZFeTmRY6TIKXB6oZHlOciR5XlF1tL6n6Q7poW51u9GPkp2liA/Nxe5ufLcX1aty44cn9wkfu8aFPzcpQz/566sIE9/tuQzlsfPHT93aQyF0NyxJISkH/KZZuKnDoWwELlZqjNaYr3WndRcFMaUcyjJz9YdjsLoNr46kkH2ozsthnVpjKdjWpSHrLwCRLqjZSjIyYLug5YVICfHvTwHrj5rvU6VOqa5hfq5/L7oTqdalp0vAiOdUe/PvjA30zqmdfS5a6B4Pnfy+crKQ5F8psqKkKcEUH+++Lnj5y4NoRCaO5Y1IUzRTLc28xg7sF6HMNuc1mnQt52osphJp4Kd0CA8HVNfygpyIqOEWhSd0YmiPEsU0yDV6Zjq3xn3SIVa5++EZlzHlJ+7lBIjhFHxc32++Lnj5y4NoRCaO5aEkPQjrYXQfdsJ/Vzu71qO3k0azEVlpKOpOgX5hSjxdzZVpzXXmlaUlW2NXiTbkdXlpDOSrbfPVvXn6+fWNDe7HqtcZJ3sy/pXbVOdaUCwEDojhFExtOJ/XZ9TvY6pG/l9i/39ybyOaR197qSM+tlEp53anzf5edn1Sx0JRivrG97PnWv0T0YIc/Ig3sfPHT936QiF0NyxrAlh1SukW5t5jB1Yr0OYbU7buG87ERVC68IyDea2EyV2pzHSQYyMQlgdVqsTqaerSUejKh1Tuy7/c9ne/ejvrCZTfz0lSAil85lljVpkdMdULTd1QDOyY1oXnztTeWu5/Ay0QOpzE33l6jkxnzs9Sqg+Vwp7FJCfO98yBYWw/kMhNHcsCSHpR1oLofu2Ew1zhNBLiXQobFFzdyDt10EdSz/ucqbnQfX5X6cZJiHUHU/XFLbM7ZiK7JhHnjK9Y1prnzvrea6SvoiIKqL1yjmJ6rVJKOo5ns9dwLmC/Ny5l0WgENZ/KITmjmVNCFM0063NPMYOrNchzDandexRQmv6qLyfhnMOYQzSKVSdB38HNPpaOhf2aEYc4nRG9XP/o2m7NMQvhNLptEcGo8m4c5mcZdGLW/iufsiOaS197uyL2dgj8v4y8gVnv04j3J+7QPHj546fuzSEQmjuWBJC0o+0F8JaSJ0JYWRKmtNBiI5U6A6odBZ8U9fs56pM3KsdJuqY+h9N26UhHiG0r3ZovYwmw652GEF+nyKjFPL7ozuh0Y5q5nVM6+xzZ4mnvY3cxsLZb2TqdmFudvTnki54Pncifp7PlyV+/Nxl/OcuHaEQmjuWNSFM0Uy3NvMYO7BehzDbzMRPHY4QRjqA8kPSSOch2uF0X9zC6lhaeO6Hpjql0XMAbRJ1TP2Ppu3SEHfHVEYgosfVwh65yIj7oflHKqKoTmrGj1TU0edOPXfXkS1TR9XyQpd4xtwSIw3wCKGK5/6fnlFBfu44QpheUAjNHUtCSPohn2kmfupQCEkq8XdM46asTP6fVklNxzQWdkxJTeDnzoKfuwZH/RbCyAUV7H98cZ9Lo6+8V4XlpkgZU6eypoRVr5BubeYxdmC9DmG2mYkfCmEDoUod0zRMlTqm6oPvH+GKJTJFUsqyY0qqCz93FvzcNTjqsxB6LrduvAKfXqGkMcHygMjvp6lTSQhJT+QzzcRP0kJ43iWXGFeS+gE7poTUPvzckYZK/R4hdMcRPBFF/6igvA5aHpSwhDBM0Uy3NvMYO7BehzDbzMRP0kJ4aZMc40pSP2DHlJDah5870lBJGyGU0T/rps0xoieXam9bHLg8KGF2eAkhtU/aCaF8R6k2V4ka3qQ+aSFsfe+txpWkfsCOKSG1Dz93pKGSFkLomQpafSFs3LhxTOfK7kSmy6NNsuWTfbRJtnyyjzbJlk/20SbZ8nysX482yZZP9lFIq8h3lPUPXclEvuNqTwh5DmG9RjpuDR3T+yakLjH9njY0TO+bNHzqvRD6ZFDiFz/7ddDyoNgdSUJIwyDthLAOkrQQXnfdf4wrCSGEENKwqNdCaJBBHc/yYrQ1XmzGtTwgYQlhmKKZbm3mMXZgvQ5htpmJn6SF8G8nnWZcSQghhJCGRX0WwuK2ztSyCI7g6alT1nL/qKBpuSlSxtSpJISkJ/KZTtvY00f1P2y5v/ci1HCmaDRJC+Hdt15oXEkIIYSQhkW9HiEMOdLJMnUqa0pY9Qrp1mYeYwfW6xBmm9M2rgvMxMqfzHhQ66pwvmFQkhbC+1peb1xJCCGEkIYFhdDcsSSEpB/pL4SGKfLRyK13aj5SmLQQNr2Bt50ghBBCMgEKobljWRPCFM10azOPsQPrdQizzQ05ekp8bV1l9A9/oxASQgghmQCF0NyxJISkH/GEMJnzi6t6brL/POdUnecXlFoVQt52ghBCCMkMKITmjmVNCKteId3azGPswHodwmyzMZ4rEMvUS8MViIPKBG4bUE91U9+mjFIICSGEkMyAQmjuWBJC0o8gIZSRNf+In3+UMKhM8LbFaJuCi7xEU98uKkMhJIQQQjIDCmF6PdokWz7ZR5tkyyf7aJNs+WQfbZItz8f69WiTbPlkH/00btxYf9ZjBFDky2ddQWUCt/XfHqKmsib11qfbTlAICSGEkMyAQmgeaSCEpB/ymTYlFCGUR9cUTzmf0FOunoZCSAghhBAPFEJzx7ImhCma6dZmHmMH1usQZptN8UtdjOSpBJVJZlsdg2TWx1AICSGEEOKBQmjuWBJC0o8gIVQW57owjJyPl+iiMq4yActFDB0BjFzwxSiK8SISWYWppt59Vi8UQkIIIYR4oBCaO5Y1IUzRTLc28xg7sF6HMNscFC1Tar3giJsInjPt01wmeLnnthPVETU97dRVRzKknRCW5CNbGp5b6FpegvxstSw7HyXustWgJD83Ur+QnY3cwhJjuVoj5PdLCCGEpBoKobljSQhJP+QzzcRP3QihErVstwzZ0lRDQSrJz9Z1FJZYy0oKkZuVjXz7dVjo9xTQ9hDfLyGEEBIGFEJzx7ImhCma6dZmHmMH1usQZpuZ+KkjIcxHfq5L1ApzkZ2rqJEgyahbLcifiYRCGMb7JYQQQsKBQmjuWBJC0g8KYeLUmRCWiBTlR6ZzFoosFbqkStapH578ALOyZNpnZFl0RE2PsOWi0K7TXhYkWP519mv9mItctX+9r+hzVbdalyvTOq3lWuas8iJ3Ttus6Z+6nGH/9r6q+n7ttrna4Hm/hBBCSEhQCM0dy5oQVr1CurWZx9iB9TqE2WYmfupOCO3HnYVKetyvA8qr54W5WUqqCvVIoJamgHKe5aZ19mt5lCmlcp6h+7l/tNFXPnpeooicvTzRvqNlkny/8qjE1G6Dng7rOQ+REEIICQcKobljSQhJPyiEiVN3QqilKxeFIlUiOm5BUs9zlZDJD1ATFSc5J1C9NomRe/tE6+zXvn16ntv7juIb1Quqx090XRXfr7/OePsghBBCUgiF0NyxrAlh1SukW5t5jB1Yr0OYbWbipw6FMDLqJRdccaZIynLrQjD2KJxbhOS5+qGaL8YS5xxCv0zZr/11e/ZjmKKZTD1+XOuq9H79dcbbByGEEJJCKITmjiUhJP2gECZOnQqhfm6LV3S5CJJ7qqR97mBE+GS6ppyDZ5+P5yb4KqO+Ok1TPT3CJfvKQq69D3udp0yc5W7c6+R5su/XKsspo4QQQmobCqG5Y1kTwhTNdGszj7ED63UIs81M/NStEAYsd99LUEbUtOR5hMgWPV8dvm3ti75ElttTMtUy+wqf7rb42yUSabyojLuM/VrOa5SySYwqGpab3m+kbaqt8S5YQwghhIQAhdDcsSSEpB/ymWbip/aFkCRHkEgSQgghIUMhNHcsa0KYoplubeYxdmC9DmG2mYkfCmF9hUJICCGkjqAQmjuWhJD0g0KYOBRCQgghhHigEJo7ljUhTNFMtzbzGDuwXocw28zED4WQEEIIIR4ohOaOJSEk/aAQJg6FkBBCCEmCgQMHhkLYdVcHCqG5Y1kTwhTNdGszj7ED63UIs81M/NSKEHbo0IEQQghJW+RvmQjW6tWrU4otbWHWXR0ohOaOJSEk/aAQJk6tCSHDMAzDpGMohJmVMEcpTMtTQbq1mcfYgfU6hNlmJn4ohAzDMAwTJyYhnD28HaYPuAOzB96JeUNzsWh4cywecbeHpV+1wNLRrbF87lCPqLmhENa/hNnhJYTUPhTCxKEQMgzDMEycmIRQZBB7X0FFaXssG3+/fr1scmdsX9dfbTEryv7KkVhYdJ9H1NwECWF5eTmWr1iRkJUrV3q2c0MhrF7CHKUwLU8F6dZmHmMH1usQZpuZ+KEQMgzDMEycBAnhj3texo+7IxzY/iI2L2kfEcVVrwLlFjsKMWzIjTip36FoP+ZBj7AJQUI4ZuxkvPvROHR/fyLe7DMeBe+NwxvvjrUoVoxHzw/GYejwb7Bs2TLPtjYUwuolzA4vIaT2oRAmTu0LYVkBctQPJiuvyFogKUNBjlqWU6CeVT1lBXmROoWcHOQVVacWhmEYholNkBD+UPmS5vudQr5Glh+Y+yh+XNAWWNROM2TgDTi+7yE48v1f49pPLjZKm18I33pvGJp3LsfVbTbhioc24PIH1uHS+9fgklarcVHLcsVq3NCmFE92GYwp02Z7trWhEFYvYY5SmJangnRrM4+xA+t1CLPNTPzUjRAqactxy58tidUQwrKCHL1d1AHLipCXlYOCsJ1Qv48qtLeq5RmGYZh6kSAh/G57vh4ZPLDNQZbvndUG3855NCqEJYPuxLA5A3FEr1/ikB4/R8dhj8dIm18IP+s/BPOXH8Dkefswee5ezaQ5ezQTS3Zj9NQ9eP/L/cjvXY5RY+egvNzZ1oZCWL2E2eElhNQ+FMLEqSMhLEBBnkvaivKQk6eosjDJyGItyJ8pFDyGYZiMSJAQfrulC/ZXWGzugn0KWb5z+sPYO7sNlsxqgasHnoJrPjlFb3NL4XX4+fs/w1Ev/j5G2vxCKK9/+gn47rvvYzhw4HssXPEDmnVcgy7dx2Pq9Dmebd11uP8WVwUKobljWRPCFM10azOPsQPrdQizzUz81JkQlokEWiZXJHJY5BIsWad+ePIDzMqSKaCRZdERRKkjKw9F8aTMv85+rR/zkKf2qeuPPo/UlydTV63lunlWeRFYpz3WFFddzr9/3wilbO9uq2//OQVFVt2uqa7Jvn95zjAMw4SaICHct+kF7N34PPZueB57LGR5xaQHMHPCnbiw8AQM2tYfVw66UG9zRe/GWgh/2fm/YqTNL4QDBgzAjz/+iH379nnYtWsXKiq2YsKsCjRtX6oet2Dw4KEoLS31bC9QCKsX+dtr6lQSQtIT+Uwz8VN3Qmg/ikB5XvviWl6UZwmUPk/Quy4m/nX2a3kUYRP5cj9XJT2jjb7yHlmzlwfsO9LOyBo9pVUa66svKpvu56b6XMtj3j/DMAwTeoKEcPe657B77XPYJax5FpUKWV486jb8u6gRBm8bgIfn3oljexyMFp/dgUO7HqSF8KAOP4uRNr8Q9uvXDwcOHEBlZWUUKbdm3RYUT9uAz0esRt+hG7Bm00+YMXcj+n7U37O9QCGsXsISwjBFM93azGPswHodwmwzEz91J4RawPJQJILlFiarTJ6SHvkBaqKiJKNv6rVtQ0ESJfGvs1/79uN5bu8vishiEvX4E13nkkzTdnGeJ/X+GYZhmNATJISVq5/FzvJnsGOl0BnbV3RG4YDrcNNXjVC8dzRazboG5434I47pfjCO7PEr/P7jiBD+d7v/FyNtfiHs27cv9uzZgy1btmDr1q2azZsrMH7aKtz9zGpc3GoV/tO2DEMm/IRHXlmKHn2Ge7YXKITVi/zdNXUqCSHpiXymmfipQyGUp3JxGf9onzXl0h6R80uTR5DinEPo3k5iv/bX56nbMA0zmXpiYrfLV79/O+Pzqrx/hmEYJuwECaEI4LayTti2rBO2lnbC+rlPoMnQ0zBu3xjcP6sJLhtznBbCvw8+DMf2P1gL4UFv/wyNXsiJkTa/EPbu3Rs7duzEunXrsX79hijLV27A+BmbMWpyBR7tXIhuH69Ax/xCLFoaez9CCmH1EpYQhima6dZmHmMH1usQZpuZ+KlTIYwIjiVhHiGyzt/Ti+1z5yKSJVM35ZxDz5RMtd72J+cqo756TFM93c91/VnIc3YcW14StNwXW3btdhq3Mz6v2vtnGIZhwk2QEG4tfRpbljyNisUd9etp/e/AJYWnotW0y3HT+JNihPDQDw7C7584BCOnfxUjbX4h7Na9F2YsqMTIiZswapISQBcjJyrU47OvDsIj7V/DxMnTPdvaUAirlzA7vISQ2odCmDh1K4TuuJa77ysoUqWFzz4XT8eWvsgrz30I1XL7fD8ti/Yy+yqmQUImEYk0XlTGXcZ+LefySVl7VDEictERRinnamN0O3d9Ac+r+v4ZhmGY8BIkhCKCmxY+hY3zO+jXRe81xdvvXI1GPY/G5UXHRYXwpM8OxWGv/ALHdTgaI2c4MuiWNr8Qtu/cE82eWq7vPRiErH+jx0BMnDjJs60NhbB6kb+9pk5lTQmrXiHd2sxj7MB6HcJsMxM/SQvhKVclLhiERwgZhmEYJo0SJIQighvmPol1Je316yE9b8HnBTdjWN/b0ajgaJw/+CgthId2OghdujbyyJpNkBB+NWocerz/Nbr2Kg5E1g8eOhJLly71bGtDIaxewuzwEkJqHwph4iQthLe0eMC4MhkohAzDMEy6xiSEMwbegyXftMbaWe2xZsYTWgj75l+B7h0vxoCu12Jo7xtw5nNH4LTPjsAhHX6OZYumemTNJkgIhVWryhPi38YNhbB6CXOUwrQ8FaRbm3mMHVivQ5htZuInaSGU/5hWJgOFkGEYhknXmISwfGUp5n39IkqGNEfZ+Ecwe3BzDB3QExMnToyWWbhsAa4puBK3db8lusxPPCGsKRTC6iXMDi8hpPahECYOhZBhGIZh4sQkhDalc77So4UyQjh/zuSY9YmgENa/hDlKYVqeCtKtzTzGDqzXIcw2M/FDIWQYhmGYOIknhDWFQlg7Ke/dRHcKhSa9y62l5oTZ4SWE1D7xhLAq3w0NObUmhIQQQki6In/LKIRpmvLeaJLVFsWRF+jdpAni9fvCEsIwRTPd2sxj7MB6HcJsszFV/G5oyKkVISSEEELSHRGsMAi77urQkIRQRgDc//Lvf+1PmB1eQkjtEySEVf1uaMihEBJCCCHEQ0MWQhS3RVbbyJiAKWGOUpiWp4J0azOPsQPrdQizzaZU9buhIafWhbCkMBfZ6gcjP5ys7Fzkl/jW57vXZyO3sEQtL0F+dpZ67i27syQf2dn5KHEvU5jr8JYhhBBCiJlMEsLGjRtH+guEkIxAPvMSCqGT2hVCJYNZWbkotCVQhC4rOyqFJfnZSuDyXesLkWutl3XZ+V6xC1oWVIe7HCGEEELMNGQhjOkE+iIdxjASVr2SdGszj7ET1uuktttc1e+GhpxaFEIZ5TOImUhibmHwepuY0UBT+QR1EEIIISQhDUkIVS/PdeGIYrTNin/hiGOOOcZ6ltqEVa8k3drMY+yE9Tqp9TZX8buhIaf2hFCPBuaiMGh5wPRPB5/smcrHq8O/zn6tH3ORm5ut/wUhyz2aKOvsNqvnudnWcLNhqishhBDSUGhQQqgi//If+Ruf2ZeWZxjGG343RFK7QmiUNZnSmYwQeqeImqaLBu/DsM5+LY8igdZ5hoW5WZ59GEcvk2grIYQQkq40NCFkGIZhgpNGI4SKaJmAqaHx6vCvs18HLXfvQ5ZZ/3rgYNg/IYQQ0gCgEDIMw2ROak8IgyQu2XMINXYZn8TFrPcvVwSJX0xdhn3Ic5PMEkIIIQ0QCiHDMEzmpBaFUOG7ymhJoYiWI3DJXCFUTxVVwhYzXdS13lxHZGpqdF9y+wujEJr2IZKYhVz7tWEbQgghpKFAIWQYhsmc1K4QKqp0H0IlcjH3ENSjdQGjgBZBdWhZtJflBguhcR8ilLyoDCGEkAwgE4Uw9ReXKEfvJvYVDCOp+T6kTqsv4qujpnUXtw2nXju6Htc93lLZXsGuOiXtlfvR2XU36a2OeiQ1qdu9bRSr0TVts6fukI6xe/vq15v8Z6Lq+4itO5IwPocNL7UuhIQQQgip32ScEHouPy8dyJpefl4uYS8dTldHNAX70B1Zx3xUfVYdNa1bBCgqPq7tU3VcdD3qeHjaXpN6A7ZJRXt1Hc52IkW62ak6Fjry+2HVVdN6ZXvPzy5F7Y35nahpvVX4TFR5H4a6dcL5HDbEUAgJIYQQ4iHThFBEyz86Uf2RA+lkSofT1emXpSndh8TpzKa2bml3Kuu12tlbCYYlhDWvV7XRNXJnJyXtVSJk2iYldVsRybS3rXG9IjgGma9pvUHbV6/eqn0mqrYPc91V3Wemh0JICCGEEA+ZLoR6dMQezap24ndEa7wPlwikqm6pxz2NLhX1RutwbVvjevUoj4z8WKTwOEgdbXu76k/xMdZtd8lsSuqNHg9ntKvG9Up5j2iq+tX2Nas3uc9E9fbhF0I7IX8OG0iSFsJLb7vPuJIQQgghDQsKYSo6iSF2RLUAhNXJjXT+pb4a1+uWH9e2Na5Xyrvevz3ilorjIHU4IpTauiX+empcr+d3QX7nzCOE1Wmvcw6hM8Jbs3ophPU1SQvhBf/OM64khBBCSMMi04UwptNYrcTviFZ7Hz4ZlKS6/bK9qWNe1Xp1PfZIm00K6o1JgEhUp96YbVJYt9pKybYziiepcb0eoXHqT017ndjb16ze5D4T1dtH9YQwubobfpIWwtatWxtXJqJDhw6EEEJI2iJ/ywYOHBgKYdddXTJNCFWv0DjKUrP4Oqip2IdBBnVqWLd0ir1SYbqASA2Pi1tcQmiv7tSHcIyj5/ulqm7X6KNOTesN2r6m9XpEM1X1Snl7W5WUtt1XdzRJ7jPDUytCyDAMwzDpGLcQrl69OqXY0hZm3dUl44RQRUuGNYqVmhGD2A5qTffhTOGzcTqzKa07KgIpPC4ewajn7ZW2hlG37xjYqWm97u3d1afyGKem3uQ/E1XfR5JCqFLT49IQQyFkGIZhmIBQCBmGYZiGHgohwzAMwwTEJISzh7fD9AF3YPbAOzFvaC4WDW+OxSPu9rD0qxZYOro1ls8d6hE1NxRChmEYpj6EQsgwDMMwATEJocgg9r6CitL2WDb+fv162eTO2L6uv9piVpT9lSOxsOg+j6i5CRLC8vJyLF+xIiErV670bOeGQsgwDMMkm1oXwrKiPORY83aFnLwClFnr6iRlBZ72ZOXkoSBFDSrKy7HqzUFekVog+8oxv9+ivKxIGStlBbJtHpxFRchT9RQUBdeRMHH2zzAMw8QmSAh/3PMyftwd4cD2F7F5SfuIKK56FSi32FGIYUNuxEn9DkX7MQ96hE0IEsIxYyfj3Y/Gofv7E/Fmn/EoeG8c3nh3rEWxYjx6fjAOQ4d/g2XLlnm2taEQMgzDMMmmdoVQZFAJV5HLSMoK8pDlNqFUJhkB0kLoEq9EwpWsVKn3mmWXKxOZk/cdvK0IYE7URMtQkKNeK5xFVjuT3b8pVd22JvtiGIZpAAkSwh8qX9J8v1PI18jyA3MfxY8L2gKL2mmGDLwBx/c9BEe+/2tc+8nFRmnzC+Fb7w1D887luLrNJlzx0AZc/sA6XHr/GlzSajUualmuWI0b2pTiyS6DMWXabM+2NhRChmEYJtnUqhCK5KRq9C1lsUXLehkZiXO/9qVakhQRvLije26BlDao50VuSZT1Is4UQoZhmFpLkBB+tz1fjwwe2OYgy/fOaoNv5zwaFcKSQXdi2JyBOKLXL3FIj5+j47DHY6TNL4Sf9R+C+csPYPK8fZg8d69m0pw9mokluzF66h68/+V+5Pcux6ixc1Be7mxrQyFkGIZhkk2tCmFCuVACkpfjm7qppUQ990+/lMQpn2eXt/cpo3R2WV2H1RIpHzRC6JneGtmmILq/KopVzOietMfVDreIuuXPerPREUTr/RmPRzRSV9DoovvYuN93ovcaUKf1kmEYpiEmSAi/3dIF+yssNnfBPoUs3zn9Yeyd3QZLZrXA1QNPwTWfnKK3uaXwOvz8/Z/hqBd/HyNtfiGU1z/9BHz33fcxHDjwPRau+AHNOq5Bl+7jMXX6HM+27jrcf4urCoWQYRgmc1J3QijSYwuIXm6NormFQ5Zr8XCJk4hLEuULpLy9TJfNQp5dWE/htLbV5a12aEyCpeKuX9eZXCLnAma5ZE7qiMhgtO06zvuRbSJtkHJ2+93tNR0Pb+ScRHt0UbfBFkzXttHl/gS8V2OdDMMwDThBQrhv0wvYu/F57N3wPPZYyPKKSQ9g5oQ7cWHhCRi0rT+uHHSh3uaK3o21EP6y83/FSJtfCAcMGIAff/wR+/bt87Br1y5UVGzFhFkVaNq+VD1uweDBQ1FaWurZXqAQMgzDMMmm7kcI3fLhEbOInMVMs6xKeXdZdx3u6HpcI13u1+q5iFu0/kR1BcYWUqlbzg1UdRlkKiKCbtG1n4vAOm3y7D+oPdHlPpkM2lY9T/heTXUyDMM04AQJ4e51z2H32uewS1jzLCoVsrx41G34d1EjDN42AA/PvRPH9jgYLT67A4d2PUgL4UEdfhYjbX4h7NevHw4cOIDKysooUm7Nui0onrYBn49Yjb5DN2DNpp8wY+5G9P2ov2d7gULIpH/khuJWn8TCcE/3xCnvjSaeekw3L7fiKmvvy7mJeRO472Gul/saFL2Re5Pe4O3OmXRKrQqhUSJsyZBH0xTEIClJpry7rLsOd2LqcUuYerRH4pKpK05E9nLyZFqm2leZ7MN7VVEdGe1TZSKjgpFoSZTt7ML+/Qe2x34frvWB2yb7Xg11MgzDNOAECWHl6mexs/wZ7FgpdMb2FZ1ROOA63PRVIxTvHY1Ws67BeSP+iGO6H4wje/wKv/84IoT/3e7/xUibXwj79u2LPXv2YMuWLdi6datm8+YKjJ+2Cnc/sxoXt1qF/7Qtw5AJP+GRV5aiR5/hnu0FCiGT3onIYBOvgWlZq5IUFrc1i1yQFOp9uNa5X0tdUdGT9gXU4SnHMOmRWhXCyPRGESLrtZauLNeUUfe0zgApib5OonxgWUuA5KWUcQth9HVkVM6p3rroi7v+OLGnVEbK2fv3tc0johLreLhN0ZpaG724jH//cdqjJVQJnGdbz3uyp30m/15j6mQYhmnACRJCEcBtZZ2wbVknbC3thPVzn0CToadh3L4xuH9WE1w25jgthH8ffBiO7X+wFsKD3v4ZGr2QEyNtfiHs3bs3duzYiXXr1mP9+g1Rlq/cgPEzNmPU5Ao82rkQ3T5egY75hVi0NPZ+hBRCJq3jFzMrplG54ESkMrZ4OXo38cmmHZMQ2nLnEj1ph3F7CYWQScPUrhCqeO5DKBdH8UzxVGKixCm6ThbGE6BE5YPKKhmMnoMnZez2RNfZq5y2igRFxLVIy533HoGmqJLuC79I43zvRQuZ67VsI3V7ZUtkzZJXia8O7+uI2EXbpd+bb1v1Wk9ZlXZ52pLke/XXyTAM04ATJIRbS5/GliVPo2JxR/16Wv87cEnhqWg17XLcNP6kGCE89IOD8PsnDsHI6V/FSJtfCLt174UZCyoxcuImjJqkBNDFyIkK9fjsq4PwSPvXMHHydM+2NhRCJr0TJHP+ROQu0tdSuEUsQCrjxiSE9msRPd2gOKODEgohk4apdSFkGIZhmHRJkBCKCG5a+BQ2zu+gXxe91xRvv3M1GvU8GpcXHRcVwpM+OxSHvfILHNfhaIyc4cigW9r8Qti+c080e2q5vvdgELL+jR4DMXHiJM+2NhRCJu0jYmWLnlEOLRmMrvC9ro6YGSTSfw5h3NFBCYWQScNQCGsUGZFzvqwcEo0eMgzDMOmQICEUEdww90msK2mvXw/peQs+L7gZw/rejkYFR+P8wUdpITy000Ho0rWRR9ZsgoTwq1Hj0OP9r9G1V3Egsn7w0JFYunSpZ1sbCiHTkBK9WIvC8T/DCKB/RC8FQuiNMzrotMlXnkLIpGGSFsJmzZoZVyaCI4QMwzBMusYkhDMG3oMl37TG2lntsWbGE1oI++Zfge4dL8aArtdiaO8bcOZzR+C0z47AIR1+jmWLpnpkzSZICIVVq8oT4t/GDYWQaYjxXBDGKG8ibNZFZBLKnSEJtomODko5S/p0m9zDlxRCJg2TtBBef/31xpWJoBAyDMMw6RqTEJavLMW8r19EyZDmKBv/CGYPbo6hA3pi4sSJ0TILly3ANQVX4rbut0SX+YknhDWFQsikdYKkyi1sJnnzLItMIY2damqN7plWxBVC17mD7vb520ohZNIwSQuh/Me0MhEUQoZhGCZdYxJCm9I5X+nRQhkhnD9ncsz6RFAIGSYokYvK+KXNK3L+cwj961VEzoy3nfAuiyaOEHrOHZRylvRxhJBpCKkVISSEEELSFflbFqa0UQgZxhTfFUQVsRdz8ZUxiZiWPFeZwBFAlUAhjL2yKM8hZBpSQhdCQgghJN2hEDJMBiTulNEkQyFk0jAUQkIIISQBIlhhEHbd1YVCyGRkKIRMhoZCSAghhBAPFEImI+OaXuo7fTGpRKeRUgiZNEvtCmFJPrKz81FiWlcbBO1flltfAA7ZyC30lUtjSvJznfeYLe+txFiOEEIIoRAyDMNkTuqXEIYtjPGE0Le8pFAJVFXbEq/9Yb+3OJTkZysJzEdhibWspBC5Snjz7deEEEKICwohwzBM5oRCGLhcpCkXhZ5lNaDOhLAE+dmUP0IIIclDIWQYhsmc1I0Q6sdc5Odmu6ZnirjYUxotcVLlcqPLVHmRGmvbXHvbmHqsfckIn17mWh4kZYblnhFCUzukjIy82fXnl3jq8a4rjH1vge0LeD8yqmfXoZdbUz4D2hbF8N4C19mvrXZEj7HaX7ReWWeLsnoed9+EEELSEgohwzBM5qTuhNAtNbZ82et1ed/Ilm/bfNk2qB69vQv3tkHrtfi4UIITmWIZ0A73CKLeXsons86qx429Tpc1vZ+ILGvp1OXtKZ9BbbNeBy0LWudrhz7GanlhbhayrX1r0c0tVM+T2DchhJC0hELIMAyTOanDEcIAEbGXy3O/pGlJ8ZUx1WM9z1XC4gier343MfXIiJ41OifrPG0QbBmTelW5/EJVt7ueeOvsfSTRPvu1f7l7vaddgkvS7DKmbU3rgvYXfe2SQFmWaN+EEELSEgohwzBM5qSeC6E1yubGX8ZUjx6hE3m0R9Ss5f7yMdu5lhXmRkbCZJ2pHTYij3pqpWEUMHBdku0LWu5eH69tGt9Inpuk92fX4Vqe1L4JIYSkIxRChmGYzEn9FUJrlM2ZJmkoE1SPNWXTliC55UKVRgg19rTPgHbYUqf3YQlTdPQy3jqn7oTti772t8GuP6ht1vYWwVcZ9bXDOHXXqSNbvQ976mjgz8e1DSGEkPSEQsgwDJM5qV9CqERJJEOPqOnlSlj0a4V90RL3toH1RCTLntIoIlN1IbRETu/T0A5VxrMPEaOg/Wtp8r63pNrnfu1ug5I556Iy5rb5ce/Pvb3n4je5qoypHYIs0xLpXpbcvgkhhKQXFEKGYZjMSe0KISGEEELqPdI5IIQQkjmY/ha4oRASQgghhBBCSIZCISSEEEIIIYSQDIVCSAghhBBCCCEZihbCBx980LiSEEIIIYQQQkjDRQvhxRdfbFxJCCGENHQGDhwYCmHXTQghhKQCLYStW7c2rkxEhw4dCCGEkLRF/paJYK1evTql2NIWZt2EEEJIKqixEDIMwzBMOoZCSAghhFAIGYZhmAyNSQhnD2+H6QPuwOyBd2Le0FwsGt4ci0fc7WHpVy2wdHRrLJ871CNqbiiEhBBC0gUKIcMwDJORMQmhyCD2voKK0vZYNv5+/XrZ5M7Yvq6/2mJWlP2VI7Gw6D6PqLkJEsLy8nIsX7EiIStXrvRs54ZCSAghJJVQCBmGYZiMTJAQ/rjnZfy4O8KB7S9i85L2EVFc9SpQbrGjEMOG3IiT+h2K9mMe9AibECSEY8ZOxrsfjUP39yfizT7jUfDeOLzx7liLYsV49PxgHIYO/wbLli3zbGtDISSEEJJKUiqEZUV5yMnKQpZFTl4Byqx1dZKyAk97snLyUJCiBhXl5Vj15iCvSC2QfeWY329RXlakjJWyAtk2D86iIuSpegqKgutImDj7ZxiGYWITJIQ/VL6k+X6nkK+R5QfmPoofF7QFFrXTDBl4A47vewiOfP/XuPaTi43S5hfCt94bhuady3F1m0244qENuPyBdbj0/jW4pNVqXNSyXLEaN7QpxZNdBmPKtNmebW0ohIQQQlJJ6oRQZFAJV5HLSMoK8pDlNqFUJhkB0kLoEq9EwpWsVKn3mmWXKxOZk/cdvK0IYE7URMtQkKNeK5xFVjuT3b8pVd22JvtiGIZpAAkSwu+25+uRwQPbHGT53llt8O2cR6NCWDLoTgybMxBH9PolDunxc3Qc9niMtPmF8LP+QzB/+QFMnrcPk+fu1Uyas0czsWQ3Rk/dg/e/3I/83uUYNXYOysudbW0ohIQQQlJJyoRQJCdVo28piy1a1svISJz7tS/VkqSI4MUd3XMLpLRBPS9yS6KsF3GmEDIMw9RagoTw2y1dsL/CYnMX7FPI8p3TH8be2W2wZFYLXD3wFFzzySl6m1sKr8PP3/8Zjnrx9zHS5hdCef3TT8B3330fw4ED32Phih/QrOMadOk+HlOnz/Fs667D/beYEEIIqQkpE8KEcqEEJC/HN3VTS4l67p9+KYlTPs8ub+9TRunssroOqyVSPmiE0DO9NbJNQXR/VRSrmNE9aY+rHW4Rdcuf9WajI4jW+zMej2ikrqDRRfexcb/vBO/Vs61rO4ZhmAacICHct+kF7N34PPZueB57LGR5xaQHMHPCnbiw8AQM2tYfVw66UG9zRe/GWgh/2fm/YqTNL4QDBgzAjz/+iH379nnYtWsXKiq2YsKsCjRtX6oet2Dw4KEoLS31bC9QCAkhhKSScIRQpMcWEL3cGkVzS4wtIm6BE3FJonyBlLeX6bJZyLML6ymc1ra6vNUOjUmwVNz16zqTS+RcwCyXzEkdERmMtl3HeT+yTaQNUs5uv7u9puPhjZyTaI8u6jbYgunaNrrcH9N7tbbVx5VhGCZDEiSEu9c9h91rn8MuYc2zqFTI8uJRt+HfRY0weNsAPDz3Thzb42C0+OwOHNr1IC2EB3X4WYy0+YWwX79+OHDgACorK6NIuTXrtqB42gZ8PmI1+g7dgDWbfsKMuRvR96P+nu0FCiEhhJBUEu4IoVs+PGIWkbOYaZZVKe8u667DHV2Pa8TL/Vo9F3GL1p+orsDYQip1y7mBqi6DiEVE0C269nPX6KF//0HtiS73yWTQtup53Pfq35ZhGCYDEiSElaufxc7yZ7BjpdAZ21d0RuGA63DTV41QvHc0Ws26BueN+COO6X4wjuzxK/z+44gQ/ne7/xcjbX4h7Nu3L/bs2YMtW7Zg69atms2bKzB+2irc/cxqXNxqFf7TtgxDJvyER15Zih59hnu2FyiEhBBCUkm45xDaoiGPpqmIfhGpSnl3WXcd7sTU45Yw9WiPiCVTV5yI7OXkybRMta8ySxD9jZfRPlUmMioYiZZE2c4u7N9/YHvs9+FaH7htEu/Vvy3DMEwGJEgIRQC3lXXCtmWdsLW0E9bPfQJNhp6GcfvG4P5ZTXDZmOO0EP598GE4tv/BWggPevtnaPRCToy0+YWwd+/e2LFjJ9atW4/16zdEWb5yA8bP2IxRkyvwaOdCdPt4BTrmF2LR0tj7EVIICSGEpJKUCWFkeqMIkfVaS5c1GqX+553WaZASSfR1EuUDy1oCJC+ljFsIo68jo3JO9dZFX9z1x4k9HTNSzt6/r20eEZVYx8NtitbU2ujFZfz7j9MeLaFKCj3bet6TPWU0ifcaZz8MwzANNUFCuLX0aWxZ8jQqFnfUr6f1vwOXFJ6KVtMux03jT4oRwkM/OAi/f+IQjJz+VYy0+YWwW/demLGgEiMnbsKoSUoAXYycqFCPz746CI+0fw0TJ0/3bGtDISSEEJJKUieEKp77EMrFUTxTPJWYKHGKrpOF8QQoUfmgskoGo+fgSRm7PdF19iqnrSJWEXEt0nKX+MIqqqT7wi/SON970ULmei3bSN1RgdMRWbPkVeKrw/s6InbRdun35ttWvdZTVqVdnrYkeK/+/TIMw2RAgoRQRHDTwqewcX4H/brovaZ4+52r0ajn0bi86LioEJ702aE47JVf4LgOR2PkDEcG3dLmF8L2nXui2VPL9b0Hg5D1b/QYiIkTJ3m2taEQEkIISSUpFUKGYRiGSZcECaGI4Ia5T2JdSXv9ekjPW/B5wc0Y1vd2NCo4GucPPkoL4aGdDkKXro08smYTJIRfjRqHHu9/ja69igOR9YOHjsTSpUs929pQCAkhhKQSCmFgZETOGm3zkGj0kGEYhkmHmIRwxsB7sOSb1lg7qz3WzHhCC2Hf/CvQvePFGND1WgztfQPOfO4InPbZETikw8+xbNFUj6zZBAmhsGpVeUL827ihEBJCCEklFEKGYRgmI2MSwvKVpZj39YsoGdIcZeMfwezBzTF0QE9MnDgxWmbhsgW4puBK3Nb9lugyP/GEsKZQCAkhhKQSCiHDMAyTkTEJoU3pnK/0aKGMEM6fMzlmfSIohIQQQtIFCiHDMAyTkYknhDWFQkgIISRd0EJ41VVXGVcmQv6YEkIIIemK/C2jEBJCCMlktBC2aNHCuJIQQghp6IhghUHYdRNCCCGpQAuh/Me0khBCCCGEEEJIw4VCSAghhBBCCCEZCoWQEEIIIYSQkMlqv4QkwHTc3Jim0BMvpuOWCAohIYQQQgghIWMSIOLFdNzciPCYLrZFIlAICSGEEEIIqafY0mPqyGc6FMLUQCEkhBBCCCGknkIhDIZCmBoohIQQQgghhNRTKITBUAhTA4WQEEIIIYSQegqFMBgKYWqgEBJCCCGEEFJPCV0Ix3fGmVlZyBLOPBOd+xrK1FPqSgjHd27qOWZN+443lksp8nM6szPGm9bVEAohIYQQQggh9ZRwhbAvmmYpCRxvvdZy2BR9Y8rVT+pCCMd3PlNJYGf0jR4z3zEMCwohIYQQQgghmUeoQhiiZNQGtS+E49FZRlHDlj8TFEJCCCGEEEIyj1CFUAtOFpp27ovxfsnp65oWmSXTImV5nBFF9bypqisyjbJprUhTrQthIikzHTO9jToeTc/0HUtZp46nfcz0cmvqqelYJtp3DaAQEkIIIYQQUk8JVwgVSkrcsmIUOZeM9G2ahTM7R8RFT59s2lc9942chSgvbuqdELqxy8qjW/ZEGnUdtozbEmjLdsCxDPGYUggJIYQQQgipp4QuhC7GK1mR8+O0dCgBaarEJCKKMlLlLHeExhIXLT1WuSgBcplC6p0Qmo6Zfxv7dVBdstxzHAV1LPsm2HcNoBASQgghhBBST6lNIYxMCZUpoNZolWsKoyMjtgi6lmmJqf2L0dS6EPpHQj0EHDPPsYuz3L3edCyDyqcACiEhhBBCCCH1lDCFMDLl05EMZ4QwIoa2+MhtFqIjhNZ2ZyoxsqeOOucimgQyPGpfCK1jpt5b7FVGA46Z/1hEX/uPmV1PwLGkEBJCCCGEEJJ5hCmEInJ9o+cPKs5sGhUd9732RP7cQhgZxfKNlInQ+C+EYq8LiboQQsFzH0J1HOzzA43HLFAI5bnrmLnqMR5LCiEhhBBCCCGZR7hCmN7UlRA2NGokhLfddptxJSGEEEIIIaTmUAiDoRCmhhoJ4b///W/jSkIIIYQQQkjNoRAGQyFMDTUSwtatWxtXEkIIIYQQQmoOhTAYCmFqoBASQgghhBBST7GlhwRjOm5uKITxoRASQgghhBBSTzEJEPFiOm5uRHhIfEzHLREUQkIIIYQQQgjJUCiEhBBCCCGEEJKhUAgJIYQQQgghJEOhEBJCCCGEEEJIhhIVwiVLlhBCCCGEEEIIyRA8Qug3RUIIIYQQQgghDRsKISGEEEIIIYRkKBRCQgghhBBCCMlQKISEEEIIIYQQkqFQCAkhhBBCCCEkQ6EQEkIIIYQQQkiGQiEkhBBCCCGEkAyFQkgIIYQQQgghGQqFkBBCCCGEEEIyFC2E9913n3ElIYQQQgghhJCGixbCe+65x7iSEEIIIYQQQkjDhVNGCSGEEEIIISRDoRASQgghhBBCSIZCISSEEEIIIYSQDIVCSAghhBBCCCEZCoWQEEIIIYQQQjIUCiEhhBBCCCGEZCgUQkIIIYQQQgjJUCiEhBBCCCGEEJKhUAgJIYQQQgghJEOhEBJCCCGEEEJIhhIVQkIIIYQQQhoSF110ES688ELd4SWEBNEG/z876DMtR550iQAAAABJRU5ErkJggg==" /></p>
 <section id="description-10" class="level4">
 <h4>Description</h4>
 <p>The electric energy storage editor allows to edit all model
@@ -2442,11 +2549,6 @@ Free text defining the model, type, etc.
 <dd>
 Nominal capacity of the battery
 </dd>
-<dt>C-Factor [-]</dt>
-<dd>
-Factor defining the battery’s maximum current (derived from the
-capacity)
-</dd>
 <dt>SoC min [%]</dt>
 <dd>
 Minimum allowed state of charge
@@ -2455,7 +2557,11 @@ Minimum allowed state of charge
 <dd>
 Maximum allowed state of charge
 </dd>
-<dt>SoC Curve</dt>
+<dt>Max Current Map</dt>
+<dd>
+defines the maximum allowed current for a state of charge
+</dd>
+<dt>OCV Curve</dt>
 <dd>
 Battery internal voltage depending on the battery’s state of charge (see
 <a href="#battery-internal-voltage-file-.vbatv">Battery Internal Voltage
@@ -2497,10 +2603,18 @@ Minimum allowed state of charge
 <dd>
 Maximum allowed state of charge
 </dd>
-<dt>Internal Resistance</dt>
+<dt>Internal Resistance [Ω]</dt>
 <dd>
 Defines the capacitor’s internal resistance
 </dd>
+<dt>Max Current Chg [A]</dt>
+<dd>
+Maximum allowed current charge
+</dd>
+<dt>Max Current Dischg [A]</dt>
+<dd>
+Maximum allowed current discharge
+</dd>
 </dl>
 </section>
 </section>
@@ -2543,12 +2657,269 @@ will be updated.
 saving</em></strong></p>
 </section>
 </section>
+<section id="iepc-editor" class="level2">
+<h2>IEPC Editor</h2>
+<p><img 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" /></p>
+<section id="description-11" class="level3">
+<h3>Description</h3>
+<p>Integrated electric powertrain component (IEPC) means a combined
+system of an electric machine system together with the functionality of
+either a single- or multi-speed gearbox or a differential or both.</p>
+<p>An IEPC can be of design-type wheel motor which means that the output
+shaft (or two output shafts) are directly connected to the wheel hub(s).
+The IEPC component file defines all parameters relevant for the electric
+machine. These are the motor’s maximum drive and recuperation torque,
+the drag torque as well as the electric power map.</p>
+<p>An IEPC may have several shiftable transmission steps or only a
+single gear stage between the output shaft and the electric machine. The
+electric power consumption map has to be provided for every gear.</p>
+</section>
+<section id="relative-file-paths-7" class="level3">
+<h3>Relative File Paths</h3>
+<p>It is recommended to use relative filepaths. This way the Job File
+and all input files can be moved without having to update the paths.</p>
+<p>VECTO automatically uses relative paths if the input file
+(e.g. electric power map) is in the same directory as the Electric Motor
+File. (The Electric Motor File must be saved before browsing for input
+files.)</p>
+</section>
+<section id="main-parameters-3" class="level3">
+<h3>Main Parameters</h3>
+<dl>
+<dt>Make and Model</dt>
+<dd>
+Free text defining the gearbox model, type, etc.
+</dd>
+<dt>Inertia [kgm²]</dt>
+<dd>
+Rotational inertia of the electric machine at the output shaft of the
+EM. (Engineering mode only)
+</dd>
+<dt>Gears</dt>
+<dd>
+Gear ratios of the transmission steps of the IEPC
+</dd>
+<dt>Continuous Torque [Nm]</dt>
+<dd>
+The nominal torque the electric machine can provide continuously
+</dd>
+<dt>Continuous Torque Speed [rpm]</dt>
+<dd>
+Angular speed at which the continuous torque can be provided
+</dd>
+<dt>Overload Torque [Nm]</dt>
+<dd>
+Maximum torque above the continuous torque the electric motor can
+provide for a certain time
+</dd>
+<dt>Overload Torque Speed[rpm]</dt>
+<dd>
+Angular speed at which the overload torque was measured
+</dd>
+<dt>Overload Duration [s]</dt>
+<dd>
+The time interval the electric machine can operate at its peak
+performance
+</dd>
+<dt>Thermal Overload Recovery Factor [-]</dt>
+<dd>
+The accumulated overload energy has to be below the max. overload
+capacity multiplied by this factor so that the peak power is available
+again.
+</dd>
+<dt>Full Load Curve</dt>
+<dd>
+TODO
+</dd>
+<dt>Drag Curves</dt>
+<dd>
+The motor’s drag torque over engine speed when the motor is not
+energized. The torque values in the drag curve have to be negative. (see
+<a href="#electric-motor-drag-curve-file-.vemd">Electric Motor Drag
+Curve File (.vemd)</a>)
+</dd>
+<dt>Power Map Per Gear</dt>
+<dd>
+Defines the electric power that is required to provide a certain
+mechanical power (torque and angular speed) at the motor’s shaft. This
+map is used to calculate the electric power demand. The electric power
+consumption map shall cover a torque range exceeding the max. drive and
+max. generation torque and shall cover the speed range from 0 up to the
+maximum speed. (see <a href="#iepc-power-map-.viepco">IEPC Map
+(.viepco)</a>). The power map has to be provided for two different
+voltage levels and all gears.
+</dd>
+<dt>Voltage Level Low/High</dt>
+<dd>
+Applicable voltage level for the electric power consumption map and max
+drive/generation torque curve
+</dd>
+</dl>
+</section>
+<section id="controls-10" class="level3">
+<h3>Controls</h3>
+<dl>
+<dt><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAAalJREFUeNqMUT1Lw1AUPS/JS5vWuogdiqMUXPwLHQSd/A3ubk66iII/QSiCIE6iiz9A6CTOFsVB6qAFFVoprf3+SJ73Jk0bJSleuOTm3XPOO/ddkTsoYByblBnMDgKrFyg1OTDowK+XznZy+W5/BNtxYNsKjkO9Mbj0VsFJ4XWbSsG/PklzAV7q/eEIjU4P9VYPte8OKrU2Pr9a+Kg20Wx1cLG7lifcBvGyoQJCCGga2TI0SKnDNDXougY+r9bqOL++xXo2diza1X1KcAZH0NmcJ6JcET8GA2B1ZZnuUMgspnDz3L2fvoFyJjVxiSxodoSK2PYYqxwjIKCmAmTBHyNKBHyLUkaYA+k5YHK0CDskjgwdIfgGUSK6Lv6OEHAA8esNwkR4K1EOpOcAM0W4/0dABRx4I/Bqo0S8tpoIaI3yI1wXrCqECxDjL4v4W/G+7p48LHGYqxUvD6l4gHCGSd/BLBG3R1jmMJef1ipeHaUx6i0YhLIMCUuaSEiJhGkiSTkXN5GKxzBvxRCTtADCuhzi8josynS9/FTZ2ju9wz+i/l6qMIdy9CPAACWK1uQeWD6HAAAAAElFTkSuQmCC" /> New file</dt>
+<dd>
+Create a new empty .vem file
+</dd>
+<dt><img src="data:image/png;base64,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" alt="open" />Open existing file</dt>
+<dd>
+Open an existing .vem file
+</dd>
+</dl>
+<p><img src="data:image/png;base64,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" alt="save" />
+<strong><em>Save current file</em></strong></p>
+<p><img src="data:image/png;base64,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" alt="SaveAs" />
+<strong><em>Save file as…</em></strong></p>
+<dl>
+<dt><img src="data:image/png;base64,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" alt="sendto" /> Send current file to
+the <a href="#job-editor">VECTO Editor</a></dt>
+<dd>
+<strong>Note:</strong> If the current file was opened via the <a href="#job-editor">VECTO Editor</a> the file will be sent automatically
+when saved.
+</dd>
+</dl>
+<p><img src="data:image/png;base64,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" /> <strong><em>Open file
+browser</em></strong></p>
+<p><img src="data:image/png;base64,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" /> <strong><em>Open file</em></strong>
+(see <a href="#settings">File Open Command)</a>.</p>
+<dl>
+<dt><img src="data:image/png;base64,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" alt="OK" /> Save and close file</dt>
+<dd>
+If necessary the file path in the <a href="#job-editor">VECTO Editor</a>
+will be updated.
+</dd>
+</dl>
+<p><img src="data:image/png;base64,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" alt="Cancel" /> <strong><em>Cancel without
+saving</em></strong></p>
+</section>
+</section>
+<section id="ihpc-editor" class="level2">
+<h2>IHPC Editor</h2>
+<p><img src="data:image/png;base64,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" /></p>
+<section id="description-12" class="level3">
+<h3>Description</h3>
+<p>Integrated hybrid electric vehicle powertrain component (IHPC) means
+a combined system of multiple electric machine systems together with the
+functionality of a multi-speed gearbox.</p>
+</section>
+<section id="relative-file-paths-8" class="level3">
+<h3>Relative File Paths</h3>
+<p>It is recommended to use relative filepaths. This way the Job File
+and all input files can be moved without having to update the paths.</p>
+<p>VECTO automatically uses relative paths if the input file
+(e.g. electric power map) is in the same directory as the Electric Motor
+File. (The Electric Motor File must be saved before browsing for input
+files.)</p>
+</section>
+<section id="main-parameters-4" class="level3">
+<h3>Main Parameters</h3>
+<dl>
+<dt>Make and Model</dt>
+<dd>
+Free text defining the gearbox model, type, etc.
+</dd>
+<dt>Inertia [kgm²]</dt>
+<dd>
+Rotational inertia of the electric machine defined at the output shaft
+of the EM. (Engineering mode only)
+</dd>
+<dt>Continuous Torque [Nm]</dt>
+<dd>
+The nominal torque the electric machine can provide continuously
+</dd>
+<dt>Continuous Torque Speed [rpm]</dt>
+<dd>
+Angular speed at which the continuous torque can be provided
+</dd>
+<dt>Overload Torque [Nm]</dt>
+<dd>
+Maximum torque above the continuous torque the electric motor can
+provide for a certain time
+</dd>
+<dt>Overload Torque Speed [rpm]</dt>
+<dd>
+Angular speed at which the overload torque was measured
+</dd>
+<dt>Overload Duration [s]</dt>
+<dd>
+The time interval the electric machine can operate at its peak
+performance
+</dd>
+<dt>Thermal Overload Recovery Factor [-]</dt>
+<dd>
+The accumulated overload energy has to be below the max. overload
+capacity multiplied by this factor so that the peak power is available
+again.
+</dd>
+<dt>Full Load Curve</dt>
+<dd>
+TODO
+</dd>
+<dt>Power Map Per Gear</dt>
+<dd>
+Defines the electric power that is required to provide a certain
+mechanical power (torque and angular speed) at the motor’s shaft. This
+map is used to calculate the electric power demand. The electric power
+consumption map shall cover a torque range exceeding the max. drive and
+max. generation torque and shall cover the speed range from 0 up to the
+maximum speed. (see <a href="#electric-motor-power-map-.vemo">Electric
+Motor Map (.viepco)</a>). The power map has to be provided for two
+different voltage levels and all gears.
+</dd>
+<dt>Voltage Level Low/High</dt>
+<dd>
+Applicable voltage level for the electric power consumption map and max
+drive/generation torque curve
+</dd>
+</dl>
+</section>
+<section id="controls-11" class="level3">
+<h3>Controls</h3>
+<dl>
+<dt><img src="data:image/png;base64,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" /> New file</dt>
+<dd>
+Create a new empty .vem file
+</dd>
+<dt><img src="data:image/png;base64,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" alt="open" />Open existing file</dt>
+<dd>
+Open an existing .vem file
+</dd>
+</dl>
+<p><img src="data:image/png;base64,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" alt="save" />
+<strong><em>Save current file</em></strong></p>
+<p><img src="data:image/png;base64,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" alt="SaveAs" />
+<strong><em>Save file as…</em></strong></p>
+<dl>
+<dt><img src="data:image/png;base64,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" alt="sendto" /> Send current file to
+the <a href="#job-editor">VECTO Editor</a></dt>
+<dd>
+<strong>Note:</strong> If the current file was opened via the <a href="#job-editor">VECTO Editor</a> the file will be sent automatically
+when saved.
+</dd>
+</dl>
+<p><img src="data:image/png;base64,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" /> <strong><em>Open file
+browser</em></strong></p>
+<p><img src="data:image/png;base64,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" /> <strong><em>Open file</em></strong>
+(see <a href="#settings">File Open Command)</a>.</p>
+<dl>
+<dt><img src="data:image/png;base64,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" alt="OK" /> Save and close file</dt>
+<dd>
+If necessary the file path in the <a href="#job-editor">VECTO Editor</a>
+will be updated.
+</dd>
+</dl>
+<p><img src="data:image/png;base64,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" alt="Cancel" /> <strong><em>Cancel without
+saving</em></strong></p>
+</section>
+</section>
 <section id="graph-window" class="level2">
 <h2>Graph Window</h2>
 <p><img src="data:image/svg+xml;base64,<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<svg
   xmlns:dc="http://purl.org/dc/elements/1.1/"
   xmlns:cc="http://creativecommons.org/ns#"
   xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
   xmlns:svg="http://www.w3.org/2000/svg"
   xmlns="http://www.w3.org/2000/svg"
   xmlns:xlink="http://www.w3.org/1999/xlink"
   xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
   xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
   width="694.56061pt"
   height="238.79979pt"
   viewBox="0 0 694.56061 238.79979"
   version="1.1"
   id="svg2"
   inkscape:version="0.91 r13725"
   sodipodi:docname="Graph.svg">
  <metadata
     id="metadata14">
    <rdf:RDF>
      <cc:Work
         rdf:about="">
        <dc:format>image/svg+xml</dc:format>
        <dc:type
           rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
        <dc:title></dc:title>
      </cc:Work>
    </rdf:RDF>
  </metadata>
  <sodipodi:namedview
     pagecolor="#ffffff"
     bordercolor="#666666"
     borderopacity="1"
     objecttolerance="10"
     gridtolerance="10"
     guidetolerance="10"
     inkscape:pageopacity="0"
     inkscape:pageshadow="2"
     inkscape:window-width="1366"
     inkscape:window-height="706"
     id="namedview12"
     showgrid="false"
     fit-margin-top="0"
     fit-margin-left="0"
     fit-margin-right="0"
     fit-margin-bottom="0"
     inkscape:zoom="0.34962963"
     inkscape:cx="432.3"
     inkscape:cy="156.74974"
     inkscape:window-x="-8"
     inkscape:window-y="-8"
     inkscape:window-maximized="1"
     inkscape:current-layer="svg2" />
  <defs
     id="defs4">
    <image
       id="image5"
       width="1274"
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  </defs>
  <use
     height="100%"
     width="100%"
     y="0"
     x="0"
     id="use10"
     transform="scale(0.545181,0.545205)"
     xlink:href="#image5" />
</svg>
" /></p>
-<section id="description-11" class="level3">
+<section id="description-13" class="level3">
 <h3>Description</h3>
-<p>The Graph Window allows to visualise <a href="#modal-results-.vmod">modal results files (.vmod)</a>. Multiple
+<p>The Graph Window allows to visualize <a href="#modal-results-.vmod">modal results files (.vmod)</a>. Multiple
 windows can be open at the same time to display different files.</p>
 <p>Note that the graph does <strong>not</strong> update automatically if
 the results file has changed.</p>
@@ -2582,7 +2953,7 @@ Move the x axis range left/right.
 </dd>
 </dl>
 </section>
-<section id="controls-10" class="level3">
+<section id="controls-12" class="level3">
 <h3>Controls</h3>
 <p><img src="data:image/png;base64,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" alt="open" /> <strong><em>Open a .vmod
 file</em></strong></p>
@@ -2595,7 +2966,7 @@ open file</em></strong></p>
 <section id="command-line-arguments" class="level2">
 <h2>Command Line Arguments</h2>
 <p><img src="data:image/png;base64,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/></p>
-<p>The Vecto 3.x commandline tool can be used to start simulations from
+<p>The VECTO 3.x commandline tool can be used to start simulations from
 the command line and runs without graphical user interface. If multiple
 job-files are specified or a job-file contains multiple simulation runs
 (i.e., multiple cycles and/or loadings) these simulations are executed
@@ -2708,7 +3079,7 @@ Modal results are only written if the modal output is enabled in the
 <h3>Options</h3>
 <p>The Driving Cycle determines the simulation method in engineering
 mode. The option depends directly on the driving cycle input and cannot
-be set explicitely. For more information about the formats see <a href="#driving-cycles-.vdri">Driving Cycles</a>.</p>
+be set explicitly. For more information about the formats see <a href="#driving-cycles-.vdri">Driving Cycles</a>.</p>
 <ul>
 <li><dl>
 <dt><a href="#engineering-mode-target-speed-distance-based-cycle">Target
@@ -2746,7 +3117,7 @@ simulation takes that as input.
 <p><strong>Note:</strong> Time-based driving cycles support arbitrary
 time steps. However, certain actions are simulated within a single
 simulation interval (e.g. closing the clutch after a gear switch) and
-may thus result in artefacts during the simulation due to engine
+may thus result in artifacts during the simulation due to engine
 inertia, gearbox inertia, etc. Thus <strong>the suggested minimum time
 interval for time-based cycles is 0.5s!</strong></p>
 </section>
@@ -3036,15 +3407,15 @@ The resulting deceleration consists of a coasting phase followed by
 combined mechanical/engine braking. If Look-Ahead Coasting is disabled
 only the braking phase according to the <a href="#driver-acceleration-limiting">deceleration limit</a> will be
 applied.</p>
-<p>Since Vecto 3.0.4 the coasting strategy according to the ACEA White
+<p>Since VECTO 3.0.4 the coasting strategy according to the ACEA White
 Book 2016 is implemented.</p>
 <p>The look ahead coasting functionality represents the driver behavior
 prior to a deceleration event. Due to information of the route ahead the
 driver is able to anticipate on the deceleration event by releasing the
 accelerator pedal.</p>
-<p>This pedal release decision is based on an estimation of kinetical
-and potential (height) energy gain versus the expected dissipated energy
-tue to vehicle resistances during the route section ahead.</p>
+<p>This pedal release decision is based on an estimation of kinetic and
+potential (height) energy gain versus the expected dissipated energy due
+to vehicle resistances during the route section ahead.</p>
 <p>For an upcoming target speed change the energy level after the speed
 change is compared to the vehicle’s current energy level (kinetic and
 potential energy). The difference of those energy levels is used to
@@ -3072,16 +3443,16 @@ distance are considered.</p>
 DF<sub>coasting</sub> (default 2.5)</li>
 <li><strong>DF_scaling</strong>: factor in the equation for
 DF<sub>coasting</sub> (default 1.5)</li>
-<li><strong>DF_targetSpeedLookup</strong>: csv file for DF<sub>vel</sub>
-lookup (see below)</li>
-<li><strong>Df_velocityDropLookup</strong>: csv file for
+<li><strong>Decision Factor - Target Speed</strong>: csv file for
+DF<sub>vel</sub> lookup (see below)</li>
+<li><strong>Decision Factor - Velocity Drop</strong>: csv file for
 DF<sub>vdrop</sub> lookup (see below)</li>
 </ul>
 </dd>
 </dl>
 <p>In engineering mode the parameters can be freely chosen while in
 declaration mode the default values are used.</p>
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" /></p>
 <section id="decision-factor-for-target-velocity-lookup-dfvel" class="level4">
 <h4>Decision Factor for target velocity lookup (DF<sub>vel</sub>)</h4>
 <p><img 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" /></p>
@@ -3104,10 +3475,10 @@ declaration mode the default values are used.</p>
 </section>
 <section id="driver-overspeed" class="level2">
 <h2>Driver: Overspeed</h2>
-<p>Overspeed controls the vehicle’s behaviour on uneven road sections
+<p>Overspeed controls the vehicle’s behavior on uneven road sections
 (slope ≠ 0) and can be configured in the <a href="#job-file">Job
 File</a>’s Driver Assist Tab. Overspeed is designed to model an average
-driver’s behaviour without the aid of driver assistance systems.
+driver’s behavior without the aid of driver assistance systems.
 Eco-Roll  represents an optional driver assistance feature. For this
 reason vehicles without Eco-Roll should always have the Overspeed
 function enabled.</p>
@@ -3137,28 +3508,35 @@ speed)</li>
 </section>
 <section id="advanced-driver-assistant-systems-engine-stopstart" class="level2">
 <h2>Advanced Driver Assistant Systems: Engine Stop/Start</h2>
-<section id="description-12" class="level3">
+<section id="description-14" class="level3">
 <h3>Description</h3>
 <p>If engine stop/start is enabled in the Vehicle, the engine is turned
 off during vehicle stops to reduce the fuel consumption. During vehicle
-stops the energy demand for certain auxiliaires and for starting the
+stops the energy demand for certain auxiliaries and for starting the
 engine is accumulated. In a post-processing step the final <a href="#engine-fuel-consumption-correction">fuel consumption is
 corrected</a> to consider the energy demand for the auxiliaries and
 engine start.</p>
 </section>
 <section id="model-parameters" class="level3">
 <h3>Model Parameters</h3>
-<ul>
-<li><strong>Delay engine-off:</strong> if the vehicle stops, the engine
-is switched off after this timespan</li>
-<li><strong>Max engine-off timespan:</strong> if the enine is switched
-off at a vehicle stand, the engine is turned on again after this
-timespan. This basically limits the max. time the engine is switched off
-at a single engine-off event.</li>
-<li><strong>Engine stop/start utility factor:</strong> In practice, the
-engine is not switched off at every vehicle stop. This is considered
-with this utility factor (0…1). Further details are provided below.</li>
-</ul>
+<dl>
+<dt>Delay engine-off [s]</dt>
+<dd>
+if the vehicle stops, the engine is switched off after this timespan
+</dd>
+<dt>Max engine-off timespan [s]</dt>
+<dd>
+if the engine is switched off at a vehicle halt, the engine is turned on
+again after this timespan. This basically limits the max. time the
+engine is switched off at a single engine-off event.
+</dd>
+<dt>Engine stop/start utility factor [s]</dt>
+<dd>
+In practice, the engine is not switched off at every vehicle stop. This
+is considered with this utility factor (0…1). Further details are
+provided below.
+</dd>
+</dl>
 <div class="declaration">
 <ul>
 <li>delay engine-off: 2 s</li>
@@ -3216,7 +3594,7 @@ off, vehicle driving</p>
 </section>
 <section id="advanced-driver-assistant-systems-eco-roll" class="level2">
 <h2>Advanced Driver Assistant Systems: Eco-Roll</h2>
-<section id="description-13" class="level3">
+<section id="description-15" class="level3">
 <h3>Description</h3>
 <p>Eco-roll is a driver assistant system that automatically decouples
 the internal combustion engine from the power train during specific
@@ -3249,19 +3627,18 @@ post-processing</a>.</p>
 </section>
 <section id="model-parameters-1" class="level3">
 <h3>Model Parameters</h3>
-<ul>
-<li><strong>Minimum speed:</strong> minimum vehicle speed to allow
-eco-roll to be activated</li>
-<li><strong>Activation delay:</strong> delay between the point in time
-when all conditions for an eco-roll event are fulfilled until eco-roll
-is activated</li>
-<li><strong>Underspeed threshold:</strong> Threshold below the target
-speed to disable eco-roll</li>
-<li><strong>AT EcoRoll Release Lockup Clutch:</strong> Required only for
-AT transmissions. If set to true, the lockup clutch is released during
-eco-roll events and the gear is engaged. If set to false, the gearbox
-switches to neutral.</li>
-</ul>
+<dl>
+<dt>Minimum speed [km/h]</dt>
+<dd>
+minimum vehicle speed to allow eco-roll to be activated
+</dd>
+<dt>Activation delay [s]</dt>
+<dd>
+delay between the point in time when all conditions for an eco-roll
+event are fulfilled until eco-roll is activated
+</dd>
+</dl>
+<p>Upper Acceleration Limit [m/s^2]</p>
 <div class="declaration">
 <ul>
 <li>Minimum speed: 60 km/h</li>
@@ -3272,7 +3649,7 @@ switches to neutral.</li>
 </section>
 <section id="eco-roll-model" class="level3">
 <h3>Eco-Roll Model</h3>
-<p><strong>Calulations during simulation</strong></p>
+<p><strong>Calculations during simulation</strong></p>
 <p><span class="math inline">\(a_{veh,est} = \frac{F_{grad}(x) +
 F_{roll}(x) + F_{aero}(v_{veh})}{m_{veh}}\)</span></p>
 <p><strong>Eco-Roll State Diagram</strong></p>
@@ -3283,9 +3660,9 @@ the simulation.</p>
 </section>
 <section id="advanced-driver-assistant-systems-predictive-cruise-control" class="level2">
 <h2>Advanced Driver Assistant Systems: Predictive Cruise Control</h2>
-<section id="description-14" class="level3">
+<section id="description-16" class="level3">
 <h3>Description</h3>
-<p>Predictive cruise control (PCC): systems which optimise the usage of
+<p>Predictive cruise control (PCC): systems which optimize the usage of
 potential energy during a driving cycle based on an available preview of
 road gradient data and the use of a GPS system. A PCC system declared in
 the input to the simulation tool shall have a gradient preview distance
@@ -3307,7 +3684,7 @@ vehicle speed than the set speed of the cruise control system.</p>
 <p>In VECTO a vehicle may either support use cases 1 and 2 or all three
 use cases.</p>
 <p>Predictive cruise control is only considered on highway sections of
-the simulated driving cycle (see <a href="#engineering-mode-target-speed-distance-based-cycle">sistance-based
+the simulated driving cycle (see <a href="#engineering-mode-target-speed-distance-based-cycle">distance-based
 driving cycle</a>.</p>
 <div class="declaration">
 <p>In declaration mode, the whole long-haul cycle is considered as
@@ -3322,7 +3699,7 @@ delivery cycle is considered as highway.</p>
 speed the vehicle’s velocity may be reduced to during a PCC event
 (use-case 1 &amp; 2, <span class="math inline">\(v_{neg}\)</span>)</li>
 <li><strong>Allowed overspeed:</strong> Threshold above the target speed
-the vehicle’s velocity may reach during a PCC event (use-cae 3)</li>
+the vehicle’s velocity may reach during a PCC event (use-case 3)</li>
 <li><strong>PCC enabling velocity:</strong> Only highway sections of the
 driving cycle with a target velocity greater than or equal to the
 enabling velocity are considered for PCC events.</li>
@@ -3379,7 +3756,7 @@ v_{neg})^2}{2}\)</span> <span class="math inline">\(E(x_{end, max}) = m
 \cdot g \cdot h(x_{end, max}) + \frac{m \cdot v_{target}(x_{end,
 max})^2}{2}\)</span></li>
 </ol>
-<p><strong>Calulations during simulation</strong></p>
+<p><strong>Calculations during simulation</strong></p>
 <p>If the vehicle enters a potential PCC section, the following
 calculations are performed to decide on starting a PCC event:</p>
 <ol type="1">
@@ -3431,19 +3808,19 @@ overspeed</em> in highway sections if the vehicle supports PCC use-case
 <section id="vehicle-cross-wind-correction" class="level2">
 <h2>Vehicle: Cross Wind Correction</h2>
 <p>VECTO offers three different modes to consider cross wind influence
-on the drag coefficient. It is configured in the <a href="#vehicle-file-.vveh">Vehicle File</a>. The aerodymanic force is
+on the drag coefficient. It is configured in the <a href="#vehicle-file-.vveh">Vehicle File</a>. The aerodynamic force is
 calculated according to the following equation:</p>
 <p><span class="math inline">\(F_{aero}=1/2
 \rho_{air}(C_{d,v}A(v_{veh})) v_{veh}^2\)</span></p>
-<p>The speed dependecy of the <span class="math inline">\(C_dA\)</span>
-value allows for consideration of average cross widn conditions.</p>
+<p>The speed dependency of the <span class="math inline">\(C_dA\)</span>
+value allows for consideration of average cross wind conditions.</p>
 <section id="speed-dependent-correction-declaration-mode" class="level3">
 <h3>Speed dependent correction (Declaration Mode)</h3>
 <p>This is the mode which is used in <a href="#declaration-mode">Declaration Mode</a>.</p>
-<p>The crossind correction is based on the following boundary
+<p>The crosswind correction is based on the following boundary
 conditions:</p>
 <p>1 Average wind conditions: The typical conditions are defined with
-3m/s of wind at a height of 4m above ground level, blowin uniformly
+3m/s of wind at a height of 4m above ground level, blowing uniformly
 distributed from all directions. 2 Dependency of <span class="math inline">\(C_dA\)</span> value on yaw angle: The dependency
 of the <span class="math inline">\(CdA\)</span> value on yaw angle is
 described by generic <span class="math inline">\(3^{rd}\)</span> order
@@ -3487,7 +3864,7 @@ a_2\beta^2 + a_3\beta^3\)</span></p>
 </tr>
 </tbody>
 </table>
-<p>In a pre-processing step VECTO calculates the function for <span class="math inline">\(C_dA\)</span> value as a function of vehicle
+<p>In a preprocessing step VECTO calculates the function for <span class="math inline">\(C_dA\)</span> value as a function of vehicle
 speed. This is done by integration of all possible directions of the
 ambient wind from ground level to maximum vehicle height considering the
 boundary layer effect based on the following formulas:</p>
@@ -3505,7 +3882,7 @@ v_{veh}^2 h_{veh}}\int_{\alpha = 0^{\circ}}^{\alpha =
 wind relative to the vehicle x-axis}\)</span></p>
 <p><span class="math inline">\(h \ldots \text{height above
 ground}\)</span></p>
-<p><span class="math inline">\(h_{ref} \ldots \text{reference heigth,
+<p><span class="math inline">\(h_{ref} \ldots \text{reference height,
 4m, for 3m/s average ambient wind}\)</span></p>
 <p><span class="math inline">\(v_{air} \ldots \text{resulting air flow
 velocity from vehicle speed and ambient wind}\)</span></p>
@@ -3531,7 +3908,7 @@ F_C_d(v_{veh})\)</span></p>
 <section id="correction-using-vair-beta-input" class="level3">
 <h3>Correction using Vair &amp; Beta Input</h3>
 <p>The actual (measured) air speed and direction can be used to correct
-cross-wid influence if available. A <a href="#vair-beta-cross-wind-correction-input-file-.vcdb">vcdb-File</a>
+cross-wind influence if available. A <a href="#vair-beta-cross-wind-correction-input-file-.vcdb">vcdb-File</a>
 is needed for this calculation. This file defines a ΔC<sub>d</sub>A
 value in [m²] depending on the wind angle. The <a href="#driving-cycles-.vdri">driving cycle</a> must include the air
 speed relative to the vehicle v<sub>air</sub> (&lt;vair_res&gt;) and the
@@ -3548,7 +3925,7 @@ driving cycle) using the input file as follows:</p>
 <h2>Vehicle: Rolling Resistance Coefficient</h2>
 <p>The rolling resistance is calculated using a speed-independent
 rolling resistance coefficient (RRC). In order to consider that the RRC
-depends on the vehicle’s mass it is modelled as a function of the total
+depends on the vehicle’s mass it is modeled as a function of the total
 vehicle mass. The total RRC is calculated in VECTO using the following
 equation (the index i refers to the vehicle’s axle (truck and
 trailer)):</p>
@@ -3650,7 +4027,7 @@ of the triangle</li>
 </section>
 <section id="engine-transient-full-load" class="level2">
 <h2>Engine: Transient Full Load</h2>
-<p>The engine implements a PT1 behaviour to model transient torque build
+<p>The engine implements a PT1 behavior to model transient torque build
 up:</p>
 <p><span class="math inline">\(P_{fld\ dyn_{i}} = \frac{1}{T(n_{i})+1}
 \cdot \left(P_{fld\ stat}(n_{i})+T(n_{i}) \cdot
@@ -3665,7 +4042,7 @@ file</a>)</li>
 speed n<sub>i</sub> (col. 2 in <a href="#full-load-and-drag-curves-.vfld">.vfld file</a>)</li>
 <li>P<sub>act i-1</sub> … Engine power in previous time step</li>
 </ul>
-<p>Vecto 3.x uses basically the same PT1 behavior to model transient
+<p>VECTO 3.x uses basically the same PT1 behavior to model transient
 torque build up. However, due to the dynamic time steps the formula is
 implemented as follows:</p>
 <p><span class="math inline">\(P_{fld\ dyn_{i}} = P_{fld\ stat}(n_i)
@@ -3683,7 +4060,7 @@ stat}(n_i)}}\right)\)</span></p>
 <p>In declaration mode the fuel consumption is corrected as follows:</p>
 <p>To prevent inconsistencies of regulated emissions and fuel
 consumption between the WHTC (hot part) test and the steady state fuel
-map as well as considering effects of transient engine behaviour a “WHTC
+map as well as considering effects of transient engine behavior a “WHTC
 correction factor” is used.</p>
 <p>Based on the target engine operation points of the particular engine
 in WHTC the fuel consumption is interpolated from the steady state fuel
@@ -3736,7 +4113,7 @@ declaration data:</p>
 <td>4%</td>
 </tr>
 <tr class="even">
-<td>Municipial utility</td>
+<td>Municipal utility</td>
 <td>98%</td>
 <td>0%</td>
 <td>2%</td>
@@ -3785,7 +4162,7 @@ value defined as reference value for vehicle CO2 certification, see <a href="#fu
 \frac{NCV_{stdEngine}}{NCV_{stdVECTO}}\)</span></p>
 </div>
 <div class="engineering">
-<p>In engineering mode a single correction is applied by Vecto. The fuel
+<p>In engineering mode a single correction is applied by VECTO. The fuel
 consumption interpolated from the FC map is multiplied by the
 engineering correction factor.</p>
 <p><span class="math inline">\(FC_{final} = FC \cdot
@@ -3795,11 +4172,11 @@ CF_{Engineering}\)</span></p>
 <section id="dual-fuel-engine" class="level2">
 <h2>Dual Fuel Engine</h2>
 <p>VECTO supports to simulate vehicles equipped with dual-fuel engines,
-i.e. two different fuels are used simulateously. Therefore, the engine
-model contains a second fuel comsumption map and VECTO interpolates the
-fuel consumtion from both consumption maps. In the .vmod and .vsum files
-the consumption of every fuel is reported. The CO2 emissions are te sum
-of CO2 emissions from both fuels.</p>
+i.e. two different fuels are used simultaneously. Therefore, the engine
+model contains a second fuel consumption map and VECTO interpolates the
+fuel consumption from both consumption maps. In the .vmod and .vsum
+files the consumption of every fuel is reported. The CO2 emissions are
+the sum of CO2 emissions from both fuels.</p>
 <p>In case a WHR system is used with a dual-fuel vehicle the WHR map
 shall be provided in the fuel consumption map of the primary fuel.</p>
 </section>
@@ -3810,8 +4187,8 @@ components such as the gearbox, the electric motor or the combustion
 engine, depending on the powertrain configuration.</p>
 <p>Some additional limits can be defined in the vehicle configuration as
 described below.</p>
-<section id="combustion-engine-limitations-transmission-limiations" class="level3">
-<h3>Combustion engine limitations / Transmission Limiations</h3>
+<section id="combustion-engine-limitations-transmission-limitations" class="level3">
+<h3>Combustion engine limitations / Transmission Limitations</h3>
 <p>The engine’s maximum speed and maximum torque may be limited by
 either the gearbox (due to mechanical constraints) or the vehicle
 control. Engine torque limitations are modeled by limiting the engine
@@ -3822,7 +4199,7 @@ intersecting (and limiting) the upshift line with the max. input speed.
 In the last gear, where no upshifts are possible, the engine speed is
 limited to the gearbox’ maximum input speed.</p>
 <p>Gear shift polygons are calculated by VECTO based on the overall
-(i.e. from gearbox and vehicle control) cropped engine fullload
+(i.e. from gearbox and vehicle control) cropped engine full load
 curve.</p>
 <div class="engineering">
 <p>In Engineering Mode, speed and torque limits can be defined and will
@@ -3875,12 +4252,12 @@ transmission):
 </section>
 </div>
 </section>
-<section id="electric-motor-limiations" class="level3">
-<h3>Electric Motor Limiations</h3>
+<section id="electric-motor-limitations" class="level3">
+<h3>Electric Motor Limitations</h3>
 <p>The electric motor’s maximum drive and maximum recuperation curve can
 be overridden in the vehicle. Therefore, the same map for maximum drive
 and maximum recuperation needs to be provided. Such a limit directly
-overrides the eletric motors model parameters.</p>
+overrides the electric motors model parameters.</p>
 </section>
 <section id="vehicle-propulsion-limitations" class="level3">
 <h3>Vehicle Propulsion Limitations</h3>
@@ -3927,7 +4304,7 @@ cannot provide the allowed 100 Nm at this high angular speed.</p>
 <h2>Engine Fuel Consumption Correction</h2>
 <p>The final fuel consumption is corrected in a post-processing to
 reflect systems not directly modeled in VECTO (e.g. electric waste heat
-recovery sysmtes) or to account for systems not active all the time for
+recovery systems) or to account for systems not active all the time for
 different reasons (e.g., engine stop-start).</p>
 <section id="engine-stopstart-correction" class="level3">
 <h3>Engine Stop/Start Correction</h3>
@@ -3939,7 +4316,7 @@ periods. This is done using the <a href="#engine-line-approach">Engine-Line appr
 hybrid controller decides to turn off the combustion engine, it is fully
 off, i.e. the fuel consumption is 0 and no auxiliary power is provided.
 In this phases the “missing” auxiliary demand is balanced in separate
-colums for the cases a) the ICE is really off, and b) the ICE would be
+columns for the cases a) the ICE is really off, and b) the ICE would be
 on. This allows for an accurate correction of the fuel consumption
 taking into account that ESS is in reality not active in all possible
 cases due to e.g. auxiliary power demand, environmental conditions,
@@ -4042,7 +4419,7 @@ during the simulation or corrected via DCDC_missing (see below).</p>
 is that the correct amount of compressed air is generated, even when the
 ICE is off. As the average air demand is calculated with an estimated
 cycle driving time, the first step is to correct the air demand using
-the actual cycle driving time. The missing (or excessive) amout of air
+the actual cycle driving time. The missing (or excessive) amount of air
 is transferred into mechanical energy demand using <span class="math inline">\(k_\textrm{Air}\)</span>. This value depicts the
 delta energy demand for a certain delta compressed air. <span class="math inline">\(k_\textrm{Air}\)</span> is derived from two
 points. on the one hand the compressor runs in idle mode, applying only
@@ -4095,7 +4472,7 @@ dt}\)</span></p>
 <section id="bus-auxiliaries-correction-aux-heater" class="level4">
 <h4>Bus Auxiliaries Correction – Aux Heater</h4>
 <p>The power demand for an additional fuel-fired heater is calculated in
-the post-processing. The HVAC steaty state model calculates the heating
+the post-processing. The HVAC steady state model calculates the heating
 demand (weighted sum of different climatic conditions) and based on the
 engine’s average waste heat over the cycle the power demand for the aux
 heater is calculated. The fuel consumption for the aux heater is only
@@ -4131,9 +4508,9 @@ bus with ES connected to REES and smart alternator} \\
 (\textrm{E\_WHR\_mech} + \textrm{E\_WHR\_el\_mech}) \cdot
 k_\textrm{engline}\)</span></p>
 </section>
-<section id="hybrid-vehicles-reess-soc-correction" class="level4">
-<h4>Hybrid Vehicles: REESS SoC Correction</h4>
-<p>If the REESS Soc at the end of the simulation is higher than the
+<section id="parallel-hybrid-vehicles-reess-soc-correction" class="level4">
+<h4>Parallel Hybrid Vehicles: REESS SoC Correction</h4>
+<p>If the REESS Soc at the end of the simulation is different than the
 initial SoC the correction is done according to:</p>
 <p><span class="math display">\[
 \textbf{\textrm{FC\_SoC}} = -\frac{\Delta\textrm{E\_REESS} \cdot
@@ -4152,11 +4529,34 @@ k_\textrm{engline} \cdot \eta_{\textrm{EM}_\textrm{dischg}} \cdot
 <p><span class="math inline">\(\eta_{\textrm{REESS}_\textrm{dischg}} =
 \frac{\textrm{E\_REESS\_INT\_DISCHG}}{\textrm{E\_REEES\_T\_DISCHG}}\)</span></p>
 </section>
+<section id="serial-hybrid-vehicles-reess-soc-correction" class="level4">
+<h4>Serial Hybrid Vehicles: REESS SoC Correction</h4>
+<p>If the REESS Soc at the end of the simulation is different than the
+initial SoC the correction is done according to:</p>
+<p><span class="math inline">\(FC_\textrm{gen,charging} =
+\sum{FC_\textrm{mod,final}\cdot dt}\)</span></p>
+<p><span class="math inline">\(E_\textrm{gen,el} =
+\sum{P_\textrm{em,el}\cdot dt}\)</span></p>
+<p>If the GenSet was on during the cycle, the SoC correction is done
+according to:</p>
+<p><span class="math inline">\(\textrm{FC\_SOC} =
+\Delta\textrm{E\_REESS} \cdot
+\frac{FC_\textrm{gen,charging}}{E_\textrm{gen,el}}\)</span></p>
+<p>If the GenSet was never on during the cycle, the SoC correction is
+done according to:</p>
+<p><span class="math inline">\(\textrm{FC\_SOC} =
+\Delta\textrm{E\_REESS} \cdot
+\frac{FC_\textrm{gen,optimal}}{E_\textrm{gen,el,optimal}}\)</span></p>
+<p>where <span class="math inline">\(FC_\textrm{gen,optimal}\)</span>
+and <span class="math inline">\(E_\textrm{gen,el,optimal}\)</span> are
+the fuel consumption and generated electric power in the optimal
+operating point of the GenSet</p>
+</section>
 </section>
 <section id="corrected-total-fuel-consumption" class="level3">
 <h3>Corrected Total Fuel Consumption</h3>
 <p>The final fuel consumption after all corrections are applied is
-calcualted as follows:</p>
+calculated as follows:</p>
 <p><span class="math display">\[
 \begin{align*}
 \textrm{FC\_FINAL} =\;&amp;  \textrm{FC\_ModSum} \;+ \\
@@ -4186,7 +4586,7 @@ engine-off periods and engine starts.</p>
 <h2>Engine Waste Heat Recovery Systems</h2>
 <p>VECTO is able to consider energy recovered from the combustion
 engine’s waste heat either as mechanical power or as electrical power.
-The following options for waste-heat recovery system are availabel:</p>
+The following options for waste-heat recovery system are available:</p>
 <ul>
 <li>Mechanical WHR system included in the FC measurements</li>
 <li>Mechanical WHR system not connected to the crankshaft</li>
@@ -4318,7 +4718,7 @@ be set to ‘compressed’.</p>
 </section>
 <section id="transmission-losses" class="level2">
 <h2>Transmission Losses</h2>
-<p>Every transmission component (gearbox, angledrive, axlegear, …) uses
+<p>Every transmission component (gearbox, angledrive, axle gear, …) uses
 the following formula for calculating the torques at input and output
 side of the component:</p>
 <p><span class="math inline">\(T_{output} = (T_{input} - T_{loss}) *
@@ -4329,7 +4729,7 @@ r_{gear}\)</span></p>
 <li>T<sub>input</sub> … Input torque</li>
 <li>T<sub>loss</sub> … Torque loss (from e.g. a loss map or efficiency
 for that component)</li>
-<li>r<sub>gear</sub> … The tranmission ratio for the gurrent gear (if
+<li>r<sub>gear</sub> … The transmission ratio for the current gear (if
 the component has ratios)</li>
 </ul>
 <p>The following components are accounted as transmission components
@@ -4344,7 +4744,7 @@ the powertrain):</p>
 </section>
 <section id="gearbox-at-gearbox-model" class="level2">
 <h2>Gearbox: AT Gearbox Model</h2>
-<p>Vecto supports both, AT gearboxes with serial torque converter and AT
+<p>VECTO supports both, AT gearboxes with serial torque converter and AT
 gearboxes with power split. Internally, both gearbox types are simulated
 using a power train architecture with the torque converter in
 series.</p>
@@ -4360,14 +4760,14 @@ torque converter</figcaption>
 </figure>
 <p>In the input data <a href="#gearbox-file-.vgbx">Gearbox File</a>
 <strong>only the mechanical gears need to be specified</strong>.
-Depending on the gearbox type (AT-S or AT-P) Vecto adds the correct
+Depending on the gearbox type (AT-S or AT-P) VECTO adds the correct
 virtual ‘torque converter gear’.</p>
 <p>For AT gearbox with serial torque converter, the torque converter
 uses the same ratio and mechanical losses as the first gear (and second,
 depending on the gear ratios), and adds the torque converter.</p>
 <p>For AT gearboxes using power split the torque converter
 characteristics already takes the transmission ratio and mechanical
-losses into account. Hence, Vecto sets the ratio for the mechanical gear
+losses into account. Hence, VECTO sets the ratio for the mechanical gear
 to 1 without additional losses.</p>
 <p>The .vmod file for vehicles with AT gearboxes contains an additional
 column that indicates if the torque converter is locked or not.</p>
@@ -4449,6 +4849,41 @@ for <span class="math inline">\((n_{act} &gt; n_{T98h})\)</span></p>
 n_{T98h})\)</span> for <span class="math inline">\((n_{act} &gt;
 n_{T98h})\)</span></p>
 </section>
+<section id="pev-gear-shift-model" class="level2">
+<h2>PEV Gear Shift Model</h2>
+<p>The gear shift lines for pure electric vehicles is different than for
+conventional vehicles and HEV as the shape of maximum torque curve is
+typically very different.</p>
+<p>The figure below depicts a typical maximum torque curve (orange) and
+maximum power curve (blue) for an electric motor. The downshift and
+upshift lines are plotted with a dot-dashed green line.</p>
+<p><strong>Basics:</strong></p>
+<ul>
+<li>Downshift for operation point left of green dot-dashed downshift
+lines</li>
+<li>Upshift for operation point right of green dot-dashed upshift
+line</li>
+<li>EffShift method applied for operation point between downshift and
+upshift lines (refer to user manual)</li>
+</ul>
+<p><strong>Driving:</strong></p>
+<ul>
+<li>Maximum downshift speed always located at n_P80low (where 80% of max
+power is available)</li>
+<li>For EM in de-rating n_P80low is calculated from the de-rated power
+curve</li>
+</ul>
+<p><strong>Braking:</strong></p>
+<ul>
+<li>EffShift is suppressed for operation point within red shaded area(2%
+below max recuperation power)</li>
+<li>New gear after downshift is selected so that operation point is
+closest to and above n_brake_target_norm (or only closest to
+n_brake_target_norm in case no operation point with higher speed
+exists)</li>
+</ul>
+<p><img 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/RS3oWIzPoEqO6rtpU7rPAdFWr0DUV4cTaaQy8KrG+oDrFGO9Zl/7iVqqtrEsOoOBaYMuB40SoD3UQvSHC6GOIYBoJ8jBfC+ueI61+11tlrVQiQd0Q2mkV2/qiKakq+sXJy65pyTv0Z3Dx+p+ITYuYY1sNUGAom3AwXFLu/STk31hr7I2GrlTER/YherUITfeNwbfta7bixl2Sj4QHjXKttHxQjJNw4vV1WwwghpYI306OzUWsd2YVieHPFGyJWqUSIl5r7xLAvtus3POyv3ySBjpt5mIt1jYqSGpHvrbSkZUjlLROuDCGEEEIIIYTUhuv7X7n/24/vvO3+Hb+7AGkMfbrx56/8CHmw1U+Ormr5l988inzrAAfQz1CHsLc239Co06/fecZGxPc8dOHXzbRPOcA+/LrzM4/e1hTv3vfYNb+C147h2fv0Pvv3zUw6ziQj21WU1IjVpz9yu9yjN1XSYml8vdXEs+GszEH6/m38wsDXOmd3Hux0PztnP23li72NNOKrTuv/IeIIl8TWW5NgpeZ2ezKdTl5QaFW0GFAFNSW6MAcNdWMsU1kkJMg9fbOYe6v3/cpfPnCoyiKEEEIIcQCvFr6aPL6auH21IsGGw+cIIaRWVHrRBuIPeJ9DBF+PowFfjysLCpG9IOlOtug9HRfDWDtrvJ1wpBjaTnWP6ZgYwPjAe7NRQkglcVI+s2c8tuslTPS+KLQorDqN0NUAV1FaDP0jIcfXy4iS4uDrcTTg63FA6B1o5/pOhIQNKm00oNKGCBbaaMBCGxAKvR6PJGMLVJQQ4hem8mmxpDyVdkr0bIlOU1hiONzebNSqwTenp8Q2fSy2WUPgDPQ2TEqLGRH/ykpl99UdIXBNTFirQStCSXPpUGlDRFCHHPoIXWh9DQttQHBbe8yCS0iA0K/Ho8tncW7JyehOLXY11ROB6/DHYvZZTH4iZr46w9BDDa/FnxYzwX7/Jxu1XrGxH16R9Wv1LLH3iH1IrCSotAHBjdKaPu3OZbMSKkr2Y5+n1fQpv6BCN7j1RXXhzUdJq/Kx0AaEqQptQ9fwpoWrt52hkhY7r6//gIrWNXRunblo7eC8RWuHVzR0Dvdjbi03pvZdgWMXdw8drk5HPKJvS1uLipKogIKloo7ttKPJ2FIV9T3n3PIfsWIfLLLfbvPBcmb7i+9SpwsEpRRaKm1A6E23Y007i8a1g3cvXD1kLdhkkq/Jh5VT3nFu59a5tgfLPv0AyWeNnUOvmA+WVCqVa05ioQ0xeD3GD0AliwbtuCpKCKkk56wbvrOxa/jiYiuinNiRmjt9pDkeuqUPowaV1qfYVdWLQquh6vqHKL4e40eKAePWLPtBZ9HaodWLugZzviu4Y2vbzJ6BtrRKespIcyKyM1f6hSjWHmMBTL10e2Bx8lX70h3WUg7F4FZpTXa2Js7efd0sLnQdIIKutFiNFhY4GtYOrURtokrmKKWwapbEuktqrAejzYnNL7bPCVRzSRgoRWmb4remVDSQQFkC9WrspKp4BZbC+rhK1pTR1vrUWEviIypJSDSBokJZVTJH30BH0a+zhSjl9bgQbN+tPFGtiPLt67GTqgaR0db44rHm2MsqSTwkahVRukD4qiIKtb+oBVbJHBvSK+N9WzsmqW0QoQKTUJBPVb1+BS6E16/Hbhhrqf8ECrFcGEPPSJH0Dqw8SUVdw84VZYCeSqKqPSpJFCPJxAtUY3fcsbn9PBWtNk5T7rjhfBUGi3yq2pNeWdOFkfy8MNNIavZMFGT6xhMpqSLKm/sc/kLb0Dm4sLFr0D6jgUU1X4ELUYvXYy8YaUl8AwU6ij20alh7HN5CG5Ya4CDzajIeQ39pVbB3vJRMHKM2kdKZstDuq6s7T+xjYuYUPf4stA2dwwvyquqW9lNV1HeI0nIBLgEdRHQhN6x/pDnmW/ehGDxagMtNob1IJP17MJUF/FVoC6mqX16BCxHU12M/g4K+qzm22uEhkHsYjLXEP6l2Lxo/vx6j0KrQnK+59oUWqopZBVSSkKryrw823Z8t+I4PBG39u5Kz1ki4Ag+RUW/cA1eFVqmt+dZZu0IbRl+VShs8fK608+UHZa60AKpbaDE/T8PaQV90zK8ELLTRoBKFVgroZWKXquQkZNubKlqdQssaYEImkSu0UiA/JU+BNTCVlQMF2VaYK1doF3VtmyOFtSIzPvgVKq33yBda0e/U56/HToXZ+0IbZVVlofWeEBVa+99hKu18sQntsRJ/Wy6yTiVNKqO0fB0mQaGUQusRZqG1mnZcUlmfVi2FsUMlQw+V1nsqrbQ/fObmI1XUNZV8PZYCnGuTlbg1mEEu9nMrI0t1KqJAFNSXhTYaVKvQAjy05GK1badt7BqKSwHerpKEFKTSSuuX12P8nS7/1uoXWpOwqS+V1ntc/pBLxs+1xwB/v+07qG2h1Sj1DXzzEAut/0E3xLFkYpOtm+J+SybWj7bEzkilJvVEylHNQgtsr8z+KLQmTurbt6Xj4r6BDs5QEQGsQtWSWDGazDtAYONISwwrwHuCH16P84HXZnk6YJRPt8oC/iu0GnTOcOry6OfRPlFW2p0t8blSoOwd78sejidfqO++02orrQ3/FloTJ/Xt3dphPn18QRgL7Uhr7AFdCHc2xyetyVtpKl1oA+DTHghTSRCMQqvJN+AgCGNt/cpoa+wxq1AmE/eoLF/hx0LrEW5ejxfj75dwmcoCwSq0Jo6+b7rj8VpO7uZXpdWTuomfGKm+4JWCr8dlkm8QffeO1HQVrRrlLMDlFWMt9beigMrTg/MgV4gwLMAFWyhW85UGnNS3J93xsqjvUSoZOiwFbY5doJKhQ27opHvqJTV8Pa4ZutDeZ6V8Qr7pVivt+1bj9XgsGXtjNBm/WiVDj3yhFf1Oa1gRRfKRx/cteQ3aWhDl110/FtqgA4XFqnm+Xw0+3xIifq15Hksm7kbPHJUkxFNQaC/MRoOBo/p6UHi9eD2Gqqoo8Sl8Pa4hTstibkyvnKGiVYWF1Rn5Uir6vUTx9RjMUWGg8UJ9S1mYCZNwqyhxwI+F1s8LrU0FXovxhWoLBVJ4VzSsHZqw+DQWpO5Nd0w5BriY12P0yd15ff0HVJLUiFJrj+VGz5OnLdc08huO7b4DbWWvLMdXYffIFzXhu0JhEVsxfsghaWyT8K3M4YdnMscem8nMnZvJnHlm8XbWWSXb+J/8yf+oj0b8BJQXCqySFr1b2hf2bWmf0BYsSltweZOx5tg2+aEFsulmUmGZNm1v5r3vzWSOOSaTOemkTOazn81kPve5yphTQfPSHApjIfv+33bsT598snwdxNeU6vuWqq5y0MTCcuCB47nCcuKJmcwZZ+w3FJxamlOBK9fkb3YsaGXYti9dmbn76u9nepd3ZlbfdXsG93Qqu/5b92duSd2Wueuq72eWJm6bUIjVrSJ+Z9G6basaO4eWIj5+0EHPo9Cg8E4oRMreuHC+Y77n5lSQqmlSyLZdeEXm7qtuzty17Gbrh+5UAOyG/TpX/NAqEDi+0oXWtOGb5XpGASzaPvpRFtoggh+eUyHa2/DpTGbBAsdtpdi2L15uFQarQHzzJ44FwG7Y7+Zr+6xjcLxjYfPKzMLmpTkUNlc2Xx6W8Xhm/M/+7PXMH/zBa9abSvaNZYWYVQNcwylUSS0Z/9M//S0Klam0ey48RULvCqwrcypI1TRdyER9Mh/+cGb8gx98c/yP/3i3U2FxC45R0YrAvscRZfyAA95GodGF9u1zT/VUYV3bxz6WyRx/fGb86KPfGZ8xo6zC4hekdHDtYlIZxK99MzNzZgaFZfyPDw58YfELePCoaEWg0kacDQMdm8aaY99WSeIBLLSkojzVgyl9CCGBAO2wvVva2Y84YPQOrDxJRV1DpZ0aqNekWSj8xFhLbBtCFlrvqfTr8R2b262V6YqBhXZqWJETYSpdaEvxacnUsNBGGD8WWirt1ASm0PL1OBosiXdvUlGSBxZaQgIGCy0hAYM+rf95R+x92WgO5B2WjU7wSw8Sw5IYmLVjr5j9OORpsC/SOA/in1FpfYx9bPJPxO4Wm2Wl6ur+t5g+HtveFgP6OHyuivrMUYWFdmo8W6/VY3Sh1djTIN+kAPZ9sZ+90P2ZCp04QoWkBlSy0BY7XzPmxdLgR6Ffhz19WstJ943X1XWqJDrNP4k8lXTCr4WWRJRyC61TgdIFAIUW2/VTXe9rHqO34xhdaE8RQ1qfx34Ns4BdKXav2OVWan+ozwHwAJigDLrQyokPQFx2NM9ppyaFVj7Qx8XwGpxDPutTKqrJ9+qMV9h3ix0rFhO7WQzYlRd/G/LwerxITO/3ITG97Xox87XazidUaE7+bj6Agd6HeABfj6fGr0prLobsB1DwSRVgoSUkYLDQEkJcwV4vJDLYK2WKQa9zi0Wq7RUFZbGvru44+WC5zybp08br6taopBMstCRU6AJlNpno2k8UDF04UAgRv05M74tj9XZztT3k6fPiXHofjXlN+zYN8vXn0Oew9pX/rBCFFSFgoSUkXLDQEkIIIYQQQgghhBBCIs7G5177yg8Gd1+rknVd6V1tKuoYR9i3bfcyK1PQyzi+tfmGxreeaLaacRBHqEH6zceubEJ8z0MXft3K9CEbvzDwNZhKWjza/NzZ939522Uqae2D8LFrfpVrPgL24zT3fHHgq03x9ftUktSIR5qfO+uBLz97iUpOYMNZGw7S9+9uuV8bzsochHv+i2t++WlrBwXupd4P2/qvfn7hz5L/dSaOQfjAl4et8z+e+tXpCCvC9f2v3I9Qr7JmZQot//KbR2HYbq2+JuH9O353gbkPMAusWRjN9Vhfv/OMjUhjHx1Xm3yFFKxJn6vrMz9bj/Cuf0gv2789c0DWsnHko2Bn05Nhga09XZ959BaEPzp/83IrQ9E/t38a7h8KNNIPXPbslyU9/k/np5OrTuv/obWTYml8vTWiKSXHPHL185+954tbL+88/ZF1yNMhzi/76XG/3oOCuOz+F5/RhXHJP73wPPJ1wUS4+snRVWbBRihYHSVQ+KCeCM2CaKYR7v7uSc8i/rv1n/4XFFrE/cb+ArkfW4Hdd+2J96atDbYCa1dczYOXbrsU25++6ddmJxRSZaYqsFpNv3vqw/cgjXstNmGon1lg9T5OBbYpsf4txCuCLohkIuqGTCrAJPjoe/uVv/zOoSorL03x7jf5WyCEEEIIIYQQQgghJA+sNSMkQOxQISEkALDAEhIgWGAJCRAssIQECBZYQgIECywhASIIBRZTp+oFssxpVDFFKkfPkEjhtwKLdmE9Z7HmSLGjxeyFc46YzsNxWHUtLob5lQkJJX5UWHtnDhRMoNVVYy/EGGAOQ57TosWEBJ4gFFgoLEAh1NuwWgEU1VRYE3uakFDgVx8WBVEbIUQRhEonQoiCBZaQABHaAtu7taNbRQkJDVRYQgIECywhAYIFlpAAwQJLSIDYMdaS6A+jPfxg08tO+bBMXZ2a8Z+QYBHJWmIptOwJRQJJNAtsa2KTihJvmbCOjaAXlOIbjUdEssCCnc3xb6ooyc+fiNlX9LMWkzJAIdUF0yywB4vlK7B/KvZ5sZutVF3diWL6WGz7XjZad6AKMYLLPoorkkS2wPK12BXTxOZnoznMAouCqNN/L+a2wB4ihvPqAvshMX0stlnrEAu6wBKF5wW2b6AjEAVhdyo2g5VPJGhEtsACqiwJGqEtsG76Eo8lY6tUlJBAEGmFBSPNidD68WVyjdg92agFVtw30/BRq03kfdrIF9jRlgSmlSGT+ZgKtZ9/sQpNUHGE7WZB0nnXi6FCyqy0mi2GWmCTD4phX1RQ6al99G/oz8V+IoYaZfBZFUaW0KqLm1dizejy2BkqSvZzkQoLoQujqbY6D4UYhVDXBAPUBDtV9CH/kmzUOg41xRpzLi+9T2RhgRXGqLKlcJAKvWSqWvtKXDNQhPaV2E2Bbegc7l+0dnjForWD835+3bkfVdmE+JbIKqwU1AkPFnsTDwpxtjAPrVYFOzOVYb/GruEbJG49BNSpiIcErY7EayJXYBd3p2c0dA7uUckJjC2Pf1JFPaexayiuHwLuHwCDe8y3AHx2dbrIwgLrMX7+QhvXDt69cPVQg0pOImg1xvvfAoa7i3wLuEbigXwLYIH1GL9+ofixqmhBRpOJtIpGjnPWDJ9gewvYh++tkMl+u823gDP7XnyXOl1FYIH1GL98ob3ptgUq6rqwgpHW2AMqSjxAPwAaOwfvLuotYB3eAoausr8FsMB6jJ++0MXdO6bn81cLwT7G/kUK8kkT3wKGCr4FNHRue1QdGgpCW2Bv/vntLzSsGSy5oX2sOfZtFSXEN3heYP0AnqzFdJxwYiyZ2CRPnqka8gmpKqErsCisCMstsICvxsRvhKbA2v1VLwosYKH1F6x0CgHojbSoa1BPK2LhVYEFUmgxtIz4ABZYj6n2F6pfge2YzTrlMpKMLXixfU5F2xeJO6JUYLE4Mv5YbSDQBdapsFbq+mPNsTdUlNSQKBVYDA7GH6sNBLLAwl+tZmHV0J+tPVEqsAAqC9MErsA2rB1aafdXQbVuJAstqRZzVGgSqAKbz1+tNiy0pBocLYbpNswpNzwvsJXCqbB6WRNcLCy0tSEqr8RY5sCsdNIEosD6RVntsNCSSoJXYvsPzNevxJa/unZ4hUrm8NNTloWWVJLVYuYPzLcKm09V/fhKxEJbPaLySpwPXxbYIBVWzUhzYtfO6+s/oJKkQrDAeky5X2i+wlrLCia3vLo8Fh9rjhU9/pa4J2oFtuK1xKV+ofBV4bOqZI6+Le2B68erXpE5NK8CUGE9ppQvNJ+qBpnXWuo/Qd/We6JUYLWymn9wzQtsEP3VYhhLxl4aTSYeUUlCisY3BTbshdUEU6iOJRPrVZKQkvC8wLoBfYExhlUlJxD2Vx55Td4X5alUy6VvoH1Su3yUqHqBhapitI1KTqB3oONBFQ09Y62JTfRxSbFU4JU4/xMwjJVL5fJq6vjDUXBHm+PfVFmkAPL76lfRanKSCmtO1RSWhXVqtOqOXB0zF0EmBjVymcJbYO1PwMau4YvFX+1RyQn0DLTtVlFiYySZeMFSXi42PQEWWI8xv1DMYpjPXw175ZKXjCVjq1B4x5KJe1RWZPFzgd1XV/eOfLiMhH+rsjynYgW20CtwX7qD3ffKwCq8eHVujpe8skFQocJ6DL7QfIX1jq1tM4PQJzhIoNLKauOVArwrGetV2aGlRs06UxZYKKth01S253haYOUVeCFfdWvPWEu8Q6uwvEZfo7JJ6bhSWBRWeR3+vNiHVZbneFZgs/5qekbUG7b9ihTeb+QKcYALst+bdaTQHqiiFcGTAssmm+CysyU+Vzcn2WyF3FSOOMrittLpU2LvQqiyPKfsAmsvrOYTkK/H4WCkNXGRFOB+W4HOjDYntki4YiQ1e6baNay4LbBJ+cFX9DdfcoFt6BxegAV1VXISrAmOHlYFWGt9SgrxpMJtWWviEQlXjDTHJqyqXgx+riWWAmvNl+07hZWCuhv+qkpOAGva9Ay0OXbsJ8SOFOKz87ySw89+BE1XUkJzr+Y+L7ANKloxii6wU/mrfA0mlQLKjN/XWDL2kmMBhzXH9kgIhV8x2hJrKkfNDdwW2IvE3iUF4BCV5TlFFVg3lUsssKSS+Flhx+vqVkuBfVs+4EEqy3NcFdhFawfnNawdfFwlC8ICSyqJnwusfLCKf7YpC2zWXx06XCWnhAWWhJAJBRYFE4bXX5VVNQoW2FLaV1lgSQiZUGDx2it2qfzQ8776yraKdE/MW2DZGYL4ET+8EkthnbTcqZ2qFdhFXdvmSGHlnEOE7GdCgR2vq1sDk0J5sMqykIKMnk5Q3up0/m/sGn757NXbj1LJkuArcXSRH+uRcvMrVkMK/DBaR/5Gx9+4/P3NKloxcgWWr8CkXKpTYP1bS5xPeb3EKrBeFlaO1okuUSmw8gFQQ5yqZMF05MBp0/5bCut2lfQEvhJHlxAV2DfFZmWjFk4FFuNeD1VZVl6l//a6T11z71uoZFJJT2CBjS4hK7BfzUYtXL0SA3klvg+FVyU9ZwcqmVDZpNJlwwJLKkmVfl/2iQMnFFgplDWbisfzSicWWBJCJr0Sw+SNItfTSeKXapNt1WnW8aLQssBGl2q8EvekV3ox+qZY8r4Sm4VT/n6rWUfCinVZnFBgASqhGruG4ipJCHFZYOVV+VuSrqhgTSqwoKFz68xFawcdt01FjZ6AhFQStwo7DnUVy9Uee03BQull+ywJP/JDjUQ7bL5KJ8l/SL4DdE+sTYEFLLTELVEpsPIB/Dm8ToPXY7wmq2RBWOkUXaJSYPMhCrsOhVhsrsryHNd+KiqiUCGlknlhgY0uUS+w8vdbi2GJVadZxw1TvSKzwEYXvxRYTLw22lLfionYMCGbyi6HYgtsxb6DogssKFRoWWCJV+y6LnGkNfthMpGW0GmWRGt2RI9mRiyE21fiJxFKAajsaJ1SyDd2lgWWFGI0GV+Sdx7i5tgrWPOnCgWwWFwV2GpQcoEF+WanYKGNDqPJAjP9J7Mz/b+6POZZR5wa/bbcvhJ/SlT22xLWvtKpEE6vyPhiu3ekHFdfJ/4HBU1eRa11Z23WP3J1bL7aLSq4LbAfQiiFoWIr2HlSYIEutOYTEIPZ+7Z2rFRJ4iPUGjj2wljWinXVqHSqEeF4JbZT7BzGpPLYC+ZoMna+2uQ51SiwPn8lxvSnb6tkRfC0wIJ8qwRsGLqRBbnCjLXUfyJXOMV/VNlVgwU2gAVWf6FTtdeS8jHV0w9+ZdQLbDWoWIEFzpVR7f29W9oXqiQpAmu1dFVAR5OJY1S2b4h6gR3Pzpr4UCW/g4oWWOC0lixej3sG2narJCnAWGvibquANse/qbIiDRXWY5y+UCm0jqu11+jL9z1jLbFtflXRiBKtAquhX5ufsWRslVVIl8fOUFmBoxqvxDUivAV2KpwKbW+6w9O5kYMECulIMvaQShLiyBUqrHqBBU5+LYjKqgG6+UWeXCV3UiDR4QgVgpoUWNDQObiwsWtwo0rmCLNfO9YS70BBVcnQEeJa4prxPjEU2JoqrIlz00+4bspoa3xJmAuqhgXWe/DHmn9wVSud8uFUaNHsszG9ctJrc5DYnYrNiEJB1bDAes99YlpdgS8KLJBX5D1Ofm1QQUF97Ybj3q2SkYAFtvL4psCCxq7hixetHepRyUDyWkv9J0aaE5HsFMICW3l8VWA1QW2vhaq+uHRO1ae+JOEFr8RmYfBlgQVBq4yKkq9KqgN+UNo0nhdYL8n6tTsmzFrRM9C22m/ttWPNsT0qSipM1F6JLxSraKWT1yi/drVKWmDqGT/cuN2p2FEjLbEHVZKQiuPbV2I7fvNrx5oTp44m41erJBGqUekURXzR06kU/OLXYhZATMepkkTBWmLvwR8bqFdiOyi0dr8W9A60z1HRioLXYCms61WSGLDAVoajVQgC80pssqhrsMnu11qD4tMdL6tkxRhLxiI7smgqWGC95TQx+x8byAKrqfYrMptuCsMC6y34Q7VpAl1gQbUKLQurPyjl3sqDZK5YSiUDTeALLKh0DfJoS0LuN6kFurCN19U9PD5t2m/lRmfG6+t3Z1paMpl//ddM5u23izJ12sASigILpNCuaFg7NGGVgZ70yrIXVcIY1kyGA83dIAVrwiuxUdjuHj/00JcmFba9e0szh4Lo2ir8yl5pPC+wtcZrtY3qbIWqsC0Ru3X8j/7ouQmF7eGHM5l33slvToXMI3v1tV86F0S3VsGlIKtB6Aos8MqvDarfKoXsBLGLRdlWjx92GL6MzPjs2bszra37C9v4+OSC5pU5FDRPzakgujT5Xg5VX1Mg8bzAevEa6gWq0E54le1Lr3yj/cWlrkbT1KqwykVnyo9qoRS2G8bf8570hMK2aVO2oHllToWtHHv+eecC5qHhwetUEN2afLdHqq86kIRSYTUN64Y74NuqpEXflo6LMYBAJR3BEhhSUIr2W+WYw8UWiK3IW9j27dtv9gJUbXMqdOVYBQrsa7/dk9n26//J3PXUK5nrf7zDKrB4GE9l2BfH7Hjld/YCe466XYEkNJVOhcANVNG8yA4zxOaJrRi74ri9Ek4sbGZB88qcClE1zanQlWNSYLe9+Frmbikovf/+slVo7AXJybDfLT//b6uAoXA6FVxt5Srs+AEHfFfd8kASiQIL8MNQ0TpdYF4YG5pUiPAqbM+rmDkVoira7/e8ldn2m99m7nr6VavQXHCrc4Gym1YvHPvLV38/ocA6FTIvrdwCKz8Csy994IhMgQX4scmHO8qx8Ijte/vNzPhvRxy3VcQcClEh2/bfr1uFyypgP/mlY2GyG/a7+eFfW8eggE04p6mOXpgfCuxPf5pBTbZVo423pMMO2zZeV7dGXoUvUT+DQBOpAgsWrRta9eDgqGMB8lJd3967v4Ch0Fx427OOBcpu2NcqXHLsc6+IepkFzGtzKnRemENBc2VomzUL2x/90fNS2NajsIlZgzv8UqlZKyJXYAEKEwqH+Ur8X794IHNfemfmrmd2FqVeK3/6Yq6AmQXWlTkVomqaU2Er1dBc5FzYmiQd6ULmJZ4X2CA8AXWBMQtsVX1XbU6FqJpmFrbW1v2F7Q//8FelFDbZFxV3Fe0VFgRBqCSeF9ggoAuMLrBvDcsPVheiappTISrWUIONwoYa7f2FrUfiV4lR2UJGJF+JdYHRBbYm6goLWWGTz4x26ANVklSAyCssaoYnFCK3Zi9shx76shS2jRJfEcTC5gXyCs3xsBUmmgUWTTtXXWUVNqgrC5s3sMBWnki+EpsEecVzv8ECW3kiXWD/8/ufjvTN9xoW2MoT6QI7mkykVZR4gNx4NutUmMgWWMwksSG9Mq6ShASCCBfYRKY3fdMFKkk8QG48m3UqjOcFNii82D7nXSywwcNvC6FVm0oU2I0q9C16FkQWWBI0KlFgff9KPNKcsP5uFlhvqU4tcXu/ikaSHfDlvDQ5p2O+nyz7p9fV9Wy+6ZMqSjyAzTqVJ5IKSyoDC2zliXSBZbOOt7DAVh4qLPEMFtjKwwJLAkXkK51U6CWBKbCsJSZBgwWWkADBAktIgGCBJSRAsMASEiAqUbgCU2CJK+arMB9ux78uVSHxGSyw/ucoseuz0RzIGxdDAUUhjIndrNLXiAHkfywbzWHuC44V+0I2aoHtHxd720rtR18H7bZYUU4f/yExzKuFbfiMe8U0+G3x9+UxpXyhL4vhJkXF/MA7KjRB4dCKiiU5EYc57atBwdL7alD4LsxGczgVWHCIGMbQHmalsujvCIX5rWzUAr+tn2SjxCtKKbCV8KWJ97xPhSZ/pkITrYooiE7HEB/BAktIgKhUgd2nwmK4UoUaLJfv+fqg4vg9qaKI3yQf9BT5EvCqSIjvKbfAwpexn2OhmFlgsf0+MVR2YMQNfCjzmL9WIfYxj8tXYGeI4Xi97xoxfT7zHHq+Ipwjdx4ppLi+hexo7Sv/XWZl+AT5PP+f/EFYH9d6kEj6HaQlRIUQMH3QWqL95btV6IRZEUXKRP/Qi8GusPZzXCFm5uk4QjNugsIJhbUKkCJfgcWPGMffa6Xq6hrEtDqb5yhYYCV8Aoa4nMxXCit/gHw0K/yKlSFIxu0qCnRBcapB/qDYj8U+b6WyoEIIBcdeIYVKIUwTNMtK1dW9Rwz74UGMbbqw5ft+nHxiO272IS6xFxw3OL0S60LhVMC8oJLn9h1Ggf2MlSHIjTLvlVnwnGqF8dA0OVgMqvznVmo/Ol/XCkPBdSHFNt0eywLrE7wqsMRjpLCeoqJOmG2nU2E2wRSinAdipGdHrCalFNgHxTDOMSpGiG8opcASQmoECywhAYIFlpASsfdhrYahwDrlV9oICTRoTyOEBAQWWEICRKUKrOmj6h5InndAkJOiG13uWmackDBiFlj82O0/eDNPx4+2UvvTKJCniSEf6ZNVeJ0Y0AUWfXqxzUSfA+AcOo1xkgjRnQ/H63645v5WI78kcunxbP9eQkKLWWB1wTIx0yhw6GAPUPDQ4R3bcRzQhRF55nFO59XobVp9zWPNY8y8XL4U2LMlkUuzwJKw4/Ur8VTd0Qq9Fkemzy4hpcJKJ0ICBAssIYQQQgghhBBCCCGEEEIIIYQQQkjNeP3OMzBBLSEl03HKQ//aFF+fydRlfDXRMyGE1F3f/8r9i9YOZ7rSu9p0iHzEVz85uurGn7/yI8R13v07fnfB46/s+RjiCJFG/NuP77xt2f0vPqPT2B8gDsN5VFaONx+7smmsJZHZ89CFX9/7XPe8N+5Z1In0W080X6jzsR/isN9v+PztVv7956/UedgOodZibW03jsO5rO1rPv448og7IFrXnnhv+uZPbrobcZU9ia7P/Gw9tv9ocXoFwv6r/8Ma1SXxfX3nPXNN9+d+sUodfwBCGPLUPtY12k958GHE15z+yA8k3Ic0toPHrvnVafo4bWrTBHAcRZZEna7PPHoLysiG8565VsLxn351+yK1aRJL4+vfuebEe7a0f/Shn+KYVaf1/7Ap3v1O28kPWFMtr5FzPdj07BcfvHTbpdY5z8ocJOE7A6temSPh3s7ZT2Pif0f0ueX5cVf22A0H/bDxqRsQ/9nVzy/EeX50/ublnac/sg55uHbnl54+WKf/6fzNV0s4jnjfeelrEKbO2oClZ4MHRBaGOIRwyT+98LyTUCLU4qrT9jiOQ9xEb8+HFkqAOIQXcQju7u+e9KzOR/jW5hsa7fsjdBJZ+76kOPCjlsASLRV3BCLb+ZlHb0NcCui+u/4hvUwLo7WDIPF9dSKA2bz9Qmimddx+LEWWEPdAZFef/oi1LJaUiTchZNYGByCE/XP7pyGOcgUR/cU1v/y0LmMSvq2Px76dszsPbj/lgYcgnthHyFvesvtnRRj7puQ6ON99lw1dhDwILs4DUYXAIg+Y6SWx9Xv09ZsS699Kze2ejnjg0CILAVVZObTXqpKucBJaA0wIM2m4OwRRRS3saTt6uymi8IRVdAJ7BztOg6kkqSIQyO3rRj6skoSQgAHRTaUyem1OT8BzIZVKeXpOQgghhBBCCCGEEEIIIYQQQgghhBBCCCEBBl2wHYdgkPCjhwYQQoLPkvj6cRUlPmGPGB6y2h4UIxGCIktIeKDI+pcdKiSEEEKIx1BkIwo9WULCAz1Z/0KRjSgUWULCA0XWv1BkCSGEkApBkY0o9GQJCQ/0ZP0LRTaiUGQJCQ8UWf9CkS2fI8SOzEbrVovNEMM6rnrpqftUiDy9n847WYxLwhFCSEihyObH9PQKeX0Q2TkqNPe7TsxM71MhwL6niJkiC4HW6H21GCN9YTY64TwlQ0+WkPBAT9a/UGTzU4zIag9VYwohhBTbIboaLaimyGpBBfp4bD9dDPtAZLXQlg1FlpDwQJH1LxRZQgghpEJQZCMKPVlCwgM9Wf9CkY0oFFlCwgNF1r9QZANG70D7C71bO7pVkhBCiI+hyEYU8WT7VZQQEnCWxLs3qSjxGRTZiMLqYkLCA6uL/QtFNmCwupgQQoIDRTaiLIl1r1BRQkjAaYrfmlJR4jN2jLUk+mnht4xt+kZWFxMSHlhd7F/oyQaMUquLR1sS+0RsWc1MCCFVhCIbMMppkxWRzexcNiuB+JJY9zwrkxD/sleFJp8W+9NstO7zYl8TO8pKRRiWZ/8SCJHtHWhL9w10ZKa29gnDUiBGyFdJi5502/mTj3M2dYiFPk4lLXrSK4+yH5PP1CEW+jiVzGE/Rtsdz9x0gdqlLJHdkZo7HUIrFz6A1cWkTOaL1YvhdwQrtJrUOyoEOg4BheHY2cgQZol1imEfnM/c5y/EAK57sBgEVl8bc3rrOLY5geM+LKb3059Xn/8nYmbe22JniEG89HHYR1/3G2J2MI+5aVWD1cX+hZ5swCi3d/FIS+JiCK1KElIqEK1p2eiEuBP5RFaDuBa474tBaIF9H6BFFkAI9XFm3Akcd0g2mou/JWYeA68YmNeFyOrjmsQOykatYw/MRnNgQQ9tWJmLEIps0PBiCM9oS2LzS8tnv6KShJRCMSILDxUvdgvETJGFoCJfi9VSMaSdxG4qkdXXyPc5nEQWbBTDcedYqSylimzNYHWxfwmEyKLKVEWJR4jQZsaaY99WSUK8wPTktOUDQlcpivkcoYDVxf6FIhthrB7Hy+OfVElCCCEeQ5ENGL0D7XPu2No2UyXLBu2zr91w3LtVkpBqcJoKw0wU/kbiAopsRNG9i3enYjN0j2NrAyFTc70KgdmpCRwmhrZXzWoVatDeqX9r2BfxE8RmICMPej9UMetjzTj4KzGzs5HZu7dQT19sw/ntHZXwmWLZqIX5GYD9uD8TM/fH8f83G608rC72LxTZgOFFxyc7I8nYAgotcQnE5WPZqIUpmpoviKHMflXM/vA3RRmCpTsxmXE75jZ0jtIdjsyOTxA5tL2a58f2NdloXpw6V5mdoHQHJ7MDFMC5NVeoEHxChWCZCkmECYTIkv1UQmTBWEu8g0N7iEsgZEeKfVHsWGQI8Ny0+B4tBjHGfvYeuKYoeyWyd4t9QAz76d8w5uZGT2B8ro8jIw9OIovzokkG59M9nYsVWXjWGF9LIg5FNmB4JbJOk1GMtSbuptCSKtCgQicgWHbzAgy/sZ9XD8epBBgaVDVYXexfKLIBwwuRbegcXPgPV/78oUVrh9NiGdMeueFLGQitPX8qa+gc7tcm6RUwiS9YtHZwHkxdmpBI0belraUazV0cJ+tfKLIBoxyRbewafAOC2Lhqa8HexCOtsQeq6dFqIW7sGr7YEGgt2Nvxmb0wfU51Xus656wdOpUvAqRSVEtkiX9hx6eAISJb1BAeERTxJrMCo7Isppq7mG20E6nWi8DCNcOPGOe1rtPYOfxJvggEk6p5sqwu9i0U2ZDS0DW8Cw/tfF6rm0Xb2es4WGghXrRucIkW6P2CPbgDvwcvTL8IyAvHg5LOvgisG5zPF4HJVEtkuWi7f6HIBoxC1cXy4HP0WstBr9yz8/p69N4kpCxyLwKdDi8C64ZewO/XC1vYNflF4LwavAiwuphQZEPAVF6rE8UudWdNwZhMXKOShIQWLcTndA0t0wKtXwQau4ZeQlnzwva/CAxulLR1nXO6tpxcyosAq4v9C0U2oGQLonitawcfV1lFISJbtLc71hx7SWyPShJCaoQW4sa1w19b1LXtjCXx7k1qE/EZgRBZsp/1T6x6p+3hvsyiNdtqUn376vJYHNXHnO+YkKlhdTGhyAYA02vtq+BkFMVgVR+3xEryogkh3sLqYv/C6mIfo9taF615Kue1ejjjU9mdo0aaY/PYKYqQ2sPqYv9CT9ZnLOraNqdQW6tXIuslI82JXWyrJWQyrC4mFFmf0Lh22Oq1eOZ3t3xQZTnioSfracHXS+aNtsTOUFmERB5ORhFesMYhln3SvE8MNxqhCauLa4j2WsXSKsuR7h2p6fgOxHpUVtl4LbKasWRiEyewICQLRTa8QGD1QsVYbULfZPvNpsjWgMau4ZfdeK096bbzLXHd2rFSZQUGdIwaTSYKvjwQEnZYXRwNsHo/bKGYFl4NRbZKuPVaQd/W9hfwN9+x9YaKDZOplCdrsjsVO4pVyCTK0JMNL6guxo01zQmKbIVZpOaMbejcOuWk/n1bOh7rGWjbrZIVpRoiqxlrqb+VY2sJqRwU2dqAh6i5QLETFNkK0Ng1FFde63aVRYSRZHYJvRfb57xLZRFCSKgJhMgGhWK8Vs3G9MoZKlpVqunJ2hltTmym2JIo8MNnbj6yJ72y4gsS0JP1LxTZMinGa832Em7zxXdeS5HV7ErG7oTY7r5uVsEOYISQwlBka8fRYqvF8j1QAyGy1XgTLBaIqluvtW9Lx8Wo8u4daL9BZRGD0db4YogtV/khYYO9i8MLhvDgxl5opfJDT7YIIKhZr3XQ1fcGrxUFrFZVwoXwgydrB2vXZudE5jhbEg7Yuzh8YIgObqgWWdOcCITI1vpNUHutqBpWWXnRE0dUq5dwqfhRZE10VfJoc/ybKouQwEGRDS8Q2Xw9ik0osnko1msllcNaxxaC2xq7QGUREghYXRxe0BZrDt/hEB6XFOO1avrSHXv8WCVcCL97svnQ1clsvyVBgJ5seMFNNc0+Z7GGIiucvXr7UVlhHX5ZZRUEVcIqGliCKrImukpZPN2X5Y9hGy7xHRzCE06cHp75HqiRFlkR1rRVJdy1DTNkTUlvur0Jn6VnS8dVKov4BEzhaHi596hsQgjxHAiSkzkRCJH18k2wWK8V9KQ7Xoa4Bq1KuBBh8GQLMbq8fo4Irhbd9SqbkKrC6mISmU49xXqtEFTLaxWBVVmhIuwia+fV1PGHjyQTu1T18h5OgEHCBEXWv4S6unhx99DhENaGzmFfD6chtWGkJfENS3TFRpoTO3Yur/+A2kQIKZ6TxKZlo1XjfBX6llB6sg1rBx+3vNa1g66rmXvTHdurUa3jF6LmybplpDWxTAsvPN7R5Vymj5ROxKqLKbIOhEZk6bUWB0XWPapTlbWogfZ6R5OJY9RmQvJCka04FFkvKPQjLclrHWi/AefsSbf5/gYR/2ItSt+a2JTzfMVGk7GlajMhUZuMgiLrQCBFdnF3ekYpXiumOsS5wjDOtVzoyVaWkdbERbmOVtqaY9+WL53jeSMEPdnikD/i5/JlZSRct6+u7lKxU8S+LOmbJHwH28QOUrsDiqwX6B+piGq/EtcF1gYXbBi68XAc75cl5vwCRbZ2wAPe1aIm0jAM8zS/dtVx71a7kRBAkS0OEdL5SlwnmXyJTuemyJYLvFb8SEtta+3b0n6qihISGEZb40vGktk5m+1CvLuZw4+IL/GsulhE9TyxZpW0PFxJv0slTSiypWJ6rcW8Cfp99Ru/QE82+Oxsic918ogtSyYeGWlJXPzi0jlODyYSMsLY8Un+oG/JQwrVwxkR2K+rbDsU2WIota2VFA9FNlpAkEV8V4y1xB6fJMjammPP7lo+a83O5ngDxwx7wx2b28/rG2jvV8mKEUaRFWEdVwL7LvnjNkp4qNpkQpF1Q2PX4MasuA4uVFmu6NvasRJebm+6zXUbLSGkOCDQo8n61Ehr7IFJnbmcTLxoiPVIS/yqkebYPHlQsrNXNPCyuvhTIqwPif0AcbG9FNki2e+1Du5RWXmxvwmyl3D50JMltWDk2g//9Vhz4lQR4xUY/jSaVPNLuzERb8xDLfEVI1fH5gehbbp3YOVJ8vxaoZIVI6SebExFET9THlgHqqQJRdZOqV5rT3rlUVmvtWO7yiJlQJElYeP1r5/wfnjO8LpFvG8QMe4vRsRHlsd/KWG/CPk1qDL3wgtn7+LikT/ke/KFWW2xNnM6N0UWFOO1OiE/1KdYJUwIqTVaxMda6m+1BNlBrE17+s7zMhDZ0ZbEFklbAj7aHLvAEvBM6KrRK9Imq03S7F1sZ9HaoZ5SvFY71XgTjBriyVa8MwYhUadYT3Yk+eG/hgDnqtRVtbol0AVE/bELz3hFnaKWeNkme5HYuWIYytMk3u1tEn5KbTaJnsgu7t4xvRyv1QmKrPewupiQysPq4tIQQT1T/qA2lSxEdERWe62NXcMXqyzPoMgSQoJItYbw+ARPPVl56OeqimGSF73q4kp4rU5QZL1nSay74j0eCSHVoSl+a0pFa0lekYVoiuVmcCoVOcebIgbmNcIpspX0Wp2I0Jtg1WB1MSGVh0N4sog4YgiOG8+0IKEWWe21wlQWIYQQoilYXSwC+ba8CXSJrYGJkBysNrkmlCIrXutqS1y7BptUVtWpxptg1GB1MfE78jCdLsYZo1wQgOpitx2ZLGT/8+S+2z3f8Mz4RK81/LC6mPgdeageqR6w5vqhgYK9i7PIvXTbkSmHbH/LhecbLJH1g9dKCCGAIhs4pqouvkjEclzsaflC4iq7XIIhsn73Wtm72HuWxLrnqSghvoQi654qlec3xf44G3WkoCcr9jmVtKZOlPQnVTKH5B2nom7xt8j+xd99NnPQwYfiB+BrUz9SmoemqotpNN/akWISyYjCTtoWFPvclz5WlefXkni3Y34F7XQxO1N5skk5UFcV/6PKdkRE+EZj3+skdFocAPjfk0XVcNaTHVqt8nwHPVlCooc8XOnJ+gt4sn+TjToylci+o+6nFs+ihvDI/lj+7ocqqQlam6w/q40psoQQ4nsKiqwI5JPyIM/nkZZKsERWI0K7AmLbsHZopcqqKRRZ72HvYuJ35AfKITwuCcvcxeKtThq6A5M/Dp2lnM4dTJE18at3Swghfoe9iwsjovqWk3hqsZXwY2KfF9sr9mG12ST4Iqvxm3dLCCHEV3gmshrZfopsL1TFHB6RNam2d8vqYu9hdTHxO/KADXzHpx8+c/ORPemVFR9eE4TqYrmfrjs+yTYM+UFHJwz1eZcKo7eebGPX8A1KcDlFX8DgOFnid+Shyt7FLvFJefa045Pcf3PIz9Uq2064Rdakkt5tNd4ECSH+giIbOMru+GQionyvEthDJX6zxJ3OHR2R1aDN1mvvltXF3sPqYuJ3KLLuCUvvYo3ce2uGKFVNjOribgnnqs0m0RNZE6+8W4qs93AVHuJ3KLLu8fsqPKUiv4H5YqeopBPRFllNzrstceEBiiwhJIiYIruzJT53JBlbMNaSWCH2sFj/aEtin4SZcmykObF7tCW+3LpgbfHUkxXvdZ1KIv2mWPQ6PhVLqUvoUWS9h9XFhExm59WGECYTm8ZaYtvsouZkEDoJ++WYa0abYxeMNMeqOolGGKuL5fuzOj05mHkNimw+illWDyILYwco72B1MfE78qCdUF28OxWbAfEaba1PjSXjKyFqxXiCI8vjv5TQEsKRlvhVlhBmwjGbVNiqi+Xef0jsKyq+V94gMOOTU7MBRXYqivFuNwzdeHhWbDteVlmEEJ/xajIeG2tOnCqCtmKsVbzBZOwNU+zyWmvikZGW2IMSXyHh/NHl9XPUKUkw8FJk56sXLNjBIrI3SF64Z3yqBsV4tz0DbWkI7ob0Sq8W/40UrC4mdl5NHX/4zmRi4a7m2GoRxu2TRNAweIU5Qaxy1SiZTNiqi4uAIlsK2rtt6Bzco7LycsfWtpkqSopARLZfRUkIgfCJAHbn8yJHmxNbRpvj3xy5OgaPwZcCKZ4Lexe7ZEm8e5OK1hKKrAO+FFkT8W57ILiNXcMXq6yC9G1p39iTXnmUShISKkZaExeNtiQ2TxLOZOKRncnY0heXzilqjU4/Q5ENHJ6KrNz/t+WLO1CHKtsORdYL8CMtxrslU8PqYv8x2hpfPKk3azK2fVTEU25W5KpjKbLuCWN1MUW2ith/pMV4t33pjj04fmN65QyVRQSKbPWBFzqSTOyaKKKJ9bubZ31Q7UIMKLLuCYvIyh+xUd1zrCG7Rn4Dl0p4k9i/63wx8/dAkfWCfD/SYrzb3i3tC3EeVCerLEI8Z6Ql8Y2JIiqe6PLYGWozKQKKbOBgm6wDgRZZk8auwY1KcBeqrLzQu6UnWw7/01J/gojnS1pIMRHBzuZ4g9pMSNVh72L/EhqR1SzuTs9w7d2m20ua5jEMUGSnBkNarHGe+8V0x2gycYzaTIhvoMj6l0CIbKkU492CvoG2Hd07UtNVkkSIkdTsmWZ7KabGU5sIKRlWF1cciqwfKMa7jQpR9mQtD9Wo7h1bHv+k2kRIIPGJJxs58BDVBhCuFjvaSmUJXXXxVDR0DvdnBXd4gcrKC64b1rfQKImsNdetFtRkYr3KJj4nDB2fqgVFtjbgIaoN4qrDmJgmEp6sE/u92+HdKisvIrQ9luBu6XA1IQapLaaojrawZ29QYe9iEgROtpmdyIqsiVvvFr2RLbFNdwS+2jlMnuxYS/0ncqLayrbUsECRdQ892drg5sZGrrq4EMV4t70DHQ+qaCAJusiOJmOPWaKaTKQlycnpQwhF1j0U2dpwhYPZocjmQXu3i9YOulrDlsvvVZ6R5mzvX/b8jQYUWeJXcEOPUKHd7FBkp2Bx99Dhbr3bIBEUT3asOTuX72gyfrXKIiQw0JMNN6bnepgYRbZMGtYOPu7Gu9WLy2PcrcryHX4W2Z2tibMhrLuSsV6VRQgpAEW2dpwmdl826ghFtgSK8W4htPj8XPd2anR18Gs3HPdulUUiDIfwkDAQCJH1M269296B9jkQ256BNnTUqTl+8WR3p2IzjA5MhJASoCdbG/AQRZUxQoyPdZpakCLrEWev3n4UxLaxa3jKDlB+qEautci+ujwWh7hycghCyociWxv0QxQhzKnamCJbAURs05Z327VtjsoqSN9Ae7+Khh4trhzPSqaCvYuJ33FzYymyFaQY77baVNuT3Z2KHaU812tUFiEFoci6h55sbTDHx2qzEwiRDcOboFvvtie9cp5qu0UVf8WolsjuSM2dzmphUgoUWfdQZKsPbioMwqrj5pzFGopsldHe7aK1g1N+9/i7g/y3jzXH3hDjykekJCiyxK9AWDEZBTBvrtONpsjWkEXrtm2D4C5ctSWhshzpG2hfYQnu1o6VKqtsKunJ7mqJ3QnvVZ6OnO6QlAxF1j30ZP0LRdYHNHRunenau013PK6iZVEJkdVVwyPN8UtUFiHEBfJCMVcK5DwJUxKuGD/wwP7xQw5Jj0+b9ltJ40UjMz59+p7x+vrdmT/5k0ympSWTOfbYTOanP81k5s3LLI13ZzJnnZXJvP12Lhw/9NA35bhqL6JObFBkfYZb71bTm25vUtGaMrI88QIEViUJCQSTxK2u7gFL3A45ZFTSWXE75JC3LHE7/PD94vav/5rJzJ2byezdm8mceebUoSF+1QzHjzgCIn2g+nNJDQiEyEaRYrzbUvDKkx1JzZ4JcR29NnGMyiJkSgxxWyYhxO1OS9z+8A9/BWGDWeL2l3/5eub97y9d3GocDv/m51a/CreiWGro5MkiHD///N/Ld0lvtoZQZAPAonVDL0Bwz/7+YEEh6xtYeSsK9J0DbQ0qKy9eiOxoMrFvpDnB31CAEFE7QW48xO0iCSFu3Za4/dEfPQdhg41Pm7bX8tze+95MprU1kznmmEzm4YczmZNOymTeeSeT+dznqh+6FDXfhnnE0aswn8hmbrkF9/QQdftJDWB1cYBo7BqKZ73b4e0qyxG9uHzPQFtFVg4aaY7Ng/f6Yvucd6ksMgXyA46LzRM7XwzittISt/e8Jy3p/eI2e7azuI2PZzKf/ax3oVtxq2X4qU9Z30vmjDPci5lfwzziWPHwuecy8kJ1qPoZkhpALySgLFo36Mq77U13PAbB7U23z1dZFqV6shiWI95rYJb9kz/yKDGI2wKxFbBJ4nbggeOTxG3TpkzmxBPdi1bQQjciV+swBCJbanXx9hdfy2y76KuZp57flbnrqu9n7nrqlczXb7w/c/2Pd2Su/9b9eNHO2eoVP8zvyUq4b9q0E1VxIDWAIhtw3Hq3PemVR5UzBCg3qURL4iMqqyDycDxcDNWSp0pYvLjt25d9uFYqdCtGYQ3diFytwwqJ7PYvXZnZ9uv/yTz15RZLvCBiX//xC5Z4QcRMASvHrm5/OLP6Zw9aIquv88i2scw2df19+DwOolhKOIXIXqmKJakBrC4OEY1rh15C4T7zu89+UGVNQAQPPSizAifiNv7e945nUqlMZubMguL21uJPQFwzmQULHLcHMnQrRmEN3YhcCeH23/xPZtuFV2QGfvU/+z0wJV52D2wqa/rmT63f6rmdg5O2Xfmj53OiqK/zr03ftMQLIrYPn2cKsa1GWK2OT4XC8YMPvl49AkgNoMiGEEzdqB5GueXjMnfeOUFkhl7+RWb3JedOKUa/vfXCrMBOsV/gQrdi5KMQ4rXtN7/NDFy0LHPX069m7lp2s3hgWfHy0gP76rcfzYmivs6/DokHpq7vRmw9CSNcXVxs+P0vPDA5/yMfyYwfdNAt6hFAagRFNuRo73bnyOuFRcch3NUyO/M/qxa63j9QoU3Etv3365ltX7zcCiEqEJdv3XBv5vqf/DJz/Td/4ihGpVhT739a58N59XUevPym3PWdxLUiYSFx80uImhMM2UHapaj5Kpw/PzP8b7dnRbalBWNWX7d6bf/BH7xmvTygRumww7ZZzSh1dWskvWJfXd0lEqKZxdUKXhrO+ORfKLIR4bl7HrYe8svv/i9LZPqf/1Hm5a9ekFeE4L2+vuTv8m4vJtTihVB7Rit/+quc2NiFqFRr+u6/5URRX+fBrSO560/4XG7FKKyhG5HzU+hG1HR48slZca6vz4rbBz/4e4jb+B//8e6cuP3RHz2vxA09ACFuTRA3mCoyhHgCRTYiWB2LlMh8+eYnrLfrqzb+i6NYQWDXdrRNyPvyD/9jvwf2te9ZInbflSv3e2AO4urr0K0YhTV0K27FhOK5WUOOEglPxE22BX7u4mqxJN69SUWJzwiEyJLyGf/wh18zRQYi+8KKiyaJDwR2zxfFE7CLUthCt2IUhPCUU7Li9uEPW720RdzetDq2zZixX9z+8A9/pcStR9Lo7X2VGD23CvPDZ24+EstXqmTFYHWxf6HIRgTxCvaZIuMksmMt9ZnfP9DmLEphC92I11Thxz6W7ZU9ezbFjRDiSECqi9tXqCgpkfH/9b9+bQ7BsYssPNjf/eP/yy9Kfgo/+tGsuB1/fFbcjj76nUniduihLytx2yhpa5wuhA2mvhLic8JQXVytpe6a4remVJT4DHqyEUFK+fTxo456R4uVOYTntWUnZHZ/S4RrKnH7xCey4jZnTm7yCIobqRQUWfewuti/sONTxBlriXfAi1VJQnwDRZaEAYpsRNkw0LHp3//pi9dCYOXLPUBlE+IbKLLuWRLrZk2RT6HIRpRXU8cfToElfoYi6x5WF/sXimxEgcByqTpCKkvvwMqT2HEz2lBkI8hoS2IfvtPe9E0XqCxCCCEVIBAi2zvQloYoTG3t/eoQi96tHd3IV0mLnnTb+ZOPczZ1iIU+TiUtrOXjbMfkM3WIhT5OJXPYj8lnavccVl5mYrWv/Rgno8gSPyM/9MPH6+r6JTxQZQUOVheTQIgs8Yax1sQy3ZO4d0v7PoosIYRUliCIbJNYxd8Ew469oxNFlvgd+a3OEMM4a3bOI4Flx0hzbJ5fbc6f/dHN8hkhsJY57UNzZxDYncvrP4CbDiiyxO+wd7F7WF3sX4LgyWL8V8V/pIQQf0GRdQ/HyfoXiiwhxJdQZEkYoMhGFFYXE79DkXUPq4v9C0WWEOJLpNBzCI9LWF3sXyiyEQULSW8YuvFwlSSEEFIBKLIRhdXFhBBSeSiyEYUiSwghlYciG1EosoQQUnkoshGFIksIIZUDomWan8WWIlsBKLIkD/NVWAxHiHHqQ0JsHCUWBPGiyBJSPhDCw8TmWKn8vCOG/U62UlmQBqYAY/uMbNTKn5aNWtfRnCB2dDbqCM67V+xIMS3SOJc+L8D5/kxM580Si4nZr/PX2ajjOe1gH2zDcea19N9tHmdeXx+Hz2h+3nzXISQQUGQJKR+Ip8aM2zG3Qay0qGgR1UDoLhdDPrZ/VexPxDRfF4NgwQpNlKCvodHnPdhKZbdrMJe5HjN7pQq/IWa/zttihYQPn/eQbDQXf0vMHI97jgrN6+NZpI/DwiV6kgz7sYQEimqKbBDaqElp4GEaZYoR2QVi8HghlMAusqtViH21yCJ8n9j1YkB7k/AEIZz52CiGWjWI4hpkCDjWSWRXiOFZAIGNI0PAdhxvXudusQ+K5RNaJ5H9KzEINs6Dc2oBNa9PkSWhhCJLvCDqImtnqdgVNqukUHhxPXiyXxPDsRBEN9ivCSOEGARRZPeJofqqkuBhoavMTPR3hSo3xE+xUgFAvrSviuEhOgnJT42LpyPhaSqrWCiyhBDiQK1FFte+T4XXISMP6BSBfbRpkYUY6jz9Fo24rspCXKPjCO3XXCiGtN4H50K1nc7T54PAm9d8v8rT6Xxgn3vFsI+u8gPmsbgGxBvCbaY/otIw/N06bqLbzbRNQkR0tVinSuaQD7BPTvZRFR8Xu8zaUBwU2eIo9WUmCvC7IaHCDyKrKfQ5IEZogwKIQ0jQvmM/HsKEtiPEIZLoFQlBxTG6h6TTNdHehbhOm54sjtUeK+I61J/H/jmcwP524TfPgb8H+RBV04M20/bPYVYHmgILmwRF1hvk+3lH7Asqju/rM9YGB2Qbvlv7Kjdoh9S/Bfx28AI5Va9k+37okWtvi8U90L15dU9dYMbt6G216gmM3sw45yesVBZ8lv+bjU5Cv0jbcToPIb4gKCILsB1mCglCnQ+h1MjzzRJXgLh5bqe49lp1pxMU5i9lo5YH6iSy8GI19mvY0ccBcz/t3Wohhajq6wIzjXPAqwWIu25zk53xsMeyZpYZedZDUW+XsBSBBVESWQjrx1UcgvsVa4MN7Cffqe5AZCLvOjmK6TClMYXmYyoE9p7DEJ0fixVayg73Te+v4+g9bP62FqnQ7KRkHof2YLOTkim0SOP3Zpru3KRxEkd7s4b9PH8pZociS3yJH9tktYiaFhSC/NnLIUoi+2UpMBlRyvsRih0g8VWIq120EDeopB0IphYir0TW7JGsxU/nmZ6zHSeRtfcE1oJbishOBYQRniuG9OB6ANf/cDY6iQtVaMfpPIT4giB2fCL+IzIi6xH5BLiSvZLt54X5kXtUSEgoqKbIEkIIIZGCIksIIYRUCIosIYQQUiEosoQQQqoK5uok4WSTCgkhhNQIimx4ocgSQkiN8VJkqzFO0ukamJHFBN31zckaogpFlhBCaoyTyOrFkTGt2VRToAEtfGZ7JwZJI1+fC2kzrgdRIw+CmO+a+jxaSPU1TLHV58M5sB1z8+q4kyhr8l0T4DjzWMRxDT29m96mQ/05XSMfDrMOXWDEJ8xjOl5Xt0abyioWiiwhhNQYJ5E1B28XEioIC7ZrdBwhtgEca+br0J6X75qI63yg9wf5jtXXNvd1wumahf4mE6d9tLC7QnaEsFpTGKr4pdYGA4osIYQEm3JEFmC7XuUFBrSw4hwItRcKTw1piBE8R8S1Z5hP8DC1GFaP0XPzYptGx+3HmiILs08urnG6JkAc07Thmk7XBWZax+0CXRCIquycm7IOeRBUHUdoGvKKhCJLCCE1xm2bLB7ydgsSQf/8pUCRJYSQGuNlxyfiLyiyhBDiAzBJAy18Zu/MRQghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYSQQLH3ue55v9/w+dtVkpCi+Xnyhc83xddn1pz+yA9UFiGE+IOu9K42M9Tcv+N3FyBv43OvfUWnzTgMceQ9+uvffw5x7P+Dwd3XIg70/vZza964Z1HnWEsis+ehC7+usuoQN9NvPdGM1XOsfIRvbrpsOWzvYMdpMHMbsB9rpok7Hm1+7myE939522UwKzMPG78w8DUz1Dx2za9OQ54+lwoP0Pvp9IOXPnvpQ5f/5z8gD9twHOJu6fzMo7d1feZn6ymwhNTV3fPFga8iRFnacNaGg6xMBx5pfu6sDWdlDnrgy89e8sDSZ7+AvLvl2MdTvzrd2kHY2v7iXJxHPwM2Xjh4JY5BHPvmO//Pkv91Zmpu/7QHvjx8if35gePMz4bP+4trfvlp/Rkmfv7MQdiGeCaVORD5gWPR2uHMkn964fnr+1+5H3HkffvxnbchDoFEqIVWb0doxiGwCLEPzrPs/hefwTZ9ToRI27ELrBW///yV8GoRR97rd56xEXGEOh/72I9DCHQc5359zccff2vzDY3mdjI1ECx4hT9anF6BsP/q/8DC9Y5g+7Un3pu++ZOb7kYceXc2PnMj4hBRhHf9Q3pZ12cesc4JQayryxyg0yg8CGH6ehnZbp1ckPQ+vd2+TdMp56LAEmKVl/FrTrxni5THu6zykkeY1nzm0Vuw/e4LtlyFYxDvO++ZaxB2zn76YOyDsvpvqRdOl7y9Pzp/8/JbP/eL7+Lc/3TB5ta2kx/ot07kQOeCR9bhPBvOe+ZanPufr3z2HOQ3xW/b23vO09evP/Oxm7EdIrw0vv4dxLs/94tV2AdpucZA+0cf+inyV53W/0MJ9xa6nq/RQglM0dQeKsTVzNehfV+EEFJTqHUacSdM8bMLoY5DWGE6D/vpeCGBRfi79Z/+Fy3Q+jgyNRDYrBCiUHTvgwhaGxxAIZDAEj0dl3AfCiby7vni4FeRD0HV5wRmeolcAyKMOI51EtFCUGAJySLlZxzCpeIZ7XHagcBCvBCX/d6EgCK+NH7b21/5y+8civj2tSOzUfYhdsa+e3FeLcJOQGCN/ffg3PBEcZwWfJxn8ZHd0yGonV/afy4zjf375W+BR4y4tUPQ0GIITNHs27bbeuDBm4WHq/MhuC3/8ptHkafFVwss9jGphMC++diVTTo+lcBSVEvDC4HVVT7wZuHhliqwSOO82ujBEpIfKSNlCux6S2BRPayPt+0Lb3ffk22//FuknSgksPrzSHxv6qwNh7gRWH2stUPQgDCahjwtnNobffyVPR9D/uonR1chjapgtLUiroUYcQivKaoOAjvhS0IbKoRw93dPehZpxFGti7TOMwVWVyljG0JTYE1Dnq5Gto6XcyKPuKNcgdVeK86BcLDzpeMr5cFif1xDm8omJJJIGfBEYOG94nhdhYx9rz3p3iew38YvbLkC2/JVPzsJrIpbVb3XnXjvZlQ1p1KpAyMhsAh1lbCJU14h0BarOzzl4T4V5gVeJ3oXq+Qk9DaIpxZYkM9bpRdbO4rtsEQI8Rfp9l/PV1FPgFgOdo4cr5LhRwtsFThahZ5gF1hSWeDJ4i3SNHRWUpsJIT7FXm6zZdcbKnluQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQqpHWsxaDYdEi6b4bbdeNusHH1RJQkiAWRq/7Z+/8pcPWMvaEX9wgxjmqYTNRAaJDhRYQsIDBdZfzBHT4qqNRAgKLCHhgQLrT/IuQ0fCzeWzu2em5nZPV0lCSIC5LH5LLFWXclwPltQOCiwhhBBSASiwhBBCSAWgwEYUtsESEh7YButPKLARhQJLSHigwPoTCmxEocASEh4osP6EAhtR2IuYkPDAXsT+hAJLCCGEVAAKLCGEEFIBKLARhW2whIQHtsH6EwpsRKHAEhIeKLD+hAIbUSiwhIQHCqw/ocB6w4ViV4idbKWyHCaGPGwzseftU2FVWRLrXnDJcaverZKEkADTNKv73NTc1DSVJD6BAusNpkjqlYnMFYogqsDMW63CmggsIYSQykKBzQ+80ZiYm+X8TJHUcX3MEWI4Fzxa08PV2+3HIv8+KzVxm/kZFqqQEEKIT6HA5gdi+L5sdEpBgxBCSLGf9lYBRPG6bDQntBotnjrUHi04WuwjYqhKPkAMQq+3nyaGvLJgGywh4YFtsP6EApsfUwzNuBNaYE20FwrPFfGpBFaHGgg1jj1dbJUYRPdIMft+JUGBJSQ8UGD9CQU2P8UKrAk8X3iaGl29q0UX2NtgkdaeKa7319motV0fh320R1wWFFhCwgMF1p9QYPNTjsACeKAQVhg8UYDzIG0KrXks8rHdrJKG94rqYoB935+NlsfSxPplTfW3f0AlCSEBZkms+6azjk0dopLEJ1BgCSGEkApAgS0OeKB2I4QQQiZBgY0obIMlJDywDdafUGAjCgWWkPBAgfUnFNiIQoElJDxQYP0JBTaiUGAJCQ8UWH9CgQ0gfQMdGMpT9mxOhBBCKgcFNoBQYAkhxP9QYCMKJ5ogJDxwogl/QoGNKGyDJSQ8sA3Wn1BgIwoFlpDwQIH1JxTYiEKBJSQ8UGD9CQU2gLCTEyGE+B8KLCGEEFIBKLARZUmse8Elx616t0oSQgJM06zuc1NzU9NUkvgECmxEYRssIeGBbbD+xBLYsZZEPy38Zt1xBQWWkPBAgfUnFNgAGjo5OeUXstHm+Ftjydh2664LFFhCwgMF1p+wijiAlNKLeHcqdpQIbUYOZO9jQgipAhTYAFLqMJ3RlsS+keb4JSpJCCGkglBgA0ipAjvWEu+AF4v45bO7Z6bmdk+3NhDiT+aLHZyNTmCvCsE7YteJRbpm5rL4LbFUXepAlSQ+gQIbQMqZaAIC++LSOe9iGywJAPkE1uTjKvwzMR2PHGyD9SeBENjedHtT35b2DIRlKlOH5MiX58bU7jmQ15NeeZRKWkjePvOYfCbHTfiuJW9fT7rtfJW06Btof8F+nDa1i4VKlySwI8nELnR6osASD4D3CMPv8c+RkQdTKHUc4WwxHGv+nuGdXin2/8QK7QP0tb9mxGH5wHFvi2Gfv0CG8GkxfVw9MgSU1Q+LIQ9eoXnc/1ZpxA8SM4HIH2FY1bxqCqw/oQcbQMoR2FeXx+LwYpvi67spsKRMIGoaM24nn8D+CTKEWWIQUnCxCgH2+dNstO7zYvocWmBBMR6seZyOr1YhgIiiXOG5eCIyFNhXlze9//8R+0Q2mgN5FFiSgwIbQMoRWIDOTqPLY2eoJCGlUq7A6jxTHCG242JYq9jpOOClwJrHvCUGrxTPRXNtVfO4K1QI7AKL4042rGoCS/wJBTaAlCuwY8nYKt3ZiZAyKEZgj81G664R0wKrvda/F7NXMeN8xQgsKEVg71UhQB7KVakCS8gEKLABpFyBBRDY9jPb36WShJSCW4EFECn8buHZaYFFFTG8VbShanAe7He4WLECi/yfZKOOmMfpuPaYcU3dCzdwAstexP4kEALbN9C2o3drR7dKEg94dXli70tXn/DPKklItTEFk5QJ22D9CQU2onz3o9feAy9WXtvZTkS8AqJptkEWaodEm2mlfnvFfI5QQIH1JxTYiIJhOhDY0WRsqcoihAQUCqw/ocBGmJHWxDJ2diKEkMpAgQ0gXnRy0ojA7hu9NnGMShJCCPEICmwAsc8KVQ5jrYlNY82xPSpJSDVAG2nY2/5RRtmrN+JQYCOKOVWi1dkpE/oHHvEWjB89TWyfmP23gw5MmPEI2+9Dho2phvSEhQUqrDhsg/UnFNiIMkFgm2NviMj2WxsImZqNYto7O1tMT3mowbhRLbo3i5lz9h4m9rFs1AJTCiJvjpXKj30/iHgsG80Bz3hGNmrtqz+DGbejt50gpo8FyLf3PsZnwHWxnz7O9MbtnrmeerHiUGD9CQU2opgCq+cn5pAd4hJTQCE6pmACbNcCDNGZlo1aII0J8zXYF7/D94ldj4w86P0wMQQmk3i3GOYn1jNEabGFoOvr6c+JMB/4PDgf9rtbDC8DuMY5YgDn058XgvkhMYgrnp36OOTrz66vCTD1YlWqiSmw/oQCG0C87OSkseYnTsavVklCCmGKiJPAAj0jE2Y+MgUWw8LMCSZM8SskhOY2czYlcyYniOzlYvr88DYhgvZVb0wgsHrWJjwPEbcLoxZbCKlG7wuaxPQ1zGP13MYkogRCYMlEKiKwrfElHLJDXAKxMz1UexWxiVmdDMxVcYBXAqtXucHn0edHHNMw6qXpnJhKYOGt6mtQYElRUGADSCUEFsCL3blsVkIlCcnHX4l9VQzeKzxV/VvUcbRnYhvaZxeJmcCr1JP8A68Edo0KsZ8WWC26yMtXXpwEFn/fN8TwN+BYLZKlCKzn5ZQEBwpsAPFCYJ0WXOcqO6RI0G6aDwhpPlap0GvgbXoJBLYcrlNhxWEbrD+hwAaQSgksgMDSiyUVBh2HzGpjE7TRwkM1Ld++xWI/L6xSfFrMrAqvKBRYfxIIgWUnp4l4JbDnfuuZxxs6h/sXrR1eAZP4ghdWzP8ZvVhCggUF1p/Qgw0gXgjsed98cuc5qwYfFWHN2A0Ce8maX0zKn8og1rDGruEbJG2J9qK1g/Ngi7uHsL4nIZGjd0v7O9954DsVFT+uB+tPKLABpByBXdydnqHEcLfKmsRoS2JzoekTtWg2dg2dr4VUi6vE0zi/F6bPqc6b87L19dXHIcTXVENgiT/hQyqAlCqwWXEazjR2DWLoREGstthkddpiGzq3ztSiqYVUrNsQV0cBLtYaOgf36HPKd3CN5KlraS87bc7kQ4gnUGCjCwU2gJQisI1rB++GyCxcPdSAdL5OTpqxlnprvViVDBxaNBu7hi/WQmoI9nZ8F17YwjVDjxjnta7T2DnwSX199XFIhKmGwLIN1p8E4gHATk4TKXY1nYau4V0Qg8ZVWzG9nMVUAguscbHNcUuQo05j11Bci6YWUrEKe9nDk7zsxlU/z91DEgwosNGFAhti9re3Dk5qT3UlsGp2J3Fjy+pQRZzJiWbFvexhy8uW6zwoaes6jesG5+vrq49DKgQFNrpQYEOKPFCt9lY8WFXWBJbEuhdcctyqKb0heLG7ls/Ss+QQH3POLcMnaNHUQnrOuuE7DdF2FOBiTc61W5+zcd1kL/vMvhffpT4SEaohsE2zus9NzU2Zcz4TH0CBDSH29tZyyK20w/ViI0lOsNcNLtFCmhPsdUMv4HfmhS3sCq+XzU5O0YUCG0AKdXJyam8tl7Hm2EuFhu0Q4pZz1jh52YOGlz20D7/fck3OVdDLljfGqr0wUmCjCwU2gPQNtK9Q0RyF2ludcNMGawIvdmx5/JMqSYhv0KJ5TtfQMi2kOXHtGnoJ5cIL2+9lD26UtGsvm22w0YUCGwKk0Bdsb3WiWIEdba1PscMTiQINnVvnatHMCWnn4N1atCXtiZfd2Dn8ij7nfi976Cp97VTK/cxMFFh/QoENOKheQ2Ettr21WIEF6PAkIutaxAkhWbRoNlTIy26qv62fAus/KLABRre3Llqz7QMqyzVLE+uXNdXfXtRxr6aOPxxe7Oi1iWNUFiGkBjSuGzhJi7Y8A1Y01a9vP+vYlF6flvgECmwAQScnCKvb9lYv0WvGsqqYEEIKEwiBJfvBGysEtmHt4OMqq+qMNcfeEHtZJQkhBWAv4uhCgQ0QmDQAnmupk/2blNIGa2JVFTfHLlBJQkgNYScnf0KBDQj721uf+oAfBHZnMrEQIvti+xzO2kNIjaHA+hMKrM9Z3L1jur291Q8CC0aTscfYHktI7aHA+hN2cvIxqofgpPZWLwS2lF7ETowmE/tGmhM7VJIQUgOWxLpvYi9i/0EP1qcsWjvUA3HFSisqK4cXAusl4sXuG2uOfVslCSEG7OQUXSiwPqRx7XB24Pmapxw9TL8J7O5U7Cir0xPHxxIyCQpsdKHA+gjd3gpTWY74pQ3WJDeVIlfdIWQCnIs4ulBgfcKirm1zlLimVVZe/CiwYKw5tg0iq5KEEIECG13YyckHLFo7tNoS167BJpXlSPeO1HSETqvpFEslBBag09NYMrZdJQmJPBTYcGL3JK5QZkKBrTG6vfXM724pKHZ9gytv9bLttVICC6z22GRsqUoSEmkosOEED2NtAOFqsaOtVBYKbI1w294KxGN9AeJ6+7bryx5WUw1eXR6Ls9MTIVnYySmcmMJ6hNhCK1VXd7IKAQW2BhTV3rpl5RvKcw0UutMTZ3oiUYcCG07wUNYGz1WHMTENBbbKFNPeCmHtGWjbrbI8xauJJgoxlkxssnoW+2hIESHVphoCy4kmasP7VAgPFrANtoY0dg2/DHE9e/X2o1SWI3dsbZsJce1Ld1RsxZxKtsGajDQndqmexRRZEknYBhteUB1smh0KbJVQVcIQmoL0pNvOh7j2DrTfoLIqQrUEFlg9i7m8HSEVgwJbffAwN+0+MTsU2ArT2DUUV+I65dAVXS38w6fa56usilFNgQWjLZyzmJBKQYGtPlN6SwIFtoI0rB1aqcS17HGrYSA7fCcxZccuQgjxO3PE4LXq8a8XitmhwFaIRWsHd0BcGzq3zlRZkWdHau50iOxIS+xBlUUIIYFEC6tpdgIhsEFDea1uahDk5aEjc8czN35EJavGklj3gkuOW/Vulawau1OxGRRZEiWq0cmpaVb3uam5qWkqSXwCBdZDimlv1fSm2xaoaFWpdhusiRbZsWTiHpVFSGi5Y/N35qZSqQNVsiKwDbZ6wHPCsBzduck0OxRYjwhae2stBRZokWWbLCHlQ4GtPnoMbCEosB5QTHtr30BHzx0/v6HqVbN2ai2wAG2y7F1MSPlQYKuP9loxe1M+sWUnpzJRXqtT7cAk8HegzXVjeuUMlUUEJbIVmbGKEEIqyWliga4i7h1on4PZjVTSF8BbVeLqqr0VwgpTSWLDmoyihdMqkvDBuYjDiymugZ1owm+IqK6AuKLdVWXlpdJzCpfK5bO7Z6bmdlvry/qFkeWJFyCyu6+bVdOqa0K8pBoCe1n8lliqrrIdqchEtLCak/vbocAWCTxWiCt6DKusvGxIr4xnPdf2fpXlG/zQBuvEWDK2yhrG0xq/RGUREmg4F3F0ocAWAYQVppIF6dvScbHluW7puEpl+Qq/CiwYXV4/xxrG0xKr2GIHhFQLCmy4gACEaphOrTs57W9vHXTV27VvS/tGiCvajlWW7/CzwALdwxhC++JSrilLggsFNrpQYKdAhNV1e6sGvYTZU9gbxppj2yCyo8n41SqLkEDBTk7hxMljtUOBLYAIq+v2VlI5Xmup/4TVLtuc2C0/avYyJoGCAhtOsP4rRFbPQ8zJ/osgWyXsrr3V6im8peNilSQVQi/ePtYS/6TKIsT3UGDDiTnJvzY7FFgbxba3gp70ynl+7ClcCL+3weZjpDWxzBLZ5tgets2SIMA22OhCgTVY1DXYBHEtpr01qARVYDV6zOxIMvaQyiLEl1Bgwwe8VVRvasN0iU5QYBUirGnLc+3a5qrnr99mliqWoAsseDV1/OG6p/Foa+wClU2Ir+BqOuHiMDGIKkIN0k7CQYEVslXCw5nF3TtczWyEz8NpD/3DSGviomzbrGVVX1uXEBId0LkJZqJF106kBfbs1duPgrA2dg2/rLKmJDszE8XVj4y11N+qhXbnslkJlU0IIZ6B6mG7wAIKrIFub120dihf9fkEMK7VmpnJZ3MKk8mMtSbu1kLLeY0JIV5ib381zU4gBNbr1XREWItqb/XznMKlEoY22KkYSyY2WULbHNszmkwco7IJqSrs5BRdAiGwXpL1Wt23t/am25sgrghVViiIgsBqxKPNCq3YaDM7Q5Hq0re1vXVDZsNBKlkRKLD+JDICW0p7a+9Ax4MQV3iwKis0RElgNSMtiW9ood21fNYalU1I4KHA+pNICKyI6sVZz9Vde6sG4so5hcPHSEv8MyKy1vCesWRs+87l9R9QmwghxDNC38mpYe3g48W0t5LogHG0IrAvaa+WCwoQUjatKqwW54pVtPq9HILRySnd3tSbblugkq5p6BzcU0x7K73V6JKbghHWHHt5dzN7HxNv6B1of7jz6c6DVTLsUGANQllFvLh76HAIa0PncFFDaqxhOOmVkag2j2IbrBvg1Y4ks9MwWpZMrM9wBR9SBhHrRUyBNQidmBjtrT0qyzUirkepaOihwE4NZojSUzHC0DGKYkuKhQJbUSiw1SLX3rp2MBJeaDlQYItjtDW+JOfVZj3ba9QmQgpCga0oFNhy6Rvo6OnZ0nGVSjpSbHsrwKxMUfJaTS6f3T0zNbfb9XdF9mMO91Fiu55L55F8VENgL4vfEkvVVXZBAZdQYA0CIrD5exGX097al+7Yo5KElAQ8W7MaeSwZ+3fOGkVMqiGwPoICaxBogS2lvVXPKYxzqixCPGGspf4TZgepkebE7pHm+CVqM4koFNji2VdXd+Z4Xd2PM3V1GW2St0xCu5dOgS0XJ4EVj7W/2PbWvi3tp2bFtaPoDlBhg22wlQW9kXe1xO7MebZi4tmmx5bHP6l2IRGBbbDFIUI6rgVV7HSxU8QuFcH9icq/SO0KKLDlYhfYUtpb+7Z2rIS49qTbzldZkYYCW13g3Y62JDabgrsrGetldXL4ocBWFApsuWiBXdydnlFKe2vPQFsa4urlijxBhwJbWzAEaCSZ2GUK7lgy8Qg93PBBgS0O8VC/DI/VydQuJhTYcoHArv33rkcgro1dgxtVtivQUxji2r0jxR6zBkti3QsuOW7Vu1WS1JidrYmzR1tjj00Q3ObYy6PJ2NIMx94GmmqsptM0q/vc1NzUNJWsJV4I7NuoCrab5P+j2sWEAlsuP3j6e3vaHu6D51r0dIkUVhJERlvqT7C34VomXu7O5niD2o0Qv+FZFbEI6lsirLmXBkmPq6gJBbYc0N7a/eTqzB1bvnOHyiIkkoy2xhdP8nKzonvP6PLYGbILPV1SazwVWLHrxU4RZV2lPFn2IvYCs73VqRdxPqyewls7VqokyQPbYIPPjtTc6VikYMLcydqaYy9jtqmRq2Pz1e4kxISxk5MI64fE9uoqYjGnBRMosMUiXutCs721mNV0MDNT75b2hSpJ8kCBDS+7xNMda01smiS6WeHds6sl1oNqZs4+VR2qsZpOWHsRi8D+jVihpUYpsMWgx7eW0t5K3EOBjR6jydj5EN4JM09Ntn6xFSPNsUD0zwgCFNjSGK+r+7n2XlX6CWvDRCiwbkF1MMQV1cMqyxWoFlZR4pKlifXLmupv/4BKkgizOxWbsTOZWLirObZ6LBnbbhPciZZMPDLaHP8m2nxHUrM57M0nLIl133TWsalDVLKWeFlFjN7EB6KaWKVRXcw22GLZ3946WPTcwNbMTJxTmJCKAQGGRysCu0IMHq6z+CrDFJESZj3hq2PzuXh9pPC6k1Oj2DvivX5L7Gm1yYQCWwhUBasq4X6VNQlMbWhfTWfD0I2HQ1x70x3bVRYhpIbkRBjV0E4dr5ytX/a/ZrQl1oTjxUNhT+hg43UbrNXJCeIqodM4XwpsPtCJSXmuBTsl2QUWHZ4scXXZs5hMhm2wpFZASEeT9amxlvpbLYF1Ft5JNrI8/ksJ+9E7erQ5dkFQBLkaE02EtBfxeWaVsMQ/qqImFFgnSm1v7RloW22JK3sKlwUFlgSBnS3xuWgfFmG1PGPHIUn5rDm2R0LLQ5bQ6rj12g3HVX32Mk6VWBoisGiDtbxWiX9K4hwHOxXltLfqOYWjuki6l1BgSRiBII8kYwsgqOLpYqiSaw/ZMswHnUysl7jVfrxzeX3ZHQEpsMWjq4ZNk7xmtdmEAqtx096aD3RkgriqJCkTCiwhdXWvf/2E91tV1q31qbFkbJUIa/8Uw5j2W3Ps2ZGW2IMSL9iZiwJbGuN1dd+XB/5U4kmBBW7bW53ARBN9W9reVklCCKkJo1fVnzDWnDgVoooqaxHZNyaIroNt2NKeGUnNRrx/V3LWGgktQR5dXl9oAoWg4qXA5sbBalObTCiwpba3aoqZKpEQQvzAq8viMXjHfVvax3euOP5eCKxr79hmoy3xRyVEdbfVyUtCDJlaIR70fFzD6vCV8UWHL6/bYA9CiLQI7v3WholEV2CxIHqp7a0mFFjv4UQThFSHYquIrXZkEcxdLfWtENFdSWtVJUtcR5OJcQkdRfiBr5waqipiQ2AxHjYm9o6k2ckJLFo7OM8S17WDj6uskqHAeg/bYAmpDmyDLQ0R1MtFUA9WITo5QUztRE9gF60d6oG4NnYNX6yyyoIC6z0UWEKqAwW2NMazS9RNNYdztAR2f3vr0OEqq2wosN5DgSWkOlBgS0M81jfF5qpkPqIhsF61tzpBgSWEBJVqrKbjI7xug2UvYi/bW52gwBJCSCDIK7AimG+5EMxiCbfAet3e6gQF1nuWxLoXXHLcqqpPG0cI8Z6mWd3npuamnCbDrzaFBDY39WGpyDnmizWpJAivwFaivdUJCqz3sA2WkPAQhDZYEcaLxuvqvi3hpcouUJtcI8eEX2Ar2d7qhH01HVI+FFhCqgNX08kiwlh2FXHoBXZR17Y5lWxvJdWBAktIdWAv4iwijKwiLsSitUOrIa6LugbNP5AQQggBhQT2vPG6uqfF1ihrU5tcE1qBbewafhnievbq7VwqjhBCiBOFBPb7hrhapjblRY75sphus71UZZsEW2B1eytMZVUdrKbTm25boJLEA9iLmAQBeajOFWNTxhQEoRexCKqbmZlyyH2f0GYrxz+tNpkEV2B1e6tYWmXVBPYi9h62wZIgIA/ZvWLXqmQgYSenLBBMsalmZsqhBHaql4ZgCizbW8MNBZYEgTAILDs5ZZH76GZmphyyv5s22+AJLNtbww8FlgQBCqw7giCwxSKC6qbNNjgC64f2VkII0VBgA0dBgRWR/DE8Vwmvk9C+tmspBENg/dLe6gQ7ORESTSiwgaNgG6wIa6+E6BH8uMTXqU3l4H+BbVg7tNISV5+2t7KTk/dcPrt7Zmpu93SVJMSXUGDdcVn8lliqLuWFR1iII8V+kI3mZao22JwY4t7avVjJ+1CRnq2/BXbR2sEdENeGzq0zVZ7voMB6D9tgSRCgwLqjSm2wEFjRv7pfih2ADAcKerBizWKniPe6SmzSsBvZdp5cwOoAJfEGlV0I/wrsH7//g3//N+e04gvztd38YDLz5esaHLfRSrOPH/HFzP865P84bqPR/GJ7xURdHbcFxXo2t2WmHTzNcZtX9tm/+GrmoAMOdtxWQXPyNAu2wYpowmu1xrRKmHcIjux3prmvxD+mNtnxr8AeecLpC+G9otewyvIl9GC9hx4sCQJ4yIrRg52CKnuwsHziWFBgS0Hu/yVi7yixfUhCU1D93warOjdl0IvYyvUZFFhCogkF1ldAYFE9XKiNNK/Aijh2QyRNU5tcI78FVLkeopLA/wILRGDTltB2bZujsnwDBZYQElRCJLBuHLCpOjmZ4ugFwRBYgF7EWW92aLXK8gUUWEIICQSFPNifi8jWq6RXBEdgAWZvyors4A6VVXMosN7DNlhCwkOYpkqU/SasoGOa2sUkWAKryYqsP2Z0osB6DwWWBAF5qHI1HReEaapEud+ThBgm+f+odjEJpsACEdjtENnGrqG4yqoJFFjvocCSICAP1cB3crpj83fmplKVnQQiqAIr99a+gHoOyZ+wmo6kx1XUJLgCC0RgV0BkMduTyiKEEOKSEHVycoOnAit2vZg1MYXyZO0vKsEWWIBZniCyfmqXJYQQ4ju8FNgPiVmTTShzWqw9+AKryYosV9ohhBDiiGcCC2Tb34gVGjoaHoEFIrBVb5ftHWifc8fWNt/OlRxE2AZLSHgIYxsshvVo71Wln7A2TCRcAgtEYKvaLstOTt5DgSVBQB6+7OTkgiAIrAhkUTM5yX1Hb+ID8RtQ6Umr7wjhE1jAdtlgQ4ElQSAMAhuiuYjdkFdglWC6nslJ9kcnp0axd0ScvyU2afUdIZwCq8mKLNtlgwbXgyVBQB6uFFgXVGk9WDcU8mCLnskJ91/EpdDqO+EWWBCENWUJIcGDAhs4pvJgXVcRuyT8AgvQHqu82RUqyzPYyYmQaEKBDRxFdXIqhNx39CBG9TDWg8WQna+oTSbREFiAnsVKZLerLE9gJyfvYRssCQLyUKXAuiBMUyVq5L6jDfbv8BtQ6eh0ciqEElkv3H8LCqz3UGBJEMBDVYwCOwUhFVhUKR9kCCwWXafAAi/bZSmw3kOBJUGAAuuOMArsuG1Yj/wOnMbLRlNggVftshRY71kS615wyXGr3q2ShPgSCqw7mmZ1n5uam3LqZVttPBNYjdz/Uxw8V010BRZ40S5LgSUkmlBg9zPSHJunbawlsSJnycQmCfszG87yg9BU0oOFmNqJtsBqlMjK91Q8FFhCSFDRArvrusSREMfRZH1KiWP/SDLxgoSZsq018UjYBFYEFW2w1gT/Ev8bJbRsg81HY9fwyxDZs1dvP0pluYIC6z1sgyWkfHa2xOfuaqlvHU0mbhCh65dw3yTxy2vxRyXsFw/0GglXWOK7vL7QxPZ5CWkbLCamsP4mCc+U9LetDROhwJosWju02vJmuwbzrqBghwLrPRRYQiazOxWbkfMyk/GVEMDRFpeiKV7krmSsV+IrRq6Ozd+5vP4D6rQVJ8S9iHNVxNok39QOCqydRV3b5qgq47TKKogS2BdUkngABZZEgVeT8dj+Nsv6WyV0L5iwZOIRsfUSt0TztRuO82XHwDAKrEsosE4s7t4xXYmsvJQUpmdL2682bO3I9Ay07VZZpEzYi5gEAfFWJnRyQpXsSDK2AIInHuOm0WQiPUEQpzIRzFHtZbbE5pdaJes3wtiLeLyu7mYRh2kS3qA81zPUJhMKbCGKaZftS3fs6RvoyHTvSHGSekJCwMi1H/7rnIepesPmxHAKG2lO7JbQasMcbYk14TzyID5Ando3VGOYjo/wuorYWq5OwoMl5EQTpVBMu6yI7OMQWcxPrLIIIT7DasdsRW/ZbLWsKYxTWL94pteMtMSvsgQz4z/BJAXxUmDfhOcqHuw6leZUiaVSTLtsb7q9CSLbM9C2WmWRImEbLCmF0Zb6E0ZaExftKk44lWgmLoZoqlMRDwlrG6yI6skqivgsFTWhwLqlqHbZ9MqjILLoAKWySBFQYIkTaOO0PE+0b07RGWg02wHomtHlsTNeXR6Lq1OQGsBOTv7El2+Tul12cffQ4UgXGqaTFdmOKQWZTIQCG11UJ6HukWRil100c9Yce3bX8llrdjbHG0ZSs2u2VCSqBcUCPZNTNaDA+hPfVtcsWjvUA5EVsb1YZeWFVcXFszSxfllT/e1VG6dHqsvuVOyobBtowWrcfquts4YCOhVhENhqdHJaEuu+6axjU4eoZC2hwBr4uj1k0drBeRDZhrWDj6ssQoiNsZb6T4y0xh5wEFDLE0U1blDbPimwgcPLTk4XiX1KhyrbDgW2HHS7bEPn4B6VNSXi0bqawIKQoIFORuiZ69Q+Orp81hpMhqB2DQXyYKXABgsKrEFg3mobOod3m+2y+cAYWXZ8mhq2wfqfHam501HNO6mttDm2Z7Q5/s3dzbNCf//kwUqBdUFIp0qkwFYD3cmpmHZZUhgKrP9AW6gaNzrBMx1LJtaHzTN1izxYKbAuoMD6k0AJLOKltMvKD3yhihIFBbb2YEgMhsNMEFPxTtFmmvHhjES1QB6sFFgXhElgHSaTmIBtOwW2XOzDdIppl4W4ZofytPerLCJQYKsPevbuaondOUFQk7Hto82xC9QuxAYF1h1hEli535gSETM49Ur8K2KXSnyNhOPIlxCiqqHAlku+cbBu22U3plfOsEQ23eG6oxQhXjDSkvjGhA5J4qGONMcvUZvJFMjDlAIbLDypIpZ7/iGxG3H/ldh2Svx0tdmEAlsu+QQW6HZZ8WanrAbWiwVAcFUWIZ6CGY1EUDdP8FKbY99+cemcd6ldSBHgAStGgQ0OnrXBuoQCWy6FBBaIJ7sgK7LDU1YD5xYLSLctUFmRhBNNeAfm5p3gpSZj28euSnxEbSYRpxoCy4km/EkoBBYs7k7PcNsu27el42KrynhL+0aVFTnYBlseIqKrTC91VzLW+9pV/lyMm4QfTpXoT0IjsJr97bLpgtXAG4ZuPBwiG9VF3CmwxaOmHsyJ6mgytlRtIqSmUGD9SegEFjR2DW502y7bs6XjKhWNFBRYd0yq/m2OfVttIsQ3UGD9SSgFFhTTLkuICSZ8mDB7UjKxPsNxqTUhDJ2cIgYF1iAQAlsqxbTLAvQu5so80WViu2rscfb8JV7AXsQVhQJba9y2y96xtW1mVCakWBLrXnDJcasi3ylndHn9HBHWN7SwYv1TtYmQwNA0q/vc1NzUNJUkPiESAguKaZeNAlFvgzU7LKEHMKuASZDxURtsZJgjdnI2avE+MXmOWKEmMgILdLssxFZlTQm8WhUNFVEVWHPdVE5RSMICBbb6QFwhqLCYCk9ToSa0nZzysb9ddnjK4Tloj81OStHepLJCQ5QE9tXU8YePJWMvWcKKpd6SiWPUJuJz2MnJHRTY6gOBPSIbrbtCTAtr4AS2EqDjk5t22d6B9jlqvCwXcQ8YSliz7avJ2HZ2WgoeYRDYiHVyigyHiUFMYfep8DoVaiIrsABDeJQ3W3DaxOwi7lwsICjsTsVm6GE24q2m5QfP9tWAQoElQQBiC0MHH+3VgkgLLECnJ7ftspj1CUIbhsUCLp/dPTM1t3u6SoaCHam503VV8EhzYgeFNfhQYN1xWfyWWKouVXAdVeI9R4uhqlibncgLLCimXRbzF1vtsgFfxD1sbbBjzbFtqo31ZQpreKDAuoNtsNUHvYhRHWyanch1ciqE63bZdNsCq8o4wIsFhEVgsd6q8lh3s401fFBg3UGBrT4QWPQaLgQF1obbdllr1qf0ysDWAARdYK0JIuCxQlxbYvNVNgkZFFh3UGBrA7xW9CDWZocC60Ax7bKk+ugOTLuWz1qjskhIocASv4L2V1NcKbBFUEy7LMCEFEH2aIPAaGt8MdtZowUFlgQZCuwU7G+X3VGwxy0Wce8daL9BJYnHiKhavYN3tnKu4ChBgSV+A8NwUDVszuSkzQ4F1gUNawcfh8guWjsYGg81KG2wubbW5tge+QHTayWBg22w0YUC65LGruGLsyI71KOyCoJOUJigQiV9RxAEdjQZewziOtoc/6bKIoQ4QIGtPph/2IRtsGWyuHvocLftsr3pju0YyrMhvTKusnyF3wVWPFZrisPXbjgu8kvqETIVFNjqo6uK9UT/rCL2CNftsls7VlrjZSVUWWQKMM3haEtiH8a1skqYEOJ3IKwYE+sEBbZE3LbLwoO1Zn4Sj1ZlkTyMNSdOtdpbWxKRWPSeTE0YOjmRcOHUuUmbnUAIrF9x2y6bWyxATGURG2PJ+lshruwlTMIGexFHFwpsmRTTLtuT7ngZItuTXnmUyqoZfmqDHUlmF0HfeX39B1QWIaQI2AZbG+DNBn6iiSDgul12oKMnW2Vc20Xc/SKwo82JzRDXF9s5jzAhpUKBrT56sv/VYhBXVhFXGBHYtFVl3LUtX5u3BWZ8qrUX6weBHWnOTnmYybAzEyHlQIGtPvBe0ZNYL1OH8H3ZaI5ACKwfOznlY1HXYJNql8WLDcmDHoYjb30UV5IXdnIifgViCs8VC63De6UHWyXOXr39KIhsY9fwyyqrIFj+7o6f3xCZ8Z4UV+KWMAgsOzmFH4gthNYOBbaCZD3Zqdtlewc6Hrzz6RvPUMlQk6sWprgSF1BgiV/RHZwKQYGtMCKwrtplq00t2mBHlideoLiSYqDAuoNtsLUB1cK6B7GT2FJgq0Cx7bJY+k5FK0a1BZbiSkqBAusOCmz14XqwPqKYdtm+LSvfwFCeSi4WUE2B1eNcKa6kWCiw7qDA1g60veqexHYosFUm68kOo2ahIH1bOh6DyN7xzI0fUVmecvns7pmpud0VX+1ntLU+BXHlpP2kFCiw7rgsfkssVZc6UCVJhUFVJB7iOtRmhwJbA0RgrXbZhau2JFSWI5iMAiIb1MUCRppj8yCuYhV5SSDhhwJL/IgWU1QLn5aNUmD9hAjsCohsw9qhguKJCSkskZXvQGUFgldTxx8OcR1NxpaqLEKKhgJL/IgWU1QN6+phCqzPaOjcOhMiu2jt4JTimRVZ7xYLqHQbrIjrvpGW2IMqSUhJUGDdwTbY6oIHsZPZocD6gKzIumiX3dr+AkT2tme+eYzKKplKCuxoMrFvrDnmapINQsJOtQT2lYP/dJY8RObJC8nZYp+SODsV1hgKrE9YtG7bNojslO2yW9tXtb+4tOyJ8SslsKPJ2GOoGmbhJsQ9IohHQhzFFoitgI2/5z3p8UMOSUsc5cmy8Rkzdo/PmfP7zMyZmUwqlcn83d9lMv39mdUnfCuz9613MpkFCzIWCG+6KSPnTapLkBpAgfURIrCu2mW9YEmse8Elx63ytGfvSGviIogrV8YhUUJE7P0ifvAcT4UwwooRx8ynP71fFEsMn/rx85nxBWfk0rlQRFaufYj6qKTKUGB9RjHtsgAerYrWFN2paaQlNl9lEeJ78ojjZkdxPP7413Pi+JGPZMXx1FP3i5lPw33Tpp2o/lxSZSiwPiUrslO3y/Zuad/Vt+Wmqs3IlI/RlsQ+EdiNKkmIJ4jw5e3kJIVjhhiqVWETxFGO2SfpwIujF+G+Aw/8ovrKSJUJhMBGlUXrhq122bO/P1h2pyY7XrbBYnWckebEbpUkZEpE+KaLTS2Of/AHr48fd9z+atUAiuOGrSsz45/7bC5diXD1R26c3Aarwn0HH3yd+tpJlaHA+pzGruEblDe7QmUVBIu5q2hBvBLYsWTibnZqih5yvyeK47vf/bSj5zh79v9E1XPU4atN52f2yT+3+5cSrr74XzJ7P+Ms4uMHHXSHum2kylBgA0Bj11Bciex2lZUXa7xsumOPSubFC4Eda06cCnHlNIjBQgljceJ4wglZcfz4x62HttNDnmHtwkIe7Phhhz2hbj2pMhTYAKFEVp5/helLZxcLuGNr/kXclybWL2uqv/0DKlk0O1Jzp0NcR5tjF6gsUgXk5lMcGU4K7+14OvNOPg/24INfVT8fUmUCIbBR7OSUj0Xrhl6AyE7VLrthoGMTRPbOdGUWcrcmk0jGpvSoyX6UMFIciwkPOCCTaWlxvz/DyeGhh8pPi9SCQAhs70D7nGqskRoUME5WebMF22X7tnRcbFUZD3T0qCxPGGuNXrur/K0TxfGww56EOI4fdNDbkjbFcXfm6KOz4vjhD2fF8ZRT9j/sGBYXTpuWyfz1X+9PBzDckG7PjO9zrr6tSnjggZEqq36CVcQBxW277IahGw+HyPYMtE3o5VtqG+zuVOwoiOvO6+tLrl6uNvJwoTgGNQyBB1tKL+LXzj4ns+2l32W2fWFp5u5ndmbu+tr3Mr1Pvpq5/ps/yVz/k19mzukaspqLtN38t+3522D/9E9fl984l7KrARTYgKMLmEQLvqGKN7sPQlvuNIsY7zqSTKxXyYojf5izOB5yyO8lTXEMexgQD3a7EsOndvzWEsO7RBS//s0fW2IoZS9z7rrBCYJYql1913/lRFZf55HLrs2sKtSL+D3v2S3l5CBVpEgVocCGgEXrBl21y/YMtG8WxSq5qmisObYN3qtKTonsOFEc/9f/+hnEMTN9+muSpjgynDqsgAf72ht7LTGEh3j3175riVTvVast0YJ4nbPOWdxKMZyvb2Bl5tZUt3UdiOKwEuP/3v2mq8/rJizYi/jcc+HBUmBrADs5hYSGdcMdKNCNnQOerL8qBXKCOL7zF+/7N4jrO+/+XyOSniiOf/EXWXGsr8+K4/z5ucLNkGFZoXiwI/ETLDEcuPCrOZH6uhJDiKJd1Eq1q9sfzomsvs6j/7E7J8b73Hxeh7AabbCFxsFmjjkG5XWaKtqkilBgQ4TRLptWWROQQjZ9/KCDUJ9ctDhCXF+/8/LJhZchQyP8/VkLJ7UdQqy0GF7QuWWSsBWydw6altn46Ysdt2kx7Hz0v3PXGVZi+MvzLrE+j9vPXcmwGjM5FQrHlyx5kwJbGyiwIWNx947p+gGksiwscT3qKHmNzha6V1//tbWAu04XCt+4eJ4lsFPtxzB4oRbDgV+/nhOprysxhHiZglaOffVHz+dEVl/nX//xG7nr71Ofx8IM2Yu47HB82jT0V2Av4hpAgQ0pjWuHXsKD7czvPmv1FJZCttMqbarQ/e78hZmhVx6bsnAihLi+vSha09v5Mfz9W+/kqiu1SCHUYnj+rdscxa0U02LYmbo9dx0thr8c3ePq83oSRrQXcbHhvXOTmXf2jk/M370b4vrW03V1B1sPBVJ1KLAhZtG6oVV4WDZ2Di21JjPIUzgLhbtv/Fhm1/LZuTRD96EWQ4RapL714K9y4mUXtVKt6bv/lhNZfZ0HB0dz13f7eX0Z0oPNZP7f/8s236jJR3LNO6ovBOzbM1O/ffPAQ38h5fwaSa+QcL6EnMK0xlBgQ86irm1z8BBe3npXtrC6LdQSjr8+mq0a3lfZicr9EL792TMniSFCLYYXrnrGUdxKMS2GN2/6Te46WgyfO/8r1udx+7lDH0JcXnjB/f5+C+XzbxgQD/b/+1BecbQWZz/ggJ/bxBEdDF2PXV0av+2fv/KXDxyqksQnUGAjgNkua+Hy4bArWZ/57Q8udb1/NUMthgi1SH3rG/fkxMsUtHKsqfc/cyKrr/Pg0htz19efh2EIQxeeYwFxzLV53rH5O3NTqVRFJ3qgwPoTCmxEGD/ooP/88g//wxKNnb99O7P74nMy/f/1o7wPF7S5etmxSYvhfVd05DxELYb6c3lhWgxvvrY3dx0ths+9+obrz8sw4KFH4khIOVBgI8L4H/3RQ3j43PpvL1lC9OOtw3l7EUOMxlrqM79eenpOpFb+9MWceNlFrVT78s1P5ERWX+e+LSM5MZ700GQYjdCtOB54oL3NkeJIfAUFNiKM19V16LZUeHL/2PtvlsA6Cd/ajjbLe7XnazGE2OrqUi2GCC2mengyDHfosTjKtr1i16okycOSWPdNZx2bOkQliU8IhMByNZ3ykYfUMvNhWGgcLMR1z2O3T354Mgx3WIQ4ygtbVTxHOX8rrqGSgaR3S/s733ngOxVtH2UbrD8JhMCS8pGH1EKzN/CrTednBdb2kH3rvI972vbKsEqhe3H8d/ktTBBHCctaAIIUhp2cogsFNiLIQ3SO+VDO58Gi7fX3l8zNpRlWISxCHCGMMIojMaHA+hMKbESQh/HhU3mwb23blPVeMXGdXQQYOocUR0JIHtjJKUJkPv7xrCiIODh5sBDX3z/Qll9MwhbmEcfxAw7YaxPHJyiOtWG8ru5f5bv+B5UkJFAEo5NTur2pN922QCVJiWQ2bcqJi92DHf/83wer7bUMcRSbob4S4nPkngW+F3E1Ojk1zeo+NzU3xRVzfAariCPE+Ac/uNcSJxEpuwe76xtzM//z1RNy6YqGJYijGISR4hgxKLDuYBusP6HARojxd71ruxY5+2o68F73vf1m6eJ40EFYc3K/OB588FMSpziSsqDAuoMC608osBFDRPZhiKIpjv/z+b8Y33V1jOJIfAcF1h0UWH/CTk6kbrQlsW/nslkJlSTEN1BgSZChwEac0db4ElQPqyQhvoICS4IMBTaibEivjPcNtPfDex1NxpaqbEJ8BQXWHZfFb4ml6io7WxQpHgpsRIHA3vXUDU9ZQ3O4AgnxKRRYd7AN1p9QYCPMWHPsDRHYjSpJiO+gwLqDAutPKLARZUdq7nR6r8TviLhyNR0XUGD9CQU2ooy1JjaJB/uyShJCKkTf1vbWDZkNB6kkiRAU2IjymxtOzNz7byu+r5KEEEI8hgIbQUaSsQXPf/eT1lSJKosQQojHUGAjCIbmbF37uR9RYInf4Wo67mAbrD8JhMBiNZ2+Le2WxzWVqUNy5MtzY2r3HMjrSa88SiUtJG+feUw+k+MmfNeSt68n3Xa+Slr0DbS/YD/O2dpXqEMseuU4+wtI38DKW52PnWhqd0J8SRgElp2coksgBJZ4x1hr4u6x5tgeCD4FlpDKU41OThRYf0KBjRioHh67KvERCiwhhFSWoAhskwpJGYw1J07V8w5TYAkhpLIERWAhBJxxqEzGkvtnbqLAkiAQhokmSHQJgsDCe4UQUAzKxJy5iQJLgoCIa/CnShxof7jz6c6DVbIisA3Wn1gCO9Icm+dXk4+nxTXz/j8++N+c9qFNbaPJ+IO6ehhQYEkQCIXAshdxZLEEFg9eP5t8xMzNpx/puI3m3iC0uN9AL1enkoT4EgqsOyiw/iQIVcQAIjthzCghJPxQYN3B9WD9CQWWEOJbKLAkyFBgCSG+hQJLggwFNqL0pFceZZ9ykRC/QYF1B9tg/QkFNqKwFzEJAhRYd1Bg/QkFlhDiWyiw7qDA+hMKLCHEt3A1HXewF7E/ocASQkgFqcZMTsSfUGAjysb0yhloh1VJQgghHkOBjSjs5ERIeFgS677prGNTh6gk8QkU2IhCgSWEkMpCgY0oFFhCCKksFNiIQoElhJDKQoGNKBRYQgipLBTYiEKBJYSQykKBjSgUWEIIqSwU2IhCgSWEkMpCgY0oFFhCCKkMTWJ4uJp2uJhfweejwHoIBZbk4QixA7LRopivQkKI8KCYFtcFyPAxFFhCqgOEclo2WhTvqLBYDhP762zUM3DOmdkoIbVjt1hPNuprKLCElAdEB5wgNiMbdUQLrH0/eLYwnfdXYnOyUQstsLiO9oDfJ3ayWCGPGNdZJIZzA/t59flMDxnnxP44P7BfB+c8R0yf0wlsw7nNawEcG8tGLezXtx/3Z2Lm/oQEDgosIeUBgfhxNlp3j1i+pc3M/b4v9r+zUUtAjxGDuGAfLWb3qVAL7L0qnCU2Oxut2yuWT2QhUB/PRiecV58HeSj/On+VCu8Ww99gXudtMexnnjMf+EwfFIM4X48MAcfjnPgb9fXRT8W8Pvb5czFc9ydi7xH7vNiHxEzeEsNx2rhWK/Et+IFSYAkpHQiVrvo143bMbfDWPpaNTqoCxjZ4jeNWKrtdxwEE7BQx7ANRzLdcm10MkcYx+nr4POaxV6rwZjGIIQRPXwcvBNjXrcBqdBxerwYCifNDYM1J9HE9zRUqBJ9QISGBo1oCe5QYChQtfLZZLJ8XFQW8FFgI2UHZaC4fITw502vN5yWbmGII0dTn1aJnF9gviUHYdLut9jpNShXYS1QIyhVYuwfL9WCJb6mmwJJw8rAYBTbLVAKL8nakGERTi5cpsBvFMOpA7wv0dmzDMWhL/aoYRBrtlYW++zViaMd0Oi/ipjjBS+4Ug7jhnLjO18RwHbSf6uvoc+bDSWAhnugchWvinKBUgSUkMFBgSblEXWCLRXcgysdU2zUQPjfoe1PovGj3/Its1EKLIHC6Tin3+/+I8XdCIgUFlpQLBXYy8MDsVkm8uB48WBwHj1lXJxdiqZj9mm6OIyQyUGBJuVBgCSHEgSAKrG5DqiT7VGiCHpu6pyW2V+NzeIa4J2vkA08SQvlDjsM2sTan7S6gwBJCiAMUWGecBBZj+GBokzI/A/b1rcDIBz1fLKPMSWD3iZ0uAvtDsSdVdjFQYAkhxAEIRa0EFm026AWJzwArBAbdY5/rVKjRx+q808R0fLUY9gcQwY+I4ZoIzWMAtiON7QBp85oA2+DB6n31/jqO8zpxuZh5TS1GyNd5pmcMM9MYmI99MIxCXzsuZoKxiqZNQg7cJwdOEELJO0XycD7Ej0Pcvo8LKLDFgZ60/L6cQc9iN0OQCAkEeLjWUmD1bDX4HI7CoLBEQDC9R4gNBBVABCGowNxuxoF5TeRhIL3dIwXYpqeu09u0wBbrwUJI7dcETudA+H5kKHQ+eoBif8TNlwgNPpNpk5ATOQnslyUvdy7E7fu4IFICK17+v6vvKSPfX4PKtpD0yXqbYfbvxhyWE3XQUUq+ogmi+hkVFoNeZIXiTHwFfpS1FFgYwOfIJ7B2QdNxiA/GFAIca+bjoYa0GQfmNbFNix3ysA+8RIBtGvPYUgXW9EidRF2fw34uM633tx8LtOeqbRJyIieB/XvJy50Lcfs+LoiUwOrvSH93+b4vEeL7xB5QSQ2aGPQEE4gD+9zEdrAfrmF6vnYv2D7PsPmSZcbtYBvOX4t5g/U57RNaIG3+bRqIqFMvZX0ePYEFIb5Bng++F1iA7WChmI7DK9THI45tAN4s0qeLXajiCIF5TYiXFliNPje2aXQejssnsIVWLXESWIBz4MGAB4R5XfPhYqb1PvbrA+SZNgk5UU5gJTxfHv5tKm6JhKRvEmMbbAHwvenvS6URd3yoq+/bLggQKD0HMeJ6bmI9iYQTej9cExM36Pl94QkjzxRbXVOCPMz89Pdif4KMPOB89nmDkYfPgt9lvnmL9XFTzRvsBrvA5hPKfAKrocAS34FCU0uB1cKHB0MhgcW++KzYB6EGxyGtRROY1alavLSHYF4TDw+Ind4HdrQYgLBpkA9wLDxcu8DpKlvtTduBwGrPWF8T6L8FpicBKFVg8yI7mp2cUK35EbGUFlOJf9XYbl7bLZERWPmurCp1/T2p+KSHuny3q8z9DFAl6jTrkxm3Y27D8fp6EDl9fvs8wwDbMetSIbCPRsexAo9Gix8+gznrk3mcWfbs0yjKVzDJ7DgJrCmk+Nvs53D6vVFgie/Aj7VWAuuE6YVpCxJB//ylECWB1W2sqCLOxdXmHLJtXMxpzt6zxbwWWHOeYbvAai83H04Ce7EKga6uLVVg3UAPloQWvwks3sLtFiSC/vlLIVJtsBBP8VAfkBDDm76i8lAdbImgxC/JJ7wCXrjqs1HPBNZpnuFrxCBGaEstJHpOAovQPm8w4pUQWHwfEFjU/ujvS4u6nX8Qyyew+jx4zkTmt0j8j98ElgSPSAksEBGF91rq36zXXfWSQvMMlwLOV6t7qofFERJ4KLCkXCInsGWCJenyfV/wBu3mBfB87ef1Y3Xqp8XyefKEBI5qCSw6GfXTQmuEEEJsVEtgCSGEkEhBgSWEEEIqAAWWEEIIqQAUWEIIIaQCUGAJIYSQCkCBJYQQQioABZYQQkjVwGLWWPg3CgaB/aYtL8xGCCGkhuxQIQkfFFlCCKkhFNjwQoElhJAaQoENLxRYQgipIRTY8EKBJYSQGuKVwM4Rq/SC2zGxo7PRCZjXxedYmI1GHgosIYTUEK8EFj10K73gtl56yg6uDbCuI+IQ4cPELhTzLeN1dU/Kh8Vi1Zl9dXVnq+wcsv1+bFPJUqDAEkJIDXESWC2UbgQTHiMMQmDuj7g9rXGK20MN0jpPC6y+pkZvh+eKz6G9WPtnsqO32feBR4w87S3rUO+n07gOvGqAbUV58Fo8RVxP03GN5F0qNseeXyQUWEIIqSFOAouH+n1iWG2/0AMeHiK2n6ZCLUA6T28HCCFA8CwRR4i0ud1+TYSmiEFckaevp4VO72+KqhuBxXb7NfVxOLc+Xl9Xe886jW0IYfozmeht2nKIeF4gGbk8M26SL98lFFhCCKkh+QRWU+gBj23aa0McgmOKJtBxiC2EDAKmQwgVhAk4HQPxQ9wUWC1yyNfiqfc3r23/HE6Y23Ucof6btICa1wVTfY4pgYcqO+f2N+Mm+fJdQoElhJAaUq7AavFDvJDAas9Vp804yBfX7ao471TC5pXA6r8JLwEQefO6YKrPoUHatBwisKdIhpVnxu3ky3cJBZYQQmpIOQKrq1MhQjBTaFaL6XwN8vX5zDhwiiPEORFCoKcSNlNUtTCb17ej9wU6rq+H6yC0XxdM9TlcITtndEcmeLQ6T+wAXYWsTdJmm7NbKLCEEFJDnAS2GCBATkDs8m0rBpynFlTluvBeVbQSUGAJIaSGuBVYcaQmWVAI8mcvBwosIYTUkHI9WOJfKLCEEFJDKLDhhQJLCCE1hAIbXiiwhBBSQ6K04HrUjBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCHEDRvO35zq/Myjt/1ocXpFpi5zgMomhBBCCCFkP29tvqFxrCWRgaksQgipGg9euu3Spvj6fWKZa0+8N41wzemP/IBOLCGEEEJIAa7vf+X+RWuHMz8Y3H3tkn964XnEtbX8y28eVbvl0PvbDflql7rVT46u0vkqy2LZ/S8+gzz7efW++AxIY7vO04bP9uivf/856wCF/ixd6V1tej/zcxTi9TvP2KgdWNPe3HTZcrVL3n2Qr3ax0PvteejCr5v77H2ue97u7570rM6D/W79p/9lz/3nr0Qc+6tT5M5hP7c+ztwX4Dx6mzZca+9gx2lqF0I8peszP1sPJ+snlwx9RTtc2m7+5Ka7ZZeiHa+pzznRmev6zCPW/nZDC6beV+9z1z+kl0loOYhO252ueetnf7564xcGviZx6zhtDyx99gtyqOPfd88XB76KY/KZ/W/IR2f2c+2jE0sIIaTrM4/eIpowfu+XBpuuO+m+p6EPWpO+e+rD93TO7jxY7eqaNXLOpfH17zidc90ZP+u86x8GoJt7dR7sJ/+4/UsbztpwkDpF3T+dn07a94Fdc+I9W1LHbjjkF9f88tNyjbeR96PzNy/fcFbGOvbak+59QvL23XfZ0EXm+dzQueCRdfs/970O38XTE76LztOz++t9tK06rf+HnV/K7qv3wWeUbdbf47T9ngsHltqveWue7yr7t2X/XlIFtCMIJ1FlWTg5nNpRhJOqsiy004ljVFaddoj1vn3bdi/Tx8OQRr52QPWx9u0AzqvONx1Z06G2O7huKNQSq/PhcKosC+08vr7m44+rrAnOrulE6rw37lnUqbImXLNUJ1bnvfnYlU0qqw7X1fl0ZEkl0A4nHL/BzpeOV9l1TfFu68GeddiKY6pzwhGVpOXQ6by+8565RucBcXbvQn77KQ8+DIfRdHSfvumXJ6vdcujtuKZ2FtPtv54vedb54cjq/H86f3NK5+dzLB+75lenFTK125TQiSWEEKLRTiycw4Hv/HpOJpPVBcl7E5pkOohu0U6sdjiRt7X9xblyPsvphCPbP7d/GvJ/tHhzi+iu5Qh+5S+/cyjy8qHPC+cOx29fOzK7KbH+LRwLx1A7lP985fA5xTqwQDux+NzPfO83H0mlUgciX865B+fFd5FSn1vn9Z7z9PX6bwHfO3VTn+SPt538QH/qrA2HmI7uL6557hOZVMY6p0Zvl2sOpM4asr6rzfiu1N+Fv1U7vBvO2+/Yp+Z2T0ceqQLaEbS3YJqtm0jfv+N3F+g04tZOCvu+wHRakdZO8cbnXvsKQu00632Qb17Dyeytsfk+u1vyObFmPuIq28JsbVVZjg5ooXPo/FKcWPO8TsbWWFIptMOZbdXc70R64cTmO6d2YuEMStrK+7fUC6dn98pyzxcHv6q3mU6s2fpqkm/7kgnXzOab183nWLIllhBCiNdoJ3b16Y/crh00IHllO7FwLE0Hz+mcZouq6cTma4mFWS2ZqoX4n694frHk5fa7/ewnOsxrFoN2YrPn39/qKued4MTiM0va+syPXP38Z03H9J4vbr1c8q3Ps/jI7unaSTVbX03ybV8S239N/fdY11XOLZ3YKmK2ZurWT7Pl88afv/Ija0dBt66aTuPjr+z5mM7/9uM78SKaQ7fQ2ltlcU4z3+kaZp4G11JRCxdO7PtU6MgER/OJ5gtVtoXuBmw6lWb3YLN1dSoH1MzHcTrfyYnF+VVW3n31Z/j9hs/frrJy4DOqKCGeUksnFnnXnXjv5v37Zp287etGPnzdifdZ+bc3PNmGfavtxOoW13ymdpsSOrGEEEI0fnRizbwn2375t7p1uP2UBx6SvHHtxG78wpYrJL0XLadPff2/PnbtSfc9Jel9difULW6dWORd+/+y3ZZN5/O5W3fXyzvEk8j/wdlPrOxP9U+jExsCtCMIh1M7lzA4k2aXXg1aXbWjqQ3ncOrOazrDOEZlW86oebzdOXW6BtLIV7tY6M/u5PAKR4ihtXRSd0ITPT5Vm9lqCsdRO4za4GzaWzq1A+rkVOptMJwLY2512nRMgdO+2MdpX6fPhrR9P0K8Qjuc3Z/7BSqjck6WdiLLcWInnzPrsJpOLECrq30cK5xRdAdWu+ScVHQLLuTE2rdrJxZjZSVp5cMJlbyCTmw5mBM7OdnTN/264POLEEJIONFOLLr4mk7stSfeYzlj5TixZrdhIOeznFiMOdXdfZ2cWIAWVnOMKLrn3t7wVJvEre7EdzQ8dRPiZpdloMfE6i7HKtsV2om1H6vPaTqxAK2u9jG/cEafvOFXH9Wts9pJNbsFm+Tbrp1YjJU1HX46sTXARWtmULlPbE426i+000mHk4QRe0tkPlO7E0IIIaRE4EA5aazd7GM+a01QPzfxEWhtRQsnxqSqLFJhdAsrx66SMGKOBy1kandCCCGElAi67jpprN2KbbWtNEH93IQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCiKccJbYiGyWERIGlifXLmuLr+5vqb/+AyiKEEEJIjVkS675pSbx701nHpg5RWYQQBzaKZQw7VYwQEnKa4rfdKk5s5rJZP/igyiKEEEJIjVkav+2fl8TXj3/lLx84VGURQgwWipnOq2k7xGaIEUJCCp1YQgghxH/QiSXEmeliPWL9hqXF9tjyYHB0CSEhhE4sIYQQ4j/oxBLinnliaH0lhBBCCCGEEEJ8D51YQgghhBBCCCGBgU4sIRFjSax7gdiKS45b9W6VRQghhJAa0zSr+9ym+K2p1NzUNJVFCMkDnVhCIgbHxBJCCCH+g2NiCXEPnVhCIgadWEIIIcR/0IklxD10YgmJGHRiCSGEEP9BJ5YQ99CJJYQQQgghhBASGOjEEkIIIYQQQggJDHRiCYkYnJ2YEEII8R+cnZgQ99CJJSRicEwsIYQQ4j84JpYQ99CJJSRi0IklhBBC/AedWELcQyeWRJ0jxE7ORqMBnVhCCCHEf9CJJcQ9dGKJX4AzuU/sOrErlGWUxcU07xO7T2y1GJxPGOLY76/FTHAu7LtQ7DQVt++H43HdA6wUIYQQQgghxNfQiSWlcJgYnE6A+BxliJeKdmKPtFL7iYkhH+cH2rm1O53a+dXAYUWeHTi0OP79VqqwE6v/NuyDz2FifgcmcLLz5cMIIYQQQgghZUAnlpQCnDo4gnAUtcOmW0idHEc35HNi7U4nwDWQh21wMnVrq0afC5/Tjt52ipVydmK142yeE04rWnxxLe2sY5+GbNQC+cjDZzNbj48WQ76ZVzMun909c0mse15qbvd0lUUIIYSQGnNZ/JaYpc91qQNVFiEkD3RiSSloJ9ZOvnw3aOcSx5uGbsB20OIKZ1K3kiIO0y2d5TqxSJsOrIm5DddHWjveyMdn012X9TlXiV2YjdYejoklhBBC/AfHxBLiHjqxpBQq6cTaW2JN4KRiHyfHVl9bH4/9nBxHvV+h7sT5jtUtrdoBBmgVhunPps97rxg+p3Z0Z4j5AjqxhBBCiP+gE0uIe+jEklKolRMLdFdiOIc4Bobuv2j5NLsy6y68aBnV+8ExxbFTTeykj8X5EMexej9z3C3Qziuubzq+uksyrvcRZPgFOrGEEEKI/6ATS4h76MSSIKOd06nAPrqrcbHgODfXIIQQQgghhFQBOrGkkqDV0o0RQgghhBBCiCvoxBJCCCGEEEIICQx0YgmJGBwTSwghhPgPjoklxD10YgmJGHRiCSGEEP9BJ5YQ99CJJSRi0IklhBBC/AedWELcQyeWEEIIIYQQQkhgoBNLSBXoHWh/oW+gI9O7taNbkuaatIQQQgghhJAioBNLSBXYsLXjzr6B9v6eLR1XqSxCCCGEEEJICdCJJSRicEwsIYQQ4j84JpYQ99CJJSRi0IklhBBC/AedWELcQyeWkIhBJ5YQQgjxH3RiCXEPnVhCqkBvur2pb6B9RW+6bYHKqhmXz+6euSTWPS81t3u6yiKEEEJIjbksfkvM0ue61IEqixCSBzqxhFQBzk5MCCGEEEKIN9CJJYQQQgghhBASGOjEEhIxOCaWEEII8R8cE0uIe+jEEhIx6MQSQggh/oNOLCHuyTmxYy2JDI1Gq4ylb2vIPNWzOPPs6tMdt3tpo2IjLbEHR1tiTSjbdujEEkIIIf6DTiwh7mFLLCFVoJoTO4221qfEkd1nObVXJT6isnMsiXUvEFtxyXGr3q2yCCGEEFJjmmZ1n9sUvzWVmpuaprIIIXmgE0tIFaj27MQjrbEHLCe2ObbnxfY571LZhBBCCCGEBB46sYRUgWo7sTtSc6ePJWMvZbsYxx7PcFkfQgjxkj8Tmy9W7rP1BLHLxU4X49qghBDiEjqxhFSBWqwTO5KaPTPXrTgZX6kdWY6JJYSQsoEDu1fsYCtVmE+LYd8/tVL7eVvsYjHTeT1MbKnYTDFWPkYMjoklxD10Yj2mZ0vHVX0D7f2e2daOlerUjpjXU1mO9G1pP3XCeT0wdWpHzOttGLrxcJU9CWwzz+mFbUivjKvTT2LC9eQzqmxHxOnsMc/ryvKcsxZOLNiZTCzUjuzO5ngD8ujEEkJqDBy1I7JRK47WyDliM5BRIvqc9uerPd9M62ufLPZ+MSfMff5aTJ/HdGL1Pvn+hnyfAU7sIrEjxd4nps+D854jhnynv2kqzOtN9dmA3gd/Y0zM6XrmOXUrtD6f/XrYhuuZ59HH5Ds/EejEEuIeOrEe0ptub+pLd/yrODODk5ybUo1ObNFGJ3YiYy3xjmy34kRmd/OsD9KJJYTUGDgz74j9WOwoZAhw4jaKXS9WSrdafU57y6g9H2k4ibg2noH6eXyz2LjYe61UFnyeL4mZnwfOGI7R5/mJmD6P+TccJKbR+9o/G5zYj4uZmoDzO+UXg9vPNksM14LDrP9GOKH4Lu4V+9/IUOB9EefMiH1IDOfEvkBvw/X+XAzb9LmRh2u+Rwx8Xgz76nPk4y0xXCufHSIWOujEEuIeOrGEVIFaOrFgtDX2mOXINsdebj7h+2dzdmJCSA3RjqV9BtZ8+W7Qx7p1Yu37wXlEvuk8/r0Yjv2amNkKC/Kdxyk/376VdmLtjp49H46i6cCa2LdpR9XJecy3Dcu8XSFmOvQA5/6EWCmVFaGGsxMT4h46sYRUgVo7sdZET82xN1SL7MZMDT4DIYQo4EwFwYk1wXa0ZK4Rg1OW7zxO+fn29YMTax+TC9DCim34DLVyYrGPvfVVG1p37d8lISRi0IklpArU2okFo8vr5+jxsaPJ+NXyJkBHlhBSC+BMee3EorssHKmvi6GL8tFi3xe7T2yfmHZ6tCOH7sSfEcO4U4zf1MdqxwrnwwRLugX2r8TgxF4phn30ebx2YsHdYnCW0RW4lDGk+npTObH4m/AZviGGiaQwrlXvg9Zn0/msthNLCCEFoRPrIXoMJcapqixCLPzgxILRlliTdmSfuug0a6InQggJGWjNzPectTuU2FeP7cyHm30qQaG/w2vgtJcyiRTxEI6JJcQ9dGI9pG+gbYfhqBDiS5740oL/VN2KMzuvr/+AyiaEED+BVlC04k1lxbbm5WsV9Ttuvw97qycJEHRiCXEPnVgPoRNLggBmJx5e8nHLicVETy+2z3mX2kQIIYSQGkEnlhD30In1EDqxJAgsTaxfduXsrkdHlidezY6PTaQ5PpYQQgipLUti3TctiXdvOuvYlNPYY0KIAZ1YD6ETS/LRO9A+pye9ct4dW9sweYYveDV1/OGcsZgQQgghhAQNOrEeQieW5MMvEzvZeXV5LK4nehKH9tt0ZAkhhBBCiN+hE+shdGJJEMCY2Kb4+sxls36A5RvqRpKxBfuX3oktpSNLCKkgmFjpcjFMQnShGJa4cQtmCD5bTE9itFBshthU4DhM5jRbjM+3YDNLDMsC/R8rFTI4JpYQ99CJ9RA6sSQI2J1YMNoaX5JzZJfHzlDZhBDiFXA+sQbsn1up/WDt1dViU82qe7MY1nw198MSNHBOF4gVck5x7JfEuC5pOPi8GNYALmU9YV9DJ5YQ99CJ9RA6sSQIODmxYKwl3qEd2Z3LZiVUNiGElItuCf2YmN3ZPEHMybk10c6q0/FYemZcLJ9Dg5Y7HIvz24/Vy+2ghRZhxjCn/aci3/l+IvYeMe3I6/xviJlOuf6s2P9KMb2v2YKM9VzREvk1MdMph6N+nVixS+zoz/xhMZxXfzbYX4iZ38GnxezfEz5rvZi5H94tcS7znKgcxed12qbP87/F4KCa17B/RwC/h7fEThQr9h75GjqxhLiHTqyH0Ikl+fDTxE75nFgw1pq4W42P3cM1ZAkhHnGEGBwTJye00DYT7axiP3RBxnF/L3aP2D6xfE7sF8TgDDqtC6sduD+xUvuBI5XvmELo8/2pldoPHEx7a7N2Rj8uVujv1ue0fxac814xPMfdnCcf+T6zdib1LLn6b7B/z38lhuubDqV2VJ2cTL3t/4qZ274nZj8/ugzDWf2EmL0VHfnLxIp12n0NnVhC3EMn1kN60+1NfQPtK3rTbejaREgOv07s5IQ4sNuUI8s1ZAkhXlDIUYUThG2FWmILAScVzlw+ZwbO71ROrH1bvvypyHccPgPG8NodMbvzCccWziKcdbS04phVKu30WfS+54iV2lVaf2b7ki54PzTz4TTiszpdB9vwefU90I6q0zIx+bY1ieHvtd/HSDmxhBD30IklpAoEyYndkZo7faQ5sSs70RPXkCWEeMI1Yk7OplMrJUCX0amePWZX5Hz7wknLt4/fnFh7GuguvOY57a24d4utESvFoXPrxOqWX3tLrN7vQ2L6c1faiUX39HzOLSEkItCJJaQK+MmJXZpYv6wpvr6/qf72vN2FuYYsIaQCwGHS3X8x3vHHYhh/b3++aOf078T0Nt3FV4+VxLEfFXPzbILTtEjM7vD4zYmF446JrtC6ir8R40H/Vsw8J74bu9MIdIvze62Ue9w6sQBjds3PB3NqBa60EwvHHucI3QzFS2LdNy2Jd28669iU03dHCDGgE0tIFfCTE1toTKzJhDVk6cgSQoKLnjDJPvaVBA/dCouJoUKnSRwTS4h76MR6iDgpPX0D7f09WzquUlmEWATRiQV0ZAkhIQHOD7rhFgtaKk92YX56NgbxM7sFra+4j6HUIjqxhLiHTqyH0Ikl+fCVE1t/+21wYs/r2JxZtHZ4Svva9x/IjLbUw4nNPHLDhZI3ZNtncEdD53C/abJPj2xbMcG6Bptk33kTrGvbHPWxCCGEkKLpHVh5Ut/W9lZMrLkhs6GUccG+gU4sIe6hE0tIFfCDE9uwbrAj63Ratr0uk3H8HIu7d0y3O5u932r5sm6R/bevn//4ucoxbewaftDuwIrtNq7jE6OjTQghYaRvS1tL75b2d6Cx33ngO3T+CIkIdGIJqQK1cmIbu4bii9YNvpB15Czbfvb3B49Rm4tiJBlboB3ZXctnrall12InRztrNqdULNiO9nC3mP3vudj+d+M+q6+GEEIiBZ1YQqIJnVhCqkC1ndhz1m1LicOzT8xykBq7BrG8hXXdJbHuBWIrLjlu1buRLgaOkXXP4u70DLuzec7aoVO1M2qa3XnN2uAe2WZzdGtu2+2fU/LoaBNCakaYnNimWd3nNsVvTaXmpuxLGRFCbNCJ9ZDedHsTxmT0ptsWqCxCLKrhxDZ0bp25aN3wNnEilMMxuGPhqmEsXzGBYiZ2csJcfsdaRzZDRzaoFOVod23bZHdgxTF9Q7aZTq4frFxHm79nQgJEmJxYjoklxD10Yj2kb6Bth+GoEFIV7K2uDWuHVtbVOY93BeU6sWBHau50cWRfslpkm2Mvv9g+511qEyGeks/RVr/7CY5pQ9dwIBxt+UzP2j+n5Ds62o1r0vPNvz3raOcv34REDTqxhEQTOrEeQieWVAu3ra5OeOHEAjiyo82JzXBkR5oTu3deX/8BtYmQSLG4e+hw09GEiWO6wO5oi1N6g5OjvahrKFcJ5ReTz7rF/jklb41sm+BoN6zZeoHd0cbziY42qRZ0YgmJJnRiPYROLKk06sUx96I5VatrNRhNxh5TY2RhH1HZhBAfAUf73Fu2zZ3obMLRHgquo72WjjYJlxNLCHEPnVgPoRNL8tE70D6nJ71y3h1b2+TFqTjKaXWtFmMt8Q494ZM4tUs54RMhpFiyjvbWyY52l4OjvSZsjvaQONqDExzts7//zDH5lkIj+6ETS0g0oRPrIXRiST5KmdhJvdzkXoayra7lO4eXz+6euSTWPS81t3u6yvKEncnEQs5cTAgJM2U52msHH/ejoy2f698nfE6xhWuHvi3bcn8PbGHXUIO9RfvM7z77wVq3aIfJib0sfkvM0ue61IEqixCSBzqxHkInlpRLNVpdvRoT68RIavZMPXPxSHNiByd8IoSQ6tK4bvhIu6PduHb4bLujjYrRoDjajQUc7esfvGvjLU907rj1iTW/PG9t+hx7i/aZXbV3tN3CMbGEuIdOrIfQiSWlAiE2BdurVlcnKunEAkz4NLI88YLVItsc2zN6beIYtYkQQggp29Fu9KOj3bX1iQmfUyx/i7aDo53JHEAnlhD30In1EDqxpBjOXr39qEVrhzZD/LJWnbGulXZiNbtaYneqrsUcJ0sIISRQNN4sjnan3dEedO9orx0e36/vU9s564b6ltT/YBOdWELcQSfWQ+jEEjcs6hpsEsEyapGHVp/Z/lgou92ONSdOzY2TTca2s3sxIYQQQggpFzqxHiIObE/fQHt/z5aOq1QWIRZ3bu54ERUcbQ/3WY5rY9fwyw1rtkViORp0Lx5rjm3TrbIjLbH5ahMhhBBSFr0DK0/q29reKu9fKzZkNhyksgkhIYdOLCEVRLW6ZrqfXJ2BE/u9n61/9sy+cLa6TsVIa2KZsQxPL7sXE0IIKRcusUNINKETS4jHZMe6bsuNdUWr6x3plS8bXc1r6rxVa0ysE7tTsaNGmhO7rBbZ5sTu3dfNqvpnIIQQQvwIJ3YixD10YgnxCN3qut+GVi/u3mGtxVrKOrGVopZOrGaspf7W/WNlE+vZKksIISTq0IklxD10Yj2kN93ehDEZvem2BSqLhBynVteGNVsnjXWlEzsZtMqONcdeshzZ5tgeCSMxRpgQQghxgk4sIe6hE+shnJ04OhRqdXXCT06s3xhtjS/Jtcq2JPo5gzEhhBC3/PCZm4+8Y/N35vakV85LpVIHqmxCSMihE0uIS9y2ujpBJ7Yw9hmMdzbHGySb3xMhhJCCcGInQqIJnVhCpkCc1YsbOgf3GC2v3cWu60on1h3WurLJbKvsSHNix2s3HPdutYkQQgiZBJ1YQqIJnVhCHFjcPXR449qhx7Tj2tA5vLtxTbrk9U05JrY4xpKJu3WrrMSv4cRPhBBCnAiTE8sxsYS4h06sh4ijMgdjMu7Y2jZTZZGAMbnVdain0FhXt9CJLZ6R1OyZY82xN1SrLJfjIYQQMgk6sYREEzqxHsKJnYKJ162uoGdLx1W96Y7td2y9wXfdYYPixGpGWhLf0BM/jSZjvWyVJYQQoqETS0hwOFlM3uPq7lMh7DQxzRViOh+2WiwfdGI9hE5ssPC61XVjeuWMDVs7NuE3kLW2HXc+2ZZQm0kZ7E7FZowsT7xgdS9uju0ZaYmVVclACCEkHITJiSUk7GgndqGVqqubI4Y0nFdgxo8WQxrHOEEn1kPoxPoftLo2rB183NNW1/TKeb0D7btyzuuW9o3tjy3lMjEVYKw1cbZulcXETzuvr/+A2kQIISSC0IklJDhoJ1Y7pkeIaafWjAOdphNbBejE+pdKjHUVx/WGnOMq1rO57RK1iVSYXcnYnTlntiX2YCbDLsaEEBJF6MQSEixiYmZ3YjitOo0QXYj1NqTzQSfWQ+jE+gunVtdFawfxmy8ZdBnu29Lx2H7ntW3HbYPfPEZtDgRBGxObjwldjLPjZZfKA4/OLCGERAiOiSUkmtCJ9RA6sf6gsWvofK9bXSd1GR7o6Alql+GwOLGakebYPD2LMcbLSvgRtYkQQkjIoRNLSLC4Tky3tOYzN9CJ9RA6sbVjcXd6RkPncL/Z6nrO2qFT1eaSmdBlON2xpyfddr7aFFjC5sRqRloTy8zxslyShxBCSJCgE0vCjh4TC0e2XOjEegid2OrT0Dm40Gx1bewa3AiHVm0umw1DNx7eN9DeH6a1fy+f3T1zSax7Xmpud9nr3/qRsZb6W/cvyZNIv3bDcb5b5ogQQgixc1n8lpilz3WpA1UWIaED41xhh1mp0qET6yF0YquDU6ur2AK1mZC6Ham500eSsQesLsZ0ZgkhhBBCao5uiZ3K3EAn1kPoxFaWSrW6ostw75Z2PaM3CRFwZseSiU3amcVMxi+2z+HyR4QQEhJ++MzNR96x+TtzMXdFKsUWTEKiAp1Y4msq3erat6X91L6Bjn2ogLjtmWDNMlwqYR0TWwjMZDzanNisndldyVgvl+UhhJDgw4mdCPE3VyhD92Gs/arT+exCMTfQiSW+pNJjXaNMFJ1Yzaup4w83nVm0zLKbMSGEED9AJ5aEDTiuWPdVj4F148TC3EAnlviGSra6YoImFY08UXZiNU5jZjmbMSGEkFpCJ5aEHT0mFo7taWLvEysVOrEe0jvQPgdjMsI0k201qFSr68b0yhl96Y7H0cVIWY/aFGmWxLoXiK245LhVbIEUxpL7ZzMeaU7s3pmclVCbCCGEkKrRNKv73Kb4ranU3NQ0lUVI6IiJYSIatM7aJ3SCcwtH1w10Yj2EEzu5B05qY9fwg5VodcU4156Btt2m89q9IxXK5WSId5jrzI41x/aMtsTOkAcqx80SQgghhFQItMbOETOdWjfQiSVVBY4qHFbDee33aqxr39aOlTnHNd2xpyfddr7aRIhrdrYmzhYn9g3d1RiTQHFGY0II8SdhmtiJkLCDMbFOLbAwTOiEVlq30IklFSfb6jq4cb/jOrgHXYjV5rLAWNeegbZ0znkdaNvB7tyF4ZhYd1gzGidjj2lnFl2NR1pi89VmQgghPoCzExMSHI4WK9ZZzQedWFIxKtrqausyjC7c7DLsDjqxxTPSmrhoLGm0zi6ftYats4QQUnvoxBLib/SMw1xih/iaSra6AnuXYREuz84dFejEls7uVOwoc4mesebYy2ydJYSQ2kEnlhD/wiV2AkKUJ3aqZKsrQCtr30B7v/X9pju296RXHqU2kSJZmli/TJzY/qb62z+gskgJjLbGl5itsxLfPnpt4hi1mRBCSBUIkxO7JNZ905J496azjk0dorIICRXoRgwn1W1rayHoxHpI1JzYSre6EhIEsObsWEu8Izezcdb6d15fz0oCQgipMGFyYgkJO2iJ1RM5lbNGLKAT6yFRcWIr3epKSFDBZFBjycTdExzaZGL9azccxzV5CSGkAtCJJSQ4YA1Yc0bifOYGOrEeEmYnthqtrrq7cHZ5nJX4bZIKwDGx1cEaP2vMbqwc2nt2XzeL3zshhHgEx8QSEk3oxHpIGJ3YRWsH51Wz1RXOK2cZrix0YqvPSGr2zJFk7AFxZPe30DbHXh5tiZ2Rqas7QO1GCCGkSOjEEhIcsMQOWsDMSZxKXXKHTqyHhMWJXdy9Y/qitUM9ZqtrY9fwxWozCTh0YmsLxtCOtCaWjSQTu3IOrdhoc/ybr13FbseEEFIMdGIJ8T9wXM3uwpixGA7sdUYeDLMYu4VOrIcE3Ymd1Oq6dvDxxd1Dh6vNZbNh6MbDewba0vieEFfZpMrQifUXo8vr50zqdtwSe1wt3cNWWkIIiQh0YkkYmSOmHddC6PGycG7dQCfWQ4LoxFaj1bU33bZAnNfd+G7098Muw4RMBhNDjbQkvmGb6dgaS7tz2ayE2o0QQgghJBDAKYVzCid1KnSLrBvoxHpIkJzYSre6AnFcV2vHFZM19W5p5/I7hBQBJocaa6m/1cmp5QRRhBBCCPE72oktxtxAJ9ZD/O7EVqPVtSe98qhsl2HV6pru2I48tZn4gKWJ9cua4uv7m+pv5zqmAePV5bH4WKttCZ+sU7ueTi0hhASbJbHum5bEuzeddWzqEJVFSODB2rCYvAnOrBtz02IL6MRGgGq0uqLLMFpbtfOKVli1ifgMjokND7ta4nPFgd0kjuykltqRqzmmlhASfjixEyHRhE5sSKnWDMOTugyLM6s2EZ9CJza8WC21Tt2PsZxPMn41Zz8mhBD/QieWEPfQiQ0Z1Wh13T/LcK7VNc0uw8GBTmx0UMv5XDSSTLwwwamFqdbaDFtrCSHEF9CJJcQ9dGJDgGp1XV3pVleTjemVM/oG2leoJCEkIORtrRXblYz1ji2Pf5KOLSGEkBozS+w/xB4R6w+pbRM7S+wgMVIkdGI9pNoTOy3q2jZHnNWXtfMqlj579Xa2iBJCimJna+LsXS2xO50c25Fk7KGdzfEGOraEEEKqyElirWLTrFQ4OVfsfDE6sSVAJzZg2FtdLesabFKbPQPdgzGzcO9A+w0qi4QEzk5M3DDWUv+JfI7tWDLxyGhz7IIXl855l9qdEEJqQpgmduLsxBOgE0sKQic2IFS71VWc1znWbMNbO1aqLBISOCaWlEohx3akObEbS/2wOzIhpJpwduLQQieWFIROrI+pVqsriRZ0YomXvJo6/nBMHiWO7Wa7Y6uc2x1jzbFv71w2K6EOIYQQz6ATG1roxJKC0In1IdVqdb1ja9tMtLiqJIkIdGJJNRhJzZ452lqfGmuJbXNybseSse2jzfFv0rklhJQDndjQQieWFIROrIeUM7FTNVtde9Jt51tdheWzWp833c7WXUJIVcDsyCMtiW/kdW6bY3uw/A/G3O5cXs9x24SQgoTJiSUToBNLCkIn1kNKcWKr1eravSM1XT5bj3ZcewbadvekV+L+E0JIzdmdis0Ybf3/27sXODnKMt/jzS3E2xJYj0b3KKhnMcIh3Z2ghPWSAKIIKkFBElgEFQRc3Ey8ETI90wFUUObiBRKSrBlWhJlklRxdFzi7QBZZwRVkZnJ1z3qIsgcimZkMqBBCmKnzPNX1Tqprqnuqu6tnqqp/38/n+VS/VdXVl/TM9D9vvW9lLtYxtwO57B7fgJtL79BTk4eWZU9m3C0ARYhNrMiH2NFU6nipU6VOk79JBzurK0GIrQEhNkRBQ+xk9rrqKcPmednV2/GIXuPV2YwGtCTdtVBqxZUnrDzSWQVEmvbe6qnJpcbdatljb3PZ2/RyQPTgAo0jSSG2aXbXRU2Zdfn8/HySex+DikSIlYB6ilSr1H4JqlYlNZJK3Sv3u1RulwqphNgaEGJDNFGIvWDN1syFa7fsdIXXus0wvL6v44qx4KrPiUvlwMGYWCSJfXpya/bqgdb03b6XA3JKr3c7mMtc44zBpRcXSAjGxCZWJEKsBNGNEkSvkzq7TBgdR/Z/l+x/idz/J2WCLCG2BoTYEJUKsYvXbu10BVetFc6mUNmnDPe1bzTBlVOG4YcQi0ahpyjvbs2eP5RLrxzIZZ/wC7daenkgE3IHrkmfIl82CLlATBBiE4sxsSiLEBsid4j16XXdsXj15lnOrqHa0NuZKTpluL99E6cMoxRCLFCgMyjr5YGGWuasKxdy7cqld+xZPvtWnXBquHk2PztARBBiEysqpxNfLvWS5XO6cLmS+7zCOUQ5hNgaEGJDZIJk2/3r697r6iaPaU/Y1N3XscxZBQCo0c78/Om7WzLz7UsFtWYfkCD7gm/ANZVL/8IEXT1tWb7I0KMLANWJbE/sSCrVJSH1Zakz5ff82IRO0m7WwCvVJOuDPG9CbA0IsSEwva5dv1xl94R2brrj2Xr1ugIAomM4nz5moCVztn3ZoABB15y6PJTLXju0PPMhJqECAF+RDLESUO2eWQ2sfkFVAu5Dsm1EqijglkCIrQEhtgbesa4/eOw7wxpiK7nETlDdvZ11mQAKjecLc7tmLUl3LcjP75rurAJQZ4Mtc04abM0s0VOXdZblcpNQjVUu+6+Dy2ffujuXXqpjdZ9ddgIzigMJdlXme2n773MqX83lWpImyj2xdlCVkOp7KrFs/ztZHubsXg4htgaE2AqVG+s60ezE1erp7dihx7WP3d8+z1kNVIUxsUA02RNRtWTm62zLeyTs7mlNPxwo7Go1p3dp6NXr6A62pJs09NLLC8QLY2KLxGJiJwmzegme07QkuFb6nw+E2BoQYgOarBmGS9GZh52bQE0IsUD8mcCrvbuDuewNzqnMT/sG3HKlwbclu1FPbx7MpS8ZaE4vIPwiTpjYKbEiG2IlsL5rJJX6sSxfdnpeH5Pbh0sdL7dvluXnZX2Q502IrQEhtozJnGEYmCyEWKAxPZN/50ynp/dyCa4r9Nq6stwUuLfXW83pX8ty00Aue5ssVwy0ZK/QHmC9dq98gWNSK6BChNgiUR0T+0mpfXrKsCzfLctbZLlfyp6NWNrfddrzA/TMEmJrQIj1ob2sruBa917X9X0dV+j/IOp1Xe/Y3EZIBgBEignAu3PZRTpb857m9Cqn93dH1SHYVC79C1naYVjq2oGWzDINw/QKAw0t6hM7fVxC6iGu0GpCrJm5mBBbZ4RYh/awSljdcSC4btmpPbHO5tDp6cHr+9o3mrGuGmAZ7woASKqB6058uwbTgVx6oX3ZIldvcChh2FSrfYr0pj0t6W57Fmh5nKGWzIf0seklBmIjyhM72UFVfpf4Tuwk27jEziRo+BCrvawHgus2S8e+OpsqFmRipw29nRmzX6HaN23s7ZzhbAYAAAHsviYz3+6tdXqHNayOnSKdy/aGFoq1zMRZnnBsTqHW5zHcPPst8sWVgAyEg4mdUFZDhtjJ7nVVPb3tTQeCa4fV3dexzNkETCrGxALAeGOzQ3t6i4dymU771Omwe4xdNbA881sTkmV5mwnJzzRnrjQhmV5kf0zslFhRP53Yt7d15MB1Yu3TiydAiK1BQ4VYCayh9boGoT2sPf0d94wFV04ZRgQQYgFg8u25Pnu0CcmDrZmLx0Jyy5x1JiTvaUlvr0dI1nIH5cFcumesN9kVlOPYm0yITaxIhVgJpzdIMN0vPx++pxB7ixBbf4kPsVPR66qnDHf3duwy4ZVThhElhFgASKbBZXNOsnuSNSjnMks0pBaq/kFZjtkny01agy2ZG2VpP/au5tmnjvUkW+EHZEJsYkUqxEooPV7qVKlWDbNSX5U6Xco+ldhV8yTEBj2tmBBbg8SGWAmsk9rrqgrjXQ+cMqynEDubAAAAYs3dm6yXajK9yRKM7zQheaA5u0eWvkG3qtJLOZlTrVvS35KlE8wLk3Xd88A169b3tY8kIcSiSKTHxEpYvXwklbpJ6lafapMge5izazmE2BokKsRORa+r29jETv0ddzmrAAAAUMbvv3bS6/1OtXaH46Fc+mm/HuTH7vyktaGv3e48GMjPLdoWtIrGJI8Ly84p1y2FU65NPZaf+0rn6aM+ojom1r5OrJ4yLGH176R+Ku2X3belvkaIrb9EhNgL125ddiC4Tk6vq58gsxMDAAAgHEFOJ3b3IA81Z88YzJnxyFK57F2ydMJrdtOe5vTzsvQNu5NSuTnff+yzc4MEoKSL+sROZ+ppw662PQbW1eY6sXUW2xB7/qodx0hg7T0QXie319UPIRZxwJhYAEBSxHFM7LPL577L3atrauUHmx+9/j0do98+g9OiRVRD7LukXtSeV+1tlds6VvZF7Zk1Jdsek3VB/g0JsTWIXYi9cM2WpgPBVWvrqou7dk53Nk8pQizigBALAEgKJnZKrEiPifVywq1O7DQ7QA+sQYitQSxCrLfX9YI123ZduGZ75C5VQ4hFHBBiAQBJQYhNrEifTmx6Yp3V1SLE1iDSITbKva5+CLGIgy/M7Zq1JN21ID+/K7I/SwAABJGkEHtV5ntp++9zKh+0Jy/JItsTa4Ksc+qwTujE7MRTIHIhNi69rn4IsQAAAEDNqg6xEjDPlSD5E6kRDZp+JfvYEzFVSu53phz3Fieslix5DEJsnUUmxMat19UPIRYAAACoWVUh1t1LKstmqY9K6VjVopLtde/tlsc5RepFqSZ5PL/XQYitwZSG2Dj3uvohxCIOGBMLAED0MCa2SLUhVoPjPqm1AXtD68Z5LoTYOpmSEJuEXlc/hFjEASEWAIDoIcQWqfp04pFU6gYJjvu1N7ZUyfaqTieuBCG2viYtxF7ctXWmBNbE9LoCcUWIBQAkBbMTJ1ZNpxNL3SPB8T1SUzZJljwHQmwd1T3ESli9YvHqLXsP9Lpu60pCrysQV8xODABA9DA7cZFaemIfkvqlhMcp/c8AQmx91SXEaq/r4rVbHjHBdfHqbcMXrt2ijwUAAAAA5dQ8sVO5kn3qfjpxAITYGoQaYsf3um7tptcVAAAAQAWq7omtt5FUqktC8Mt+4dhUwJBMiK1BzSGWXtcDmNgJccCYWAConXxJPVrKnjxGltfJki+iqAljYovUOia2LrMTm+NLkO2R409zVleLEFuDqkMsva5APBFiAaB28kWWEBsBTOyUWFX3xJqg6fxsrpXAeaun2moJuHJ/e8ztS6nUXDlOLeOXCbE1qCjE0usKxB8hFgBqJ1+OCbERQIhNrGp7Ys+UusUVWH2r2hArxw5zzC0htgaBQiy9rkByLEl3LZRaceUJK490VgEAKiRfUgmxEZCkENs0u+uipsy6fH5+PnLjQKdAZMfEhogQW4OSIZZeVwAAAH+E2GhIUohFkapD7Egq9V0p34mXZP1j8vP6XrkdhcsYEWJrMC7ELl69ZRG9rtVhYicAABoDITYaCLGRdLTU56Vq6UWtaWInCavfkp/JolOGZf3xsv7nshyROjECQZYQWwM7xF7c1Ttj8eptm9y9rn+9dusZhV0QFCEWccCYWAConXwJJsRGAGNiI0lD7ItS8mORelDqdVIHSVWiphAr1SwPPu6+EmI3yraXpT40UYg1x5L79MjyM1Lpie5TIUJstY499cKmV/35G0dNeL1gzZaNGmidzagQIRZxQIgFgNrJF1pCbAQQYiPJHWJNPSv1EamgIbAupxNryc9rkywDHVf21YmiWuV4j8hyxH0cWfctWXe23K72Z58QW63MOUs/t+iWX9kh9uOdP9/2F7Pf9zFZrb2zVBV1+y9v2KW/RL9zd+4ev+0UFYX69Ky2uzXEzjryPYv9tlMURVETl/wCXWS+KD+WSn3/VanUqX77UfWtr/1gybqe3vYR/f71Z0f92el++8SlLj/+248uyXSNvvKQoz7gtz1Gdb7US1Ly41FU35d6jVQQoUzsJCHzFKnTtOQJhNaLKsf7pPz83y7LorAs6+6V5TJZ/1cBHo8QW4MFhxw67bc67vXAqcRb9upsxM52VICeWMTB0uxtV0uI3dQ05/Y3OKsAABWSL6n0xEZAknpil6S7bpIQ+8B5x+WnOaviyt0Tqz2w50lV+vNRU4iVn0ntQf2c1N/4lTyxmsKxHznuu6S+JEH2H2U5Fm7ldqnL7RBia6D/WzI2sZPOPlyYhdgJtGu3PKKzFDubMQFCLAAAjUG+nE6XL6fzZblAlm+RZaVj/hCCJIXYBNEQ+zOpasbCGtWOif2kVNnruErI1BmKo/BZIcTWoCjEGjobMb2zlSPEAgAAADWrKcRK+U7sFDGE2Br4hli3cb2zq7dtYvInf4RYxAETOwEAED0JmtgpDFWfTmyCrPa4Sq2RutVTbRJwiy6/M0UIsTWYMMQaGlx19mJ376xeU9bZDEGIRRwQYgEAiB5CbJFqe2J1LOwtPsG1qIKGWDmWfZkdcypy0JL7lBoH60aIrUHgEOu2ePW2hfTOjkeIRRwQYgGgdvIllYmdECpCbJGaJnYKQn5udebifVKBL7mjJAR3yX30WrNnyv3GZiCWdrOUnsoc9HiE2BpUFWINemeB+CHEAkDt5EsqEztFQJImdiLEFolkiJV97Z5ZKd8xtxJwH5JtI1JFAbcEQmwNagqxbvTOAgAAYDL94Fc3H33H49+e393buSCfz4d2HVBMuSj3xNpBVe7jeyqxbP87WQY5XZkQW4PQQqxB7ywAAACAGkQ2xLo5xzhNS45R6X+iEGJrEHqIdaN3Foiepdnbrm7K3Lapac7tb3BWAQCAKbYk3XXTkkzXA+cdl5/mrGpkkQ2xsv+7RlKpH8vyZafn1b7urNTxcvtmWX4+4PEIsTWoa4g1GqV3lomdEAeMiQWA2skXVSZ2QqgYE1ukphArP5M6S/HnpP7GryoJrW5yX718zz49ZViW75blLbLcL2XPRizt7zptHS/PmNg6mpQQ65bk3tme/vZ5Oibjjs1ts5xVQOQQYgGgdvIllRAbAUzslFhVhVj5WbSvEas/l6XK9Jw6d6mI3M9M7PRxOdYhrtBqQqyZuZgQW2eTHmKN8b2z24Y14DqbAdQJIRYAaidfUgmxEUCITayaQqyU7+zBYTBBVX/2/Uq2cYmdSTBlIdZNTy3WU4xNoNVwy9hZAAAQVfJFlRAbAUkKsShS9enE8vNoB1ntcZVaI3Wrp9rk5zXI7METksdhYqcpEokQa2hw1dOL6Z0FAABRJl9aCbERQIhNrGp7YnUs7C0+wbWowgix8jjvktIAO6+KAKsIsTWIVIh1i2PvLBM7IQ6WpLsWSq248oSVRzqrAAAVki+uhNgISFKIbZrddVFTZl0+Pz9fl9NgY6amiZ3qSULwuOvEStuMid0o9e/SDvJZJMTWILIh1ohT7ywhFnHAmFgAqJ18SSXERgBjYhMrkiFWftbNxE5nys/8wRJYvRM7mba93b5TaYTYGkQ+xLpFvXeWEIs4IMQCQO3kSyohNgIIsYkV1RCrpyvrJXbuleUFsvy+LHU24jPl9jdkuV+WQWc/JsTWIFYh1ohq7ywhFnFAiAWA2smXVEJsBBBiEyuypxMr+ZnPmZ9/U054vUZuB33OhNgaxDLEukWpd5YQCwBAY5Avq4TYCEhSiEWRqIfYyyW03i5L+1I7GmClOqT9AWkHneSJEFuD2IdYIwq9s4RYAAAag3xRnS5fWOfLcoEs3yLLg5xNmERhhthnl89910BzeoHWUHP2jD0tc1qHWrIr7MqlVw7lsg/I7U2m9jSnn5elFWrl5nz/sc/ODeXyLzEX1dOJ9fI9+5zgqqcUXyd1ldy+SZb2f2ppoJXbnE5cZ4kJsW7e3tkL127tvrhr53Rnc90QYhEHX5jbNWtJumtBfn5X3X8mAACo1e+/dtLrd7dk5mu4HGzNXDzYOicvgW/Fnpb0nb/7xoKHd6z8SO9/fPespwdbsqPjQmGY1ZzeO9iSeVBuHwiyudm3Sri9Vm4Xwq7UQHPmyoGW9CkmEJsazGXfYVml/7Pjqsz30vbf51S+msu1JE2kQ6xUkwTWcc9NAuxG2aZjZE+U7UzsVEeJDLHGxV1bZy5eu+URd+/shWu36GuuC0Is4oAxsQCAethzffZoEzYHWrOXm7ApIe8uDXxDLelHJMiFHDTTv5bj/6vc3iTL20ygHGxOf2rgmkKQfGZ5OlMuPEYFY2KLRPZ0YhNktcdVao2Ufe1ZWWd6YnvMOi1Zt1DKL6gSYmuQ6BDrdsGabVfUu3eWEIs4IMQCQGPamZ8/ffc1hZCpp8sO5gohU4LlDRL+nFNl6xE0pVrTv5Cl9l5uHGp1gmZL+hy7h3L5nHlxCJn1RogtEtWeWJ2F+BZ3SJ2o5D6LCbHha5gQa9Szd7ant/2/NMRu2Nxhdfe39Xb3dh7jbAIigxALALWTL6ahTuxUKmDa5R6L2Zx+QZb+QbGGGmjODku4LPRoFgfNJnNqrH06LGN/64YQWyTSEzt5ye+AU6ROk5otPyNM7DQJGi7EuoXdO9vT3z5PguuC7s1tt2mYNSXhtsnZBQAAxJQ7ZA4vOf6GfcfNeODF44946Llz39pbCH916sVsTu91BcxNJmAWKvMhfU5az95wwpHOU20YzE6cWFHtib1c6iWpi/Q/rmR5rpQ90ZOpkVTqXllOc+5SDiG2Bg0dYo169c4WQm3HrrFA29vxyIat35zpbAYAACEbzqdnuMdlmrA30Jq+WwOghMzesCcAsnsxzbhM7cU04zK1F9MZlzmQnztLvtjSixmynv7O963f3N66vr99xQZrA2EgOaIeYnX5URNgZakzlR/srNftZ2rbuVsphNgaEGI96jF2tmtnfrqOk3WF2b3r+zqucDYDk4rZiQFEycB1J77dDnm59MKxiYBanYmAcukdoQVO7c30mQDI3ZPJuExMJWYnLhLliZ1yUu7L6bzXCbDHS71IT+zkIMSWUK/eWft04/624bFA29++aWNv5wxnM1B3jIkFEIbhfPoYd/i0JwdqLYzdDCV45pyJgCRwDpjAubwQOO3ZZunVRMIwJrZIrMbEVokQWwNCbABBe2crmZ1Ye2fX97VvdPfO9vS1L3I2A3VDiAVgDLbMOcmeREhC6J7m9Co7hNbQ+2lOqx1oSd9jejrNpEBPLp33CudhE0FC9MyRVOo+qU2jqdSntSfG2QRUhRBbhBCLsgixFfD2zkq43XXhmu3znM06O3GTjsno6W1b6KwKRPc/0DvbvsJZDdQFIRZInmfy75xpjwNtzV49lMt0ahgdyGX3eEPmhNWc/rUsN+1ZPvtWWa7Y3ZxZrAF09/I5b3AeCg4JrqHOTozqJGliJ0JsEUIsyiLEVunCNVuaDvTM2r2zq8K+7iwAoHFpKJUwevmelkyH00Ma+NIqA83ZnbLcNNicudFMLqSn/zqHRggIsdHA7MSJFeUxsUWTN3nbzm5BEGJrQIit0fmrdhwjIbbXhFlv72xYdNysnoLsNAEAMWRfC9T0mLZm7xrIZZ/wBlC/0lC6O5e+V0/RHVyePocxoVNPvrASYiOAEJtYhFiURYgNUb16Z7t72y4pnGos1de+0VkNAIgQ7enc3Zo9f8jpOZ1oXKmOHx1wgqlOWMQpu/EiX1gJsRFAiE0sQizKIsSGyEzs9IPHvvsPEmJD753lGrMIA2NigcrZY06dgCrh9PEJJz7KpX+h40oHm9Of2n317Kx8saHXNGHkCyshNgIYE5tYhFiURYgNkd/sxIydRdQQYoHxdJbewdbMEj3FVwLo077B1FQu+6861lR7T59ddsKRziHQYOQLKyE2AgixiRXpiZ3kZ/4Ud2D1tgMixNaAEBuicpfYqefYWb32rD6uXZs7Op3VgC9CLBqRjiHVcagDrem7y/aiNqd37cmlewZz6aXagyp3pQcVvgix0UCITaxIhNiRVOohqbvl53uZ/JyfHiSoyn7HS31C7vdN/R0h1ST383sdhNgaEGJDFPQ6sfXond3Q25kxj1+otp26ztkMAIk2nE/PGGjJnD2US68caklv9w2oUvasvbnsbXrpGMagohbyxZQQGwFJCrEoEpmeWPn5PlcC6fdl+bL+vAct2f9rUuWCLyG2BoTYEAUNsYZf7+wFa7bWHDy1N/ZAmKV3FkAy6MRJA63Zy7U3tezlZnLpX9iTJS3LnixfHuhJRV3Il1NCbAQQYhMr0qcTh4QQWwNCbIgqDbFu3t7ZxWu31hw8vb2zPb0dO+7Y3DbL2QwAkaOXoLF7VFvmrCs5NtWc8quTJtGbiikioXWGhNdWWa6QpY6H4z9MpgAhNrEIsSiLEBuiWkKssXj15lkSYnccCLRbdtbaO6vXl+3ub1tlwmyh2lc4m9FgGBOLKNAxqoOtc/I6069vUJXSy8/o2NTh5tl8VgH46unvfN/6ze2t+r1mg7Uh1mGAMbFFCLEoixAbojBCrJuE2BUHwmw4vbM9/e3zuns7dpkwq72z3b2dxzib0QAIsZhMA/m5s/SyNAO57BN+QXUol94x1Jz+1sA1aXqyADQ0QmwRQizKIsSGKOwQa9Srd1af54Ew27bQ2YSEI8SiHnS8ql6ipmTPqobVXPZaelUBwB8htgghFmURYkNUrxDrJiE29N5ZNJYvzO2atSTdtSA/v4vrFaNiOmZVwurFej1V30vV6HjV5bNvpWcVSSef75kjqdR9UptGU6lPS7vSa0QCRa7KfC9t/31O5fksEWIxAUJsiHp625t0TMZk9GrWo3fWz8bezhnOTQANxgTWwdb0wz5hda9OrqSXqnly6bxXOHcBGgYhNhqY2CmxCLEoixCbABJi69I7K38Qug+cbtze5KwGkED2dVZbs5f7XmO1Ob1Lx60O5rLvcHYHgEi44/H2T/b0t9+/vr990+rHVh/mrEb8vV3qn6U2JbxOl+I/wKpAiE2QevTOak8svbHJwphYjJ0S3Dw+sA40Z3cONmduZOwqAEwuxsQCwRFiE0pCbFHv7AVrtt3gbEKDI8Q2nsIMwfZ1V18oCq3N6V2Ducw1XGsVAKYeIRaN4FQpS+onzlLrI1LGF6XMeq1VUn4IsSGajImdKlXond2y0xVod+g6Z3NNCmOAO6zu/rZhZjeOD0Jsso31svqcFqzXXR1anvmQ/FFgwiWgRvJzNGM0lWqV5QpZMpEZakaIRSMwIXaR3Uql5klpW8Orct8+Vkrbeh8vQmyICmNI2zd193Usc1ZFio6VdYVZrRXOpqqt7+u4Yn1vx14zdlbfA718j7MZEbQk3bVQasWVJ6w80lmFGHsm/86Zeh1Wv15WvaQNvaxAfUhwPVpqv3zBsmR5nSyZnGUKJGlMbNPsrouaMuvy+fn5JE9mhAZnQqwJpm+W0raGWvdtZdqEWNh0nGzYvbPdvZ3HdPe39Zowa/fO9rfrf64ACJE9AVNL9uvjQmtL+hEJs/SyApOEEBsNzE4MxE9ayn06sYZW09alnkJstmnbDyG2wdWjd9acZuwKtKvonQWqUzg9eE5+IJfd4w6tg7ls72BL+hz5BU9oBaYAITYaCLFAYyLEwlaP3tk7NrfN6unt2HEg0Lbt3NDbGfq1bFEZxsRGmzOmdclQLv20O7QWZg1Of4rQCkQDITYakhRiGROLRnG9lPzOLFsTIcSGSH6BRnpMbFB1GTvb377iQJjVaq/5mKgOITZ6hvPpYwZy6bsHW7KjY8HVnjk4vfTJpfNe4ewGIEIIsdFAiAXixYyJ1SBbC0JsiKI4O3Et6tE7qz2x5n3ScbM6ltbZhElCiI2G3a3Z8yWoFvW27smle3Z/lYmYgDggxEYDIRaIHx3nqnWE3aoOITZESQuxbvXoncXUWJq97WoJsZua5txOWJpE9izCufRKd2/rQHN2WHtb5csvpwgDMUOIjYYkhdgl6a6blmS6HjjvuPw0ZxWQOKYndqKaCCE2REkOsYZP72zv+at20JsK+BjIz50lIfVhd29rYRbh7MnOLgBiihAbDUkKsQCCI8SGqBFCrNuFa7eucoVZ68I1W5qcTVXTWYzXb25/Qt9Hre//4iZOeUWs2JfAyaXvlqB6YHxrLnvbszecwHV5gQQhxEYDIRaIvi86pacP67VfTbtUXSY1EUJsiBotxBoXrtk+74I123a5Am3NvbPMYlw/jIkNn84oPLS8+FTh3bn0vYxvBZJLQuvMkVTqPqlNEmI/Le2DnU2YRIyJBaJNg6te99WMgQ0SYrUmQogNUaOGWOPirp3T69E7i3ARYsMz0Jq9eiiXfsEEV/varddl3+FsBgDU2R2Pt3+yp7/9fr06xOrHVh/mrI4lQixQoEF3IoTYEDV6iHWrR++ssb6vfaO+z+t7Ox7ZsPWbM53VCIgQW5tnlqczA8uzT5jgqpfCkSVjXAEANSHEohG4L7HzOl3hmCelvbW6TWsihNgQEWLHq0fv7MbezhljQbYQZvf29LUvcjZjAsxOXJ2hlkxH0XVcc9lr5ZcsswoDAELB7MRoFBpeNcSawGpKTyMOetkdQmyICLHl1aN3VsOrhtixQNvfvklDrrMZqInOLjzUnN5+ILimd3C6MAAlX7hmjKZSrbJcIctTZMl/agGAx7FS3vGu7tLeVw207nVM7DTJJER1a4jq7utY5qyCj7r1zsp7b8Jsd3/bcE9v20JnM1CRwdbMkqJe1+b0t/iCCsBNgiuzE0dAksbEAkmUlnIH1KA1EUIsplQ9emfX93VcUdQ729e+US/d42xueIyJ9aczDDuXxhkb67o7NzvrbAYARBCzEwONiRCLSPD2zi5evWWvhNsrnM1V0Umfuvvbet29s929nfqZb2iE2GJ6XdfB5uzjY+G1Jf0I13QFAEw2QiwahXsCp1I1EUIsIufCtVsWLF69bXgs0K7d8sjFXVtrmoW4p7e9yYTZnt6OHe0PL32Fs6nhEGILJLwe455leE8u3fNk+7yG/VwAAKYWIRaNwMxOrLMRK9M29JqyWhMhxIZIAhJjYkPk9M52h9k7C0Ls4PI58waas3vGel6ZZRhAFeT3xvTRVGq+LBfI8i38HkGtCLFoBCa06lhZpWFW27peZyY2sxZPdK1YQmyImJ24furRO4vGMtScPWOoOf2CCa+DrelP8aUTQLWY2Ckaevo737d+c3vr+v72FRusDfwbADHwESn35E3a1uBqygTccgixiJV69c5u6O3MrO/rfME+5bi34xFZRbhJiGeWpzPuntfBZsIrgNoRYqMhSRM7AY3AzFYc5DI65RBiEVv16J1thImflmZvu7opc9umpjm3v8FZlUh6jVdOGwZQL4TYaEhSiF2S7rppSabrgfOOy09zVgGJo6cJy+9Lu16nK6pEiEXsMXa2MkkfE+udsIlrvAKoB0JsNCQpxDImFo3AjImdqCZCiA1RYQbc9hU9vW0LnVWYZPUaO7uxt3PG+r6O7fb1Z/s6Yh2Qkxpi9VI5Eli3u3peb5NfgoRXAHVBiI0GQizQmAixIWJip+ioR+9sT3/7vJ6+zqf139iu3o5Hbn/0q7E7JTeJIXaoZc66wZbsqBNgN3GpHAD1RoiNBkIsEA868/AiKR0Pq0tt6+nE3mvGBh0rS4gNESE2msb1zq7etumClQ8d6WyuWNfO/PTu/rZVrjAb+97ZuNrdmj1/MOeE1+b0ruHrZzf0tW8BTB5CbDQkKcQCSaWTOZmQqpfQ0evAmraG2GOldKyshltd5565uBRCbIgIsdF2cVfvjAvWbNno7p2V0p+XqulEUD397XvGAm1/+6Y7Hrqh6oCMYLyTNg22pM+R1Zw6DGDSEGKjgRALRJ+GUg2n7mu/mrGxunTTdVoTIcSGiBAbH4tXb1sYZu+sPWa2v+OusTDb27H3zsfbFjubI2VJumuh1IorT1gZu7C9Mz9/+mAu/bAJr0zaBGCqEGKjIUkhtml210VNmXX5/Pz8oc4qIBFMiK2kJkKIDREhNn7q0TurE3uNXXPWrmj1zsZ1TOxga2aJGfc6mMv2Mu4VwFQixEYDY2KB6NMeWB3rqmE2SHl7Z/0QYkNEiI23evTObtjc8YAJszqOVlZPea9h3EKsXjJnqDn9tNPzuleWJzubAAANLmoh1vnPjfmWfMfWktvnS+Xl9gqtkVTqhpGDD940ctRRvSPTphXq4INflG3Wqrd92Vqa6bL2H3SYpe2R6dP3jsyYMTwyZ87wyNy5wyOvec1z9vpXveo/96dSp8vtg52HBRoOITZEhNhkqEfvrE4G5dyccnEKsUO59MqxWYe5ZA4AoARveJRa6A6PWuPC46GH/kHW24HRXUXhcd685603vtGyZs2yrJYWy8rnLeu44yzr3e+2rH/5F8vatMmyFiywrLPOsqyXXrJs551nWQsXVtxe9Zl/spZm/97af/bHJt5//nxLXsN+eY2EWTQkQmyICLHJE3bvLIIZXD5n3lBz+gUNrwPN2WFmHQaAaJIQ9Xp3eJTbZ4wLj6nU3RIeHx8Lj9OmDcr68eFx2rR9Y+Hxne/8ozVz5vjwePLJlnXffYXwKEEujPAY27a89pFDDtFT2vVqJUBDIcSGiBCbXH69s4tW9dc8cZNemkc+M6P256a//QZZ1fA9jUO57AN2z6s99jVzjfxxpvcVQOTI76bpJrzJ8i2T/btKHm+GOzw6z8MbHu8qCo+HH/607DMq22oPj2ecYVn79xfC1LnnFsLVVLfDCocxao+cfPKwdcgh58m/I72xaCiE2BARYhuD3Tu7Zvue4t7ZzVX3zm7Y+s2ZEmDnOc26+8LcrllL0l0L8vO7InOKsxrIpReOXfM1l97BxE0AokjCgh1epRZJvWyHwFTqfrl9rdwuFR53yfai4KiVmPA4he3dSy6xtj31kLX19w9bo+d+vLA9hHA4Fe2nzr7U+s8zLrVGX3JeX4D7j7zpTX8cPfjgL8nniYnF0FAIsUCV7N7ZtVvvcoXZ4UWrNuv1SiMtamNih/PpGQPLs0+M9b4WrvkKAEXkS/pYz6cpaV8tS3fP451F4fFVr/qd7FN7z+P73lccHj/uhKWXXy5u1xDGaFfX3vbMI9aGzZ32BIojo86/R4DwF8V2RWNiTfv6662Rww+/ST7XXJYHDYUQC4RAJ366YM3WF0yg1VOPwxg7e8fmtlndfe17tJf/zr62rLO6JlEKsYOtc/JjEze1ZOWbIqcOA1HkEx6XyNIdHrtGjjzysbHw+OpX/6dveDz00P1j4XHu3Oes1762EB5bWwvh8R3vsKyTTrKs++8/EB4/8IHxYTGq7RDDGe0q2gHDYlTbq97XWZideJ/zeQpy/7lzrZEjjvip/Hwd5vy4Ag2BEAuESHtnF6/Z9kCYvbMbtnR26P8wm6p17GwUQqxeNmegObvHDq/N6b27c7NDCehA0kgQPEm+nLrD4+WydIfHVUXh8YgjtpUNj3qZjiSGx6i0wwpjtKtrBwyLUW1X1RP74IPWyKtf3Sc/59OcXxtAQyDEhqint71pfX/7ip7etoXOKjSwsHtnN/R2ZuTz9cRYmO3t2NG95cZ3OJtjY6gl0zHW+9qc/pb84aX3FZEjQTAtn82x8Ch1iZQ7PHb6hMei4KhVdXgcGSl8Wf2Y82U2rHZYYY22fzusMEa7unbAsJiotvy+kN8/g/L7Z8qvkQtMJkJsiJjYCX78e2e3V907q9ec7elvX2nCrNadvTctdTZH1jP5d86U0Pq06X0dvC4buwCO+pPgN0uqfHg84ohfjoXHo47qrSk8PvBAITy+9731DY9RaYcV1mgXPi8HHVT4zL397ZZ19tnhhTHagdt/2vec9cwXL7WeabrEGjXbwwiHcWnv3WtZhx9uEWLRaAixwCTy752tfmZjndW4u7fzaRNmu/vbetf33RS5a6ruac1czNjXaJMv4kXhUb4QLZKlOzze4A2PI4cc8pJsKw6PBx884gqPw3Z4PPbY4vB44onF4fG008IPa7T922GEN9qF9m9/a1mHHlr47OuEUPoehxjOaAdrb+v8W2tDb7v9N3Dk487nPYxwOEnt31xylbX9yWetp4ZftEarPJ78bn5efmcfK59F/raiYRBigSkwGb2z3X1tVzqbp8zO/Pzpg7n0w054tXY3Z2q+tm7SyJeOY6TcPY8LpcbCo9a48Dht2vOynvBIu/J2GOGNdqFNT2wk2uVmJ/7NU3+wtj/9J2v7Z79kbf/MUmv7fz1n3bt10PrRslusH33lu9aPHv299aNf7bZu+eoG66s3/tT66j/utL76099aX/3GP1lLv/Nv1l87f6Mno66Xx7z5snsrHxMrRl772mEJsafLZ5FrxaJhEGKBKVbond0SWu9sd2/ngsKMxk6g7f3mlFyyZnD5nHnmuq8Dzdmdz95wQs2zNYdJ/tjPlHL3PJ4hy+LweNRRP3eHR2v69GdlfTjhcXTU/vJhnXNO4cvIZLfDDke049EOI7zRLrQbvCf2N7tfKAqHGhbv/VJ7UTjUsHjLdd1F4VDDYlP3f4QWEK/9p59YPX2FEHvR323x3SdIXfb3v7aDpDvMfuOGH1s//MrNRa9HX9825/Vuv/zLhdf/5LPWvv3yO3aCsDlRu6rZiaU9cvrpfxg97LBL5bPItWLRMAixIXJO7Vygl0VxVgGB1aN3VstpTqqB1uzVpSZvktszpNw9j1rF4fHP/uxnRT2Phx8+LOuLwqOWOzyOvPa1I9bb3lYcHufMiV54jEo77HBEOx7tMMIb7UK7jj2xv/lMU1E41LB479JvjAtTt9z3ZFE41PDV1PN/xgW0qa7LVv7Kuv5GeY6uMPuNr/8v64ePPlP0evT1bXuquOdUX/++Tywq+X41/HVixcisWS+OHHTQV+WzyLVi0TAIsSFiYieExds7e+Hard3ntj/5CmdzVeSP28Th8cgj7ysKj6985W5ZHyw8anCU+uNn0vapw1r7NnxbwuN7LOuUU8ILX7TDaYcdjmjHox1GeIt5+3efvPJAOLzsi3ZYuk9PMfWEqdUPPlUUDjV8ffnbPxvrQWy68V+slw8p9MRuPOsK66LV1fcC1lKXrO63rv9HCYaeMPvDx4pfj76+bZcVh0MNi/s+JoEoYLiOYjvuY2JDabe2WvJ3+/vyWeRasWgYhNgQEWIRtou7ts68YO2Wh82XFe2dveDWLac4m0uSP2THjBxyyI6RI4540Vq3zrJ27gwv/JRoj35soTV8zYl2eN1z7UnWyCc+HOrxaYfcDjsc0Y5HO8Qw6Nf+7TMSjFzhcPv/+4N13/Y9EqZuLoSpxwo9b6tX/KAoHGr4+vK3HhwX0Ka6Llm33breEw71+f7w6lusey6/1ho9+BA7xO74qzOs/kslILrCob7+P72wr/D+hBDWaPu3k9QTW2175PWvf240leJ0YjQUQmyICLGopwvWbLvCPbNxqd5Z+UPWNPLqVz9fKrw8s/RThbGyUk8Mba09DEn75fPPsoOrBthnv/Iua/Scs2s6Hu1JaIcdjmjXvf3bwb1F4VDD0n1NNxaFwx9dfbO1On97UTjU8PXlf/jPonAWhbIDop5i6gmz9hhE1+vR19f3u+KeU339f9JxgyGF76razE4ciXZD98SedZYlf+9fkL/7XyLAotEQYkNEiMVkKNc7K3/Epssfs1Hr6afDCzsTtF/sv0fC6xw7wP7pqveGfnzadWqHGK6S0H7qos8WwtFTfyyEpUu/YD141XXjwtS6h54ad9rml//hN+MC2lSXfYqpJxzq8/2h5/Xo6+v7L3nNnnD8/PkXFN6fMMJeUtvMThyJdiJ6Yk891bLe8x5r1cfvsJZmb7P2n5ApXNc6l7OH6Yy8+c1/tIfxzJkzPPLWtz6nn7uRQw753cup1FWEVzQqQmyICLGYbIXe2S1jvbOXfecXP9l32PTCH8ewwk6Z9gs/6xoLsHt/uWHcdtoRbocU/oK0n7rw0qJwqGHpwV/vGRem1v3b0xK2JHhp+NLgJbW8/b5xAS0KZZ6fO8z2/FICouv16Ot79IrmonCoYfHZ8/861Pe3onYY4Y12oU1PbCTaNfXE6nwNEh6t++4rTACYzRbCo/57esOjzj7/yleOm6Fea+SII7Y7lz/rHTnooIdGUqlbR1Opa2WbPd+E3L5S6hS5bc9HIbfnyXLc5XCWZv7+fy/J3Dby+f9x9+HOKgAlEGJDRIjFVPH2zl7Wtd3+4mz/sQ47/Djt5z+3wA6vWvu23x/68WkHaz+1Z29RONSw+OB/DI8LU+tabysKh3o70gFRn6vr+fZcc2vR69HX9+jly8eF42f/5Hw5DTv8JaUdRnijXbodYjhLdDvE8Ni37Nxd63vbRvX714vTp60JEB7HZsuPGkIsEBwhNkSEWETBPe+/6A+X3No7Fghuvq7Heulj8gUixPD0xyXvHguw+xedWfPxotp+avjFonCoYenBz18/Lkyta+kqCod2QLzr/xYFs6iUNxzq7Z5lq4pej76+R59wxiC6Xv+zL8gX0HNCClO0p6YdVlij7d8OO+yF3XZOWx0LjxnntFUTHt/0pmDh8dWv/o2n5/E2T3hscodHp8b1PAJAtQixISLEIgrki8XjOiOxnrKYv+nesfCi1+nTMPLMH548MLHTissrDnfPrVxkh9c9uTnWyLkfqfj+pr37gk8XhUMNSw9f2TIuTN3+yO+LwqHezv/4iaJgFpXS99sdDrX0+btfj76+h3/z7LhwrO9HJe9fze2wwxHteLTDCmu0/dtBw6New9odHt/ylufd4XHkNa/xvza2OzwefPDPA4bHyPY8AkC1CLEhIsQiCkYOPXSD/eXIFV7u+9uv2zOBatD6255/Gwuxd/zy4aJwaAdEV/B118Vr+qydK06xA+xvVyywrrz157771as0uLrDod62A6IrHGpYfPhzrePC8e7Fn6o+7CW1XWsYoh3PdlhhLS5tc9rq/fcTHgEgQQixISLEIgrki1R+9JJLRu0vclqu8KK9s9/7ee9YiF228Z8PBERPmL19+dpCOJRguPHRp6xducIpxAM3nGZt/6+hsZ7E3c8510GsNkzRnpp22OGIdjzaYYXDidre8GjGPLa2JiY8yuMeLbVfHs+S5XWyZJbYKfCDX9189B2Pf3t+d2/ngnw+H+tTlhkTCwRHiAUSRr5IXTJy5JEvlAov1VwndviaE+0AO/yN9xeuATvB/rRj0K41DNGOZvv97y8Ojyee6A2PL9rhUYOjltzWEOatkVe96neu8PgLCY/dEtTGwqPUMm94lPa461YD9ba+r62lp6/9Zf2b9u27vx3r8EeIBYIjxAIJo18mR44++k/2F1stT3ipdEysewysHWAnCke049EOOzw1evu00wiPAGpCiAWCI8QCCSNfao+RL7/7S4WXSnpin1u1+MAkTn8YGLeddozb1Ya1qLVNeHzggUJ4nDs3tPAo601wJDwCqLurMt9LL0l3Lcin4n1aNDAZCLEh6ulvn6djMu7Y3DbLWQVMCflyPWqddVbhy74nvATtiX3uK/MKAfbakwoBNmg4oh2Pdq3h8fTTi8PjO99ZHB6PPfZlb3gcOegge/yguwiPAACgUoTYEDGxE6Ji5NBDd1uPP14IG57wEqQn1lwH1g6wehkdz3baU9g2Yx5rDY+HH77LFR7/XcLjRlnvDo86aY53wpzpzkcMaHjy88HETgAwRQixQAKNHHnkY9ZJJ/mGoYl6Yp+/u80OsFr7F50ZPFwlvT214XGG808LICIIsdHAxE5AYyLEAgkkX6YW2pM7vfDCuDBWrid278M/kPA6xw6w+7bfb+9fcdgLu/3BDxaHx3nzisKj9Y53WGGFRyl3cCQ8AiiJEBsNhFigMRFigYSSL1Q6wdOfRj796RetPXsmDIv7Lv7gWA/sCz/7noTHD/iHRw2OWnJ7XHg85JAX9Qudu4rC42GHPUp4BJAEhNhoIMQCjYkQCzQA+XKVkS9ZV8jSNzz+6a9ed+lgS3ZUA+zg8tm3yrqDnLsCAHwQYqMhSSG2aXbXRU2Zdfn8/PyhzioAJRBiQ8TEToij4Xx6xlBz+gUNsAMt6XsIsAAwMUJsNCQpxAIIjhAbIkIs4kgC7NN2gG3O7rQsAiwABEGIjQZCLNCYCLEhIsQiDvRaxvIHf1Q/q49//4Id9jjY5vTeJ9vnce1NAAiIEBsNjIkFGhMhNkSEWMTJUC69UgJsYRzsddl3OKsBAAEQYqOBEAs0JkJsiAixiIuB1uzVZiKnoeWZDzmrAQABEWKjgRALNCZCbIgIsYiDgVx64dhMxLn0UvnixThYAEAsJSnELkl33bQk0/XAecflpzmrAJRAiA0RIRZRN5CfO2sswDZnbiTAAgAAIG4IsSEixCLKdubnTx/KpZ/+zXc+ZOnn1P6s9t70KWczAAAAEAuE2BARYhFlA63pu7UH9v98+0N/JMQCABAtjIkFgiPEhmgsxPZ17Frf374plNrc0ekc3ld3X8cys6+zytf6vvYzio4bQjmH9uV+vA1bvznTWT2ObnMfM4za0NuZcQ4/TtHjyXN0VvuSf8tu93Frre7etkucQ/va0Ndxp72f/Js6q3y5/82D1k9/fu3v/vm+qy2tH/7qpl8TYgGgNkzshLARYoHgCLEhqyZglC1CbMVFiC2uu375ta0mwP744ev+Y31fZx8hFgCQBMxODDQmQiyQYM/k3zlz7FI6Ldkuncipu7dzgfzBHyXEAgAQHYRYIDhCbLimS80q3ASm3kAu+4QdYHPpHWYmYkIsAAAA4owQGx4NsLukJCukSp7OCkyWPS3pO+0A25zeu3v5nDc4qwmxAAAAiDVCbDjcAdYUQRZTZrAl3TR2GvHyzIec1TZCLADUjomdELYl6a6blmS6HjjvuPw0ZxWAEgixtfMLsKYIsph0A83pBWMBNpe9Vj6I9mnEBiEWAGpHiI0GJnYCGtNYiLW/8FJV108++ZcmuFo3f/Ro330oajJroCV9jzfAKkIsANSOEBsNhFigMY2FWO29oaqvS098bZO8jXaIPf1tr7nRbx+KmqzSn2kAQP0QYqOBEAs0Jk4nDo++l3aIlSp7PVAAABBvhNhoSFKIBRAcITY8hFgAABoEITYaCLFAYyLEhocQCwBAgyDERkOSQmzT7K6LmjLr8vn5+UOdVQBKIMSGhxCLWGBiJwCoHSE2GhgTCzQmQmx4CLEAADQIQmw0EGKBxkSIDQ8hFgCABkGIjQZCLNCYCLHhIcQCAABMIiZ2AhoTITY8hFgAAAAAqDNCbHgIsYgFJnYCACB6mJ0YCI4QGx5CLGKBEAsAAIA4I8SGhxCLWCDEAgAAIM4IseEhxCIWCLEAAACIM0JseAixiAVCLAAAAOKMEBseQixigRALAACAOCPEhocQi1ggxAIAACDOCLHhIcQiFgixAAAAiDNCbHgIsYgFQiwAAADiYrrUCk91SQ171mktlEJlCLGIBUIsAAAA4qZTyoQtb+2VykihcoRYAEDSnCL1stShdqu+JvOxAAAxNENqh5Q7wC6TQvUIsQCApEl6iH2T1H6pD0gdpCsiSp/nS1JRf54AMCk0eG2S0lONURtCLABgqpkgOMdZmr9LWm+RqlS54+k6d6Dy21eHJ+k+s511/yj1JakRKe8xvCH2CKmNUj+ROkpXOD4spft9Tep6KT2W3j5YqhKfkTLP012HSenz1XBrnq/Zb66U9zXrfrpel7rPOVL6XF4nZZ6/HuPHUuZ1f0XKPN+zpPS+X5fS16OPpbcPkVLlnmclzHM9UUoDsftYb5Nyvy7znNz7/FTK+2+u3328xzSvX7fpOu/j6XH+XOoTUu7HcL/mUjTMv7lMuZ8bACAAQiwAYKqZIPgGu3XA+VIaoCrt5TTHe6PdOsCEUr8Q+m6pIGHC7G+ek7t9rZSGPu/ruFlKg543sC6VWik1UQjyqqQnVp+f7usOj2bde6S899fgZgKdoUxbpp0AAA1pSURBVM/zi1JmnXk93uftfT1h9MSa5/oXdusAEyan2a3Cc1ol5X1Ofymlz+G9UuY5mBDrXmeYEPvfpdzbviulx3d/Fv+b1D6pD0p5/23ddD+/8Kql/2lQ7XsDAA0riSFWe+h18i/tracoKh6lPT9HSqExeYOhUWr9RErdT0ODhpfTpUxwKPcYGjBukdIg/WUpDXIa0tzB2txfQ7AuTS+umz7maint2dRjuOsyqXIByE+pEOt+vtpr6n6+fiHWr1fUbLtQ6lSpS6X0dR0nZR5LQ16Q1xNmiDVh1fCu1zCpj+P3Xuo2fT9MwDUh1ntMZUKsd1uTlL4+b0gOEmL1mPpe+tU8qWrfGwBoWEkMscdIcQkmIF7ul9IvpXyZa0z6b+8XJEutn4i5X6lTh99qtwrKPYYGHXfgVea0YG+INW2/3lizzhuAauEXDv3WmecbJMTqqdB6DL8eWje9IoS+niD/LpMVYrUn1u85mcB6vJR5DpMdYgEAISPEAogCQmxj8wZBo9T6iZj76Xha0zOpf+e0N9UbNso9hvbc/i+pUSm9v45hPVnKvb/f/c3YVHevrK5zPxct7c2cJVXN5948hh5Hx8BquNKeTz2rwft8db+gPbEaUPVU4ayU6S00vbHuMBr09bifp44rrebfUu8/UYhV+lj6+t3P6a+lvP/mhFgAiDlCLIAoIMQCU88EQ++ESXqasgY771hZAACmBCEWQBQQYjER/Xy4xxKWqrh+hqL0+rRH0/2Yb5cK83GT/m8JAKgzQuzk0Ikb9A+ynpoWZ2kpfR3H2q3ydGyV3+vV90JPyVokpf+7DyhCLAAAAAIhxE4OMz5JA2CcafjU16IzUk5EJ9jQ12z21cBq3ofFUhqETcjVwKvH1lktUSV5cz88kkr9VJaj8iZbcnu1LCcMhbL/CbLvv+t9vCXbFslyMoIlIRYAAACBNHKI1RDlDpWmt1SXtfIey4Q3vxCrQU7Xm/L2cprtpdZ7ezvN6zK9nJW+Tu/z0YBpeENsuWO5n58+B+15Ne+DhlhzH++206T0fpWq9HUq72vVY7i5j2n21d5oo9RjuvdxP4bergt58z4nQfRWWZ4sy1WyHK0gxI7IfhpYP232l9sf1mM46z8a5Dg1IsQCAAAgkEYOsRrIzGv/idRHpHRGRrPOG2iC0J5Ec389npZpa7kDjwY39776eO77m311veQIe93RukJosDTrtGZIKQ1JZv3rdYWY6HXqWCflPqbOZqnHMqcPGybETnQs5Q68ehxviDXH9W4zIdYdnoP4gpTfczPr3M/N/XgflTLvvfs5KPcxtfS16H4maHkfU++nF8P33kefi1l3q5RfUHP/25WqQBOqVBJiZfsluq8stef1/c5qm6w34faqiY4TAkJsgsln6H9K5fU/Wpxqk3ag/xyRfVe67jeu5DjpCY6jv0t0siLv5XYA9ZdSS6X8ZonWscE6odV/s1uTo9zzAQA4CLGFpZt5P9zhLQh3CDFh0zDrzTHL7av7mOdg/oCZcKuhTJkAbAKktpV5TRrMjFKv0zy+CWzKnAJs9nf3KCpdp/czPbGG37G8+5Z7ze5t1f7RNoFSH899DO9zm+i9dz+PUsc0gj6mcv9nRF1n95Qv9oFDrOz3Od1X9iPEoi7kc/hN/SzJ8lFZni11mtz+gSz1M/qofLbKXjtV9rtS6m/cJffTz7j5fL57gs+nXgbms1LMqgtDQ+ldUvq7W//TVoNqqcvkfEJKP0OVXBpI/+Okkv+INc9HLwH1V1Llng8AQBBix4c7837UEmIzusLFrPcLsd59TUDVnj3D3UuqwUhvm0BrgqdZr7fdX+hKvU738bz0VGR3z6QJe95gavgdy7tvFEOs33uv2/S912OEGWLdj+v3xcS9vVQF+kLjfMEPGmJP031lPw0DY+NfPes5nRhVkc/OqVImbH7A9fnSntmXnfWfl2XgL+uy/yekzDEXm2OWoD1pen3Tt9qtA/Szpuu1d1aXcpix8u4bhDneXCnt9TXH0uu3HiV1vpT7cfT6re7XbK6lqvvr7xOzrx7PvD79vaz7fEXKfd+bpfTvQeD30KHPWY/nfc5a3kvsnCXl3Uev+ert3fY7prksT6nH0+P8uZSGRff6r0uV/Q+OkOi1dcuFRrP9vVLlPmtupa4pG4Q+HteeBYAJEGLHhzvzflQaYpUJoFoahLTMbe8x9bbZV09B1efh3t/7v7juU1K1zOmxOg7Tvd4bzEq9TnMfb7jTHgt9bqaXV5+LOV1Zj6H7mGBqeI+lvPu6Q5o3xLonfTKP6X0dE6kkUOrrM+v19F7ve29e72SG2JrIQd2nBY8r2aa9DWMB11lvPw9pj/XGyva7pf7JtGU5Gb2wihCbQM5na1yIVdKuOMTKvhqKK7nfZ6TkIz2uF82EzjfarQNM2Kyk102VOp4GTP397g4zJoyeLlXu826OeZjdOkCPqf95+RYpPc4HpKr5uTGh8i/s1gEaJt2P6/calJ72qvd/j5R5fHNM9zqj1OOVeo80OJZ7bRr29PfqRDXRezNRiFUaKvU/D8qFUvfzWSGlf0P13yjo8zAIsQAQQCOH2HrSAKp/tIIyf+QqOf2oXsxz1y8RU6GS9y0MUXrvp5wEA+2BdYfvyUKITSD5LOkEYaGEWNnP3Xt7XZD7CB1bWC7EBl0/kVL308fX/yTzPlcNc+4Qq79v9ZRVfa4alvQ+K522N8QqDX667UKpaoOOCZXe43vXlwuTus3dM1zqmKrUNvMeeQOiBrlaQ6y+rxP9TgkrxLrREwsAdUaInZh5fyaqif5QonLyXdX3vfYW7338EWITSpLWI/KDbE5vt7+Uy+2xcbKyzv6iL8tLpP3vUu1mPzfZf7+s17MF7vTbXoJ+pjRcljqdOCohVkOUt2f2w1J6THfoM724JtxtlNKzSaoJS/qc/UKld73p+fV7r3S/46TM8y51TFVqW7UhNiwThVj9D85KQyUhFgDqjBALIAoIsQkmAfRLGlo1hJqStvbAjv17S7tV93EHW0PWmSB8t3dbABqctMfS/dnSz1qUQqwGFw2k8jLtv8c6ZlaHALhD30lS2naHRqWPoY/9WrsVXKlQ6bdex+zq85N/grHvDH69wKWOqUptm4oQqxMpaXA1r8Vb06QMMx64njMU67H19fo9F63DpQAALoRYAFFAiEW9mMmdvONVgYmYXtgTpfjdBAARktQQu0tKXxtFUfGox6UIsagXDSOVjvPXz6NOAjdRRekzG8fnHGXaQxpkXC0AYJLpl8ekhVgAAAAAQEIRYgEAAAAAsUGIBQAAAADEBiEWAAAAABAbhFgAAAAAQGwQYgEAAAAAsUGIBQAAAADEBiEWAAAAQCLNlNortYlKVD0k1evUz511VHJqWOpkKQAAAKDhHCO1s3ATQEw8IKW97QAAAEDDIcQC8UOIBQAAQMMixALxQ4gFAABAwyLEAvFDiAUAAEDDimKINbPqnmq34uuLUvo6dDmRVVJ++5pjJOU9iYzRVOoEeUNXjKRStzrVJus+4mwORPb/it5Xl86qyUKIBQAAQMMixNZPJSH2CKk3O0tD2+a90NuGez2qoIFV3jxLlr/U4Cp1mty+w6xzdvMl+35K9zP7Ostbnc2ThRALAACAhhU0xJpANk/qJ85tU9dLVUMDm9+xzG1viPX2Sppyh0TtSTPr3UxPp/e5mn31dalKXuciKfd2LfdzMcfSx57oWGZfc3/T9lap9eb5B2WOE/Tfs9zzMcw++u9WbrvfY14m5b6fqbRUKbp/ufKlgVUObIdQve2sNj2zZv3fOKvL0vCq+xNiAQAAgMlTaYjV8OHuLdR1WiVDQxnmvhoGDXcvo/uYZp33dE8TejUoGiYgmX01CJn7a5lgpMf33jfo63Q/z2N1hY9K3jOzry6NevbEVvLczLqJ3ntzTK3X6QoP92Maup+5jwZZo9R/Rrjp+1CufGlAlYOOC7HKtZ4QCwAAAERUpSHWHbKUrtNyh54gNGSY+3oDh/eY5fbVfcw2wx1alemF1bCpSxOizD7uEFrJ69QAZvY35Q5ilRzLb99Sr9u9vlpBn1sl732pYxpBH1MFeY26f7nyJQH1I3JQQiwAAAAQU1MVYpW5r/uY7lN03cfU4Ond1306srs3V5leQrPd9CJqyHSvd4dOVcnrdPdgKrOPCXuVHMtv31IB0r2+VC/wRCp5bkHf+1LHNCp5zCAhVvcpVyVJ6Bw3llVuj42TdVbZ41+1rducVUX0/t7jTBJCLAAAABpWpSHWG/pMkHEHkEqY45rS42j5HVPb5vFM6f39Tl11n6aq9zE0fLnv7w2iQV+n3s/08JrStl+vbpD3zG9fDWLm2N7X6D7dVqtsaPNRyXNTQd77Usc0Sm03x3OP63W/9rqQgPoVObjd82rK2wMr61boem+wdd/HW7K90vHJ1SDEAgAAoGEFDbFBmV6wiQrh83uf/QrxR4gFAABAwwo7xGqPXZBC+PzeZ79C/BFiAQAA0LDCDrEA6o8QCwAAgIZFiAXihxALAACAhjVTaq/UJoqiYlPDUidLAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABSqdT/ByXaf5SDcjiIAAAAAElFTkSuQmCC" /></p>
+</section>
 <section id="shift-strategy-amt-gearshift-rules" class="level2">
 <h2>Shift Strategy: AMT Gearshift Rules</h2>
 <p>This section describes the gearshift rules for automatic manual
@@ -4473,7 +4908,7 @@ t_{act}\)</span></li>
 </ul>
 <p>The general gearshift conditions for upshifting are:</p>
 <ul>
-<li>Driver behaviour is accelerating or driving</li>
+<li>Driver behavior is accelerating or driving</li>
 <li><span class="math inline">\(t_{lastshift} + t_{between shifts} &lt;
 t_{act}\)</span></li>
 <li><span class="math inline">\(t_{lastDownshift} + Upshift delay &lt;
@@ -4548,12 +4983,12 @@ skipping of gears is applied.</p>
 <p>The second level of the gearshift algorithm is the polygon shift
 rule. If the current operating point is outside of the shift polygons,
 the polygon shift rule applies:</p>
-<p>Downshift behaviour:</p>
+<p>Downshift behavior:</p>
 <ul>
 <li>If the operating point (Teng, neng) is left the downshift line,
 shift to the next lower gear</li>
 </ul>
-<p>Upshift behaviour:</p>
+<p>Upshift behavior:</p>
 <ul>
 <li>If the operating point (Teng, neng) is right to the upshift line,
 shift to the highest gear which is right to the downshift line and below
@@ -4789,8 +5224,8 @@ shifts):</strong></p>
 <p>The search algorithm for the next gear is as follows:</p>
 <p><span class="math inline">\(FC_{gear} = min(FC_{gear + i}) \forall i
 \in \textrm{Allowed gear range}\)</span></p>
-<p>Additionally the candidate gear has to fulfil the boundary conditions
-below for an efficiency upshift.</p>
+<p>Additionally the candidate gear has to fulfill the boundary
+conditions below for an efficiency upshift.</p>
 <ul>
 <li><span class="math inline">\(i_{gear + axle} \leq
 \textrm{RatioEarlyDownshift}\)</span></li>
@@ -4814,7 +5249,7 @@ is set to 0)</li>
 </ul>
 <p><strong>Shift rules for C -&gt; L shifts (Efficiency
 shifts):</strong></p>
-<p>The used algorithm can be summarised as follows:</p>
+<p>The used algorithm can be summarized as follows:</p>
 <p>Definitions:</p>
 <table>
 <colgroup>
@@ -4867,7 +5302,7 @@ the current value of a_curr from the results of the previous step</p>
 to be equal or higher than the target engine speed as calculated above,
 the gear shift is initiated. This approach in combination with the
 proposed parameters as shown below reflects the strategy that shifts
-from C -&gt; L are performed with absolute priority in order to minimise
+from C -&gt; L are performed with absolute priority in order to minimize
 driveline losses from torque converter operation.</p>
 <p>Boundary values between engine load stages (values for torque ratio
 in [%]) (relevant for C -&gt; L shifts)</p>
@@ -5001,7 +5436,7 @@ models. When a gearshift is triggered, gears may be skipped for (see <a href="#g
 <section id="exception-1-margin-to-max-torque-line-downshift" class="level4">
 <h4>3. Exception 1: Margin to Max-Torque line (Downshift)</h4>
 <p><img 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-<p>Note: Line L1 is shiftet parallel so that it satisfies the max-torque
+<p>Note: Line L1 is shifted parallel so that it satisfies the max-torque
 margin condition, not intersected.</p>
 </section>
 <section id="exception-2-minimal-distance-between-downshift-and-upshift-lines" class="level4">
@@ -5058,7 +5493,7 @@ Mode: 10s) ago</li>
 <li>Gearshift lines</li>
 <li>Engine idle speed</li>
 <li>Gearbox max. input speed</li>
-<li>Engien n_{95h} speed</li>
+<li>Engine n_{95h} speed</li>
 <li>Min. time between two consecutive gearshifts.</li>
 <li>Min. time for upshift after a downshift</li>
 <li>Min. time for downshift after an upshift</li>
@@ -5069,10 +5504,10 @@ Mode: 10s) ago</li>
 <section id="torque-converter-model" class="level2">
 <h2>Torque Converter Model</h2>
 <p>The torque converter is defined as (virtual) separate gear.
-Independent of the chosen AT gearbox type (serial or power split), Vecto
+Independent of the chosen AT gearbox type (serial or power split), VECTO
 uses a powertrain architecture with a serial torque converter. The
 mechanical gear ratios and gears with torque converter are created by
-Vecto depending on the gearbox type and gear configuration.</p>
+VECTO depending on the gearbox type and gear configuration.</p>
 <p>While the torque converter is active engine torque and speed are
 computed based on TC characteristic.</p>
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" 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" 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" /></p>
@@ -5134,9 +5569,9 @@ gear.</p>
 <section id="auxiliaries" class="level2">
 <h2>Auxiliaries</h2>
 <div class="declaration">
-<p>In Declaration mode the auxiliaries are pre-defined and the power
+<p>In Declaration mode the auxiliaries are predefined and the power
 demand is defined based on the vehicle category and mission. For every
-type of auxiliary (fan, steering pump, HVAC, electrig system, pneumatic
+type of auxiliary (fan, steering pump, HVAC, electric system, pneumatic
 system) the user can select a technology from a given list.</p>
 </div>
 <div class="engineering">
@@ -5163,9 +5598,9 @@ simulated driving cycle, number of passengers and selected auxiliary
 technologies the average power demand is calculated and applied during
 simulation. In case of smart auxiliaries (smart air compressor or smart
 alternator) the smart systems are only active during braking events if
-there is enough exessive power to provide the increased power demand for
-the smart systems. This reduces the amount of mechanical braking power
-required. Thus, during braking events the smart air compressor may
+there is enough excessive power to provide the increased power demand
+for the smart systems. This reduces the amount of mechanical braking
+power required. Thus, during braking events the smart air compressor may
 produce more compressed air than required on average and the smart
 alternator may generate more electric power than required on average.
 The final fuel consumption is corrected for the excessive compressed air
@@ -5212,13 +5647,13 @@ lamps).</p>
 <li>HVAC system configuration</li>
 <li>Number of passengers</li>
 <li>Fuel saving technologies</li>
-<li>Environmental contidions map</li>
+<li>Environmental conditions map</li>
 </ul>
 <p>The environmental conditions map contains a list of environmental
 conditions (environmental temperature, solar factor) and a weighting
 factor. The power demand for the HVAC system (separated into mechanical
 and electrical power demand) is calculated for every environmental
-contition in the map and summed up with the according weighting
+condition in the map and summed up with the according weighting
 factor.</p>
 </section>
 <section id="calculation-of-hvac-power-demand" class="level4">
@@ -5370,22 +5805,22 @@ provided.</p>
 <section id="electric-system-2" class="level4">
 <h4>Electric System</h4>
 <dl>
-<dt>Current Demand Engine On</dt>
+<dt>Current Demand Engine On [A]</dt>
 <dd>
 Demand of the electric system when the ICE is on. The current is
 multiplied with the nominal voltage of 28.3V.
 </dd>
-<dt>Current Demand Engine Off Driving</dt>
+<dt>Current Demand Engine Off Driving [A]</dt>
 <dd>
 Demand of the electric system when the ICE is off and the vehicle is
 driving. The current is multiplied with the nominal voltage of 28.3V.
 </dd>
-<dt>Current Demand Engine Off Standstill</dt>
+<dt>Current Demand Engine Off Standstill [A]</dt>
 <dd>
 Demand of the electric system when the ICE is off and the vehicle is at
 standstill. The current is multiplied with the nominal voltage of 28.3V.
 </dd>
-<dt>Alternator Efficiency</dt>
+<dt>Alternator Efficiency [-]</dt>
 <dd>
 The electric power demand is divided by the alternator efficiency to get
 the mechanical power demand at the crank shaft
@@ -5394,24 +5829,24 @@ the mechanical power demand at the crank shaft
 <dd>
 The “conventional alternator” generated exactly the electric power as
 demanded by the auxiliaries. The “smart alternator” may generate more
-electric power than needed during braking phases. The exessive electric
+electric power than needed during braking phases. The excessive electric
 power is stored in a battery. In case “no alternator” is selected (only
 available for xEV vehicles) the electric system is supplied from the
 high voltage REESS via a DC/DC converter.
 </dd>
-<dt>Max Recuperation Power</dt>
+<dt>Max Recuperation Power [W]</dt>
 <dd>
 In case of a smart alternator, defines the maximum electric power the
 alternator can generate during braking phases.
 </dd>
-<dt>Useable Electric Storage Capacity</dt>
+<dt>Useable Electric Storage Capacity [Wh]</dt>
 <dd>
 In case of a smart alternator, defines the storage capacity of the
 battery. In case the battery is not empty, the electric auxiliaries are
 supplied from the battery. Excessive electric energy from the smart
 alternator during braking phases is stored in the battery.
 </dd>
-<dt>Electric Storage Efficiency</dt>
+<dt>Electric Storage Efficiency [-]</dt>
 <dd>
 This efficiency is applied when storing electric energy from the
 alternator in the battery.
@@ -5424,6 +5859,10 @@ case “no alternator” is chosen as alternator technology. In case of a
 smart alternator, the low-voltage battery is used first and if empty the
 energy is drawn from the high voltage system.
 </dd>
+<dt>DC/DC Converter Efficiency</dt>
+<dd>
+TODO
+</dd>
 </dl>
 </section>
 <section id="pneumatic-system-2" class="level4">
@@ -5435,13 +5874,13 @@ energy is drawn from the high voltage system.
 defining the mechanical power demand and the air flow depending on the
 compressor speed.
 </dd>
-<dt>Average Air Demand</dt>
+<dt>Average Air Demand [NI/s]</dt>
 <dd>
-Defines the average demand of copressed air througout the cycle.
+Defines the average demand of compressed air throughout the cycle.
 </dd>
-<dt>Compressor Ratio</dt>
+<dt>Compressor Ratio [-]</dt>
 <dd>
-Defines the ratio between the air compressor and combustio engine
+Defines the ratio between the air compressor and combustion engine
 </dd>
 <dt>Smart Air Compressor</dt>
 <dd>
@@ -5454,20 +5893,20 @@ processing</a>.
 <section id="hvac-system-1" class="level4">
 <h4>HVAC System</h4>
 <dl>
-<dt>Mechanical Power Demand</dt>
+<dt>Mechanical Power Demand [W]</dt>
 <dd>
 Power demand of the HVAC system directly applied at the crank shaft
 </dd>
-<dt>Electric Power Demand</dt>
+<dt>Electric Power Demand [W]</dt>
 <dd>
 Electric power demand of the HVAC system. This is added to the current
 demand of the electric system
 </dd>
-<dt>Aux Heater Power</dt>
+<dt>Aux Heater Power [W]</dt>
 <dd>
 Maximum power of the auxiliary heater
 </dd>
-<dt>Average Heating Demand</dt>
+<dt>Average Heating Demand [MJ]</dt>
 <dd>
 Heating demand for the passenger compartment. This demand is primary
 satisfied from the combustion engines waste heat. In case the heating
@@ -5624,7 +6063,7 @@ pump</td>
 (i.e. declutching of consumer part possible) the torque losses of the
 consumer in VECTO input shall be defined with zero. This is only used
 outside of PTO cycles, since the PTO cycles already include these
-losses. The idling losses are defined as a lossmap dependend on speed
+losses. The idling losses are defined as a lossmap dependent on speed
 which is configurable in the <a href="#vehicle-editor-pto-tab">Vehicle
 Editor</a>. The file format is described in <a href="#pto-idle-consumption-map-.vptoi">PTO Idle Consumption
 Map</a>.</p>
@@ -5633,7 +6072,7 @@ Map</a>.</p>
 <h4>Cycle losses during the PTO cycle of the PTO “Consumer” (red)</h4>
 <p>A specific PTO cycle (time-based, engine speed and torque from PTO
 consumer as determined by the DIN 30752-1 procedure) is simulated during
-vehicle stops labelled as “with PTO activation”. The execution of the
+vehicle stops labeled as “with PTO activation”. The execution of the
 driving cycle stops during this time and the pto cycle is executed.
 Afterwards the normal driving cycle continues.</p>
 <p>Power consumption in the PTO transmission part added to power demand
@@ -5670,7 +6109,7 @@ vehicle drives off.</li>
 </section>
 <section id="additional-pto-activations-in-engineering-mode" class="level3 engineering">
 <h3>Additional PTO activations in Engineering mode</h3>
-<p>In engineering mode additonal PTO activations are available to
+<p>In engineering mode additional PTO activations are available to
 simulate different types of municipal vehicles. It is possible to add a
 certain PTO load during driving while the engine speed and gear is fixed
 (to simulate for example roadsweepers), or to add PTO activation while
@@ -5725,14 +6164,15 @@ levels</li>
 voltage levels</li>
 <li>Drag curve (i.e., the motor is not energized) over motor speed</li>
 <li>Continuous torque (<span class="math inline">\(T_\textrm{cont}\)</span>)</li>
-<li>Engine speed for continuous torqe (<span class="math inline">\(n_\textrm{T,cont}\)</span>)</li>
+<li>Engine speed for continuous torque (<span class="math inline">\(n_\textrm{T,cont}\)</span>)</li>
 <li>Overload torque (<span class="math inline">\(T_\textrm{ovl}\)</span>)</li>
 <li>Engine speed for overload torque (<span class="math inline">\(n_\textrm{T,ovl}\)</span>)</li>
 <li>Maximum overload time (<span class="math inline">\(t_\textrm{ovl}\)</span>)</li>
 </ul>
 <p>The first two curves are read from a .vemp file (see <a href="#electric-motor-max-torque-file-.vemp">Electric Motor Max Torque
 File (.vemp)</a>). The drag curve is provided in a .vemd file (see <a href="#electric-motor-drag-curve-file-.vemd">Electric Motor Drag Curve
-File (.vemd)</a>) and the electric power map in a .vemo file (see <a href="#electric-motor-map-.vemo">Electric Motor Map (.vemo)</a>).</p>
+File (.vemd)</a>) and the electric power map in a .vemo file (see <a href="#electric-motor-power-map-.vemo">Electric Motor Map
+(.vemo)</a>).</p>
 <p>During the simulation the maximum drive torque, maximum generation
 torque, and electric power map is interpolated for both voltage levels
 and the actual value used is interpolated between both voltage levels
@@ -5744,7 +6184,7 @@ drive the vehicle while negative torque values apply additional drag and
 generate electric power.</p>
 <p>The follwing picture shows the signals used in VECTO and provided in
 the .vmod file. The VECTO convention is that positive torque adds
-additional drag to the drivetrain. Thus, if the electric motor propells
+additional drag to the drivetrain. Thus, if the electric motor propels
 the vehicle it applies negative torque.</p>
 <p><img 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" /></p>
 <section id="electric-motor-model" class="level3">
@@ -5803,32 +6243,108 @@ calculated. During the simulation the difference between the current
 losses in the electric machine and the losses at the continuous power
 operating point are integrated over time. If this value reaches the
 capacity of the thermal energy buffer the electric machine can only
-deliver the specified continuous power until the thermal energy buffer
+deliver the specified continuous torque until the thermal energy buffer
 goes below a certain threshold.</p>
 <p><span class="math inline">\(E_\textrm{th,buf} = (P_\textrm{loss,ovl}
 - P_\textrm{loss,cont}) \cdot t_\textrm{ovl}\)</span></p>
-<p><span class="math inline">\(P_\textrm{loss,ovl} = n_\textrm{T,ovl}
-\cdot T_\textrm{ovl} - P_\textrm{map, el}(T_\textrm{ovl}, n_\textrm{T,
-ovl})\)</span></p>
-<p><span class="math inline">\(P_\textrm{loss,cont} = n_\textrm{T,cont}
-\cdot T_\textrm{cont} - P_\textrm{map, el}(T_\textrm{cont}, n_\textrm{T,
-cont})\)</span></p>
+<p><span class="math inline">\(P_\textrm{loss,ovl} = P_\textrm{map,
+el}(T_\textrm{ovl}, n_\textrm{T, ovl}) - n_\textrm{T,ovl} \cdot
+T_\textrm{ovl}\)</span></p>
+<p><span class="math inline">\(P_\textrm{loss,cont} = P_\textrm{map,
+el}(T_\textrm{cont}, n_\textrm{T, cont}) - n_\textrm{T,cont} \cdot
+T_\textrm{cont}\)</span></p>
+<p>The overload buffer is calculated for both voltage levels of the
+electric motor. Both, the overload buffer and continuous losses used in
+the simulation are interpolated with the voltage level of the REESS at
+average usable SoC level.</p>
 <p>In every simulation step the losses of the electric machine are
 accumulated:</p>
 <p><span class="math inline">\(E_{\textrm{ovl,} i + 1} =
 E_{\textrm{ovl,} i} + (P_\textrm{loss, i} - P_\textrm{loss,cont}) \cdot
 dt\)</span></p>
-<p><span class="math inline">\(P_\textrm{loss, i} = T_\textrm{em, mech}
-\cdot n_\textrm{em} - P_\textrm{map, el}(T_\textrm{em, mech},
-n_\textrm{em})\)</span></p>
+<p><span class="math inline">\(P_\textrm{loss, i} = P_\textrm{map,
+el}(T_\textrm{em, mech}, n_\textrm{em}) - n_\textrm{em} \cdot
+T_\textrm{em, mech}\)</span></p>
 <p>If <span class="math inline">\(E_\textrm{ovl, i}\)</span> reaches the
 overload capacity <span class="math inline">\(E_\textrm{th,buf}\)</span>
-the power of the electric machine is limited to the continuous power
+the power of the electric machine is limited to the continuous torque
 until <span class="math inline">\(E_\textrm{ovl,i}\)</span> goes below
 the overload capacity multiplied by the thermal overload recovery
 factor. Then the maximum torque is available again.</p>
 </section>
 </section>
+<section id="integrated-electric-powertrain-component-iepc" class="level2">
+<h2>Integrated Electric Powertrain Component (IEPC)</h2>
+<p>Integrated electric powertrain component (IEPC) means a combined
+system of an electric machine system together with the functionality of
+either a single- or multi-speed gearbox or a differential or both.</p>
+<p>An IEPC can be of design-type wheel motor which means that the output
+shaft (or two output shafts) are directly connected to the wheel
+hub(s).</p>
+<p>The IEPC is modeled by the following parameters and map files:</p>
+<ul>
+<li>Maximum drive torque over rotational speed (related to the output
+shaft)</li>
+<li>Maximum generation torque over rotational speed (Related to the
+output shaft)</li>
+<li>Gear ratios of all gears (electric motor to out shaft)</li>
+<li>Drag curve. either for a single gear (measured with the gear with
+the ratio closest to 1) or all gears</li>
+<li>Electric power map for all mechanical gears</li>
+<li>Continuous torque and rotational speed (output shaft), measured with
+the gear with the ratio closest to 1</li>
+<li>Overload torque and rotational speed (output shaft), measured with
+the gear with the ratio closest to 1</li>
+<li>Maximum overload time</li>
+</ul>
+<p>The first two curves are read from a .viepcp file (see <a href="#iepc-max-torque-file-.viepcp">IEPC Max Torque File
+(.viepcp)</a>). The drag curve(s) are provided in .viepcd file(s) (see
+<a href="#iepc-drag-curve-file-.viepcd">IEPC Drag Curve File
+(.viepcd)</a>) and the electric power maps in .viepco file(s) (see <a href="#iepc-power-map-.viepco">IEPC Power Map (.viepco)</a>). It is
+important to note that for the IEPC all maps are related to the output
+shaft speed (including all integrated components of the IEPC).</p>
+<p>In the VECTO simulation, the IEPC component is virtually split up
+into the electric machine (with gear-dependent electric power maps), an
+APT-N gearbox in case of a multi-speed gearbox or a single-speed gearbox
+in case the IEPC has only a single fixed transmission ratio, and
+optionally an axle gear. All virtual powertrain components (gearbox,
+axle gear) are modeled as loss-less components. Thus, the simulation of
+an IEPC is similar to E2 vehicles in case of a multi-speed gearbox or an
+E3 vehicle in case of a single-speed gearbox.</p>
+<p><img 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1GOR9MioWBUU+Gx6Qym4e16R+Dx6KVz8h64ZWVhdvKY7X0DldKhxy6Xx+32TOSgAAAAcDVCCIapJBYKlHLpude7CBRFxUaGzCnM2LhqTlpCVKgqYLz5L4YPiOZ0eZwIwQAAANcuhGC4diwqyslOjefzaD6fJxYJlTJJgEKaEh8ZFR4sFgrE52pbHKiUDz02WWwGo5VhWd7FjUoBAAAAVyaEYLh2rF086/b1Cy9488zkmKHHDMv2aQ0WqwPzZQAAAFyTUMsF144JNh0eT3R4cFSYaujHzl7twKD5ogsFAAAAVyKEYLh2THAktfEI+LyCzKShHyvr29q7+4dGlgAAAIBrCUIwXDsuriKYCAT8eTMyhxoBawaMRysaTRbbJSgZAAAAXGEQguHacZHNIQR8fvG0jNio0KElXx08WXm63cswF100AAAAuLIgBMOlcXGVsJcGfXEhmKJIRGjQyvmFQ0s6e7Vvf7a/o0frm23unGx254Gj1aUn65GbAQAArnAYHQKuHdTFtQkmhChkkpULCktP1NW3dPuW/PdojVgo+Mnd6zOGjR0xptZOzQfbS/YfqcrPTMxJjQsKkJ99fQAAAJhCCMFw7bjI5hCEEB6Pzk9PuHXtgude/9xksRNC3B7vzkOnejT6DcuL1iyZGREaNHqrpva+HYdO7j9Sfbql22p3xkWFOpwuhGAAAIArGUIwTBmvl9l3tEo3aKYp6uzNKYQC/o0ri8ODA86+Q/pSNMqQScWrF89o7+7/YHupw+kihLg93vLa1vYe7Uc7vs5MjslMiQ1SykVCgdPt6dPoT7d2N3eqNbpBX2gmhPB5PIEA7ywAAIArGj6qYcq4PZ4DR6pLjtedM7pSFCUWCu7etGwyikVIZGjQj+5aQyjy0fZSm8PlW2gwWgaNloa23h0Hy2mapijCccTLMG63d3gL4Khw1bJ5+cGBiskpKgAAAFwYhGCYVHweb+gxxxG3x+v2eCeyoWbAeNkKNRJFURGhQb/8waak2PAX3/1KoztzaI4Qj8frGafANE3npMU9+dBNC2ZlX2QXPQAAALjcEILh0pCIhWKhgGFZiqKkEtF4qwUHKjKSYrr6dBw5r0koqMhQ1eilfD4tFgpEQgFHOB5FCy9pIwSFTHLf5hXXL5rxz/d3fnnguNXq9Hi9LMuxHMtxhCKEoikeTfN5PIGAl5USe+vaBWuXzpKIhJewDAAAAHCZUBMc+wng7E5UN39dXm+1O2US8bzpWbPyU8dcjeO4rj7dkVMNHu84g4iN9QfJ5/OvXzw9UCEbsdxoth0qq6lv7WFZLiIs6KZVc5VyycW9jrGZLPbD5adP1bX2avR6o8XhcvNoOlApi4kMyU2Ln5WXkhgbcTmOCwAAAJcJQjAAAAAA+B1MlgEAAAAAfgchGAAAAAD8DkIwAAAAAPgdhGAAAAAA8DsIwQAAAADgdxCCAQAAAMDvIAQDAAAAgN/BjHEwBoZlMX40AAAATBqKIjx6UitnEYJhpD6t8cDJZp3BPNUFAQAAAH8RHCBfMScjIiRg0o6IEAwjPfP6roqG7qkuBQAAAPiXstr2l355y6QdDm2CYaSa5t6pLgIAAAD4ncqGnsk8HGqCYSQvw/oeBCokUaGBU1sYAAAAuLZ1awwWu4sQMskdkhCCYVyZSZHfWzN7qksBAAAA17J/flxSPRV3oRGCYVwqpbQgPWaqSwEAAADXMqVcPCXHRZtgAAAAAPA7CMEAAAAA4HcQggEAAADA7yAEAwAAAIDfQQgGAAAAAL+DEAwAAAAAfgchGAAAAAD8DkIwAAAAAPgdhGAAAAAA8DsIwQAAAADgdxCCAQAAAMDvIAQDAAAAgN9BCAYAAAAAv4MQDAAAAAB+ByEYAAAAAPwOQjAAAAAA+B2EYAAAAADwOwjBAAAAAOB3EIIBAAAAwO8gBAMAAACA30EIBgAAAAC/gxAMAAAAAH4HIRgAAAAA/A5CMAAAAAD4Hf5UFwAAAAAuCsdxXi9DKMKjaZpG9RbAhOCtAgCXmNPltlgdDqf7ch/FbLXbnS7ush4G4GpQ19ydsuwH+at//MoHe6a6LOfH5faceSNzeCvDZENNMMC5GUzWjp7+Ca4sFAiiw1VBAfLLWqQrlsli/3J/WW1jZ0xkyP03rxCLhJfjKE6X+9+f/7epvTchOvyODYsCFbLLcRSAqeJwuns0AxabY7wVKIpKiA4LVMopihBCXG63y+URCQQOl2vySnnRvAzz/peHTrd0J8ZEbLquOCw44FLt2eP1NrernW43IUQo4EeEBoUEKc+5FcOwap1hYNDCsiwhVHS4Kjwk8FIVCa5ACMEA57a7pOInf3h9gitHRwQ/+YNNG1cVX9YiXbFqGjve+mR/fUs3TVNrl8xMiAm/HEdp7dT88ZVP7Q5XqCqgICtp3ozMy3EUgKlS29T5uxc+LK9tHa9+lM/nPf+rezcsL+LzeZNctiEMw/b0D3g8THCg4sK+9usHLU/99T2W5eKiQlPiI1bML7xUZevo1d71s+e7NXqKooIDFbetW/jondcr5dKzb9Xe0//sq5/t+brC6fLQNPXALSt/+6NbL7IkDMMaTBaz1R6gkAUFyHlorHIlQQgGODeRSJAQEzZ8idvtNZgsTpdHKhGFBClpmhp6Kiw4UCoRTXoZrxRikVAqFtEUFRyo5PEu1+VeKBQo5VK7w6WQiWVS/z3bcK3q0xp0BjPHccFBiqgw1ehmvjyaClCcI9JdbpoB459f+9xssS8qyr1n07IL2ANNU8GByoFBs1QskknFl7BsHd1avclKCBEK+AOD5p2HTs7KT11WnH+WTTxeZndpRenJeo+XoSjCslx9c/fFl2Rg0Pz+1oOVDR0LZmbfuHKOyl9vEl6ZEIIBzm3e9EzhIzcPX9LZq/1we0lzhzo5NuKBW1dKxN/mMLlUnJkcM+llvFKkJkTdd/OK9p7+iJDAqLDgy3SU+OjQ/3ffDVq9KSpMlZYYdZmOAjBVWJZjWZYQMjM35a4bl4pFghEr8Gg6LTF6CquBCSFqrWF3SYXV7uTzeRcWgkNVAb98aFO/bjA6Ijg7Ne4Sls3j9RJCKIpKjY9s6dL0aPRHyk/PnZ4pGb+BVo9m4ER1s9FsS0mI7OrVudyeS1KSQZN1/9Hq8tpWiUi4fG4+QvAVBSEY4NzCggPWLJ4xfElVQ/vu0gpC1MFBypXzC895l81/BCikNyyffbmPIhTw71i/6HIfBWDKhYcEzS5Ik4qv2dsdt61dcPl2TlEkMTZCJhOXVTZVnm5v6VTnpsWPuSbHcRV1bTWNHSKhYOmcvC07D1+qEAxXMoRggMvO5fKcrG0ZGDSHBgdkJccGKr/txaUzmDp6tP0DRi/DyKTi2MjQpNhwoeDcb0y1brChtcdksSkVsty0uFDVuB1KjGZbfUu3zmDi8+jo8OCkuIizR3a709XU3tetHhAK+OlJ0QnR37YDYTlOoxtsaO2x2JyhKmVeerxcJpnYOTjD7fF29mrbe7R2h1Muk6TERw7f/3CtXZr2bo3V7pRKxAkxYYkxYQL++V2vbA5XbVPngMHk9bIyqTghJiwuMlQoPPdO3G5PbXN3Z69WKOAnxoanxkcKJvAbAbiSeRm2s0fb3qOx2BxSiSguKiwxJnx0BfNwOoO5paOvX2+kKCouKjQ1IUp+ES0WGIbt0Qw0tPVyHJeWGB0XGTLBauzOXl1rl9pksUkl4uS4iAm+i4co5JLZBWlllU2Nbb0VdW3ZqXE0RY1eTTdoPl7drBkwFmYlZaXECfhlZ9+ty+2pb+nuHzA6XW6xSBgbGZIQHXaRLToYlu3uG+jo7TeabRzHRYSqkuMiJtJZ0Gx1NLR29+tNqkBFfnqCXHYpG5Zc23BlB7j0mtp7X/1wT2N775MPbUpNiPrVX96tqG93e7xKueSW1fMfvuN6hmXLa1q+2FtWXttqstpcbg/HER6PlklEeekJ39+4dFp28vB2xhab4yd/eMNic9y6Zv7S4vyte8u27DzcpzV4vAyfzwsJVNy2buFt6xbyv9sG18swH2wr/c+Xhwwmi8vtpSlKLBLER4fdvWnZotk5Q1F77+Gqv721NS0x+vF71hvNtjc/2XeiutnmcNIULZOK1yye8eidq6USkcXm2H7gxAfbS/v6DQzDCIX8mPCQn953Q/G0jOEHtdgcz7/15bGKhrz0xP/5yW3D42Nje+/bn+w/VtlotjoYluXzaJlUPDs/7fF7bogI/bYLdo9G/9pHe0pO1Fmsdi/D8ni0QiqekZty96Zlw2+Y/vT/3qxr7k6Ni3zhtw+MOP9mq/3tzw7sOnTKYLS4PV6W4/g8WioRZ6fG3nXjkuk5ycPztM3h2rr32H+2lSwqyv3eDYs7e7WvfbSntrnL7nDRFKWQS+YUZtx38/KUuMgL/4MAmFItneq/v7Otsr7d4XR5GYZH8yRiYXpS9KN3XJ+XmTi6q5bRbPtox9fb9h/XGUwut5cQIhULY6NCb1k977qF08Ui4T/e2ba7tMJsddgdLo7jDpc3rLr7t75t587IunfTsqhwFSHknc8OfLi9NCpM9a//eejQ8brn39yqGTASwmWlxv32R7cmx0UQQp5+/v2TNS3ZqXFPP7o54LvDvKi1g39584sTVc02h8vLeHk0TyYVF2Ql3rtpWU5a/AS7HIgE/Jm5KbGRIb0a/cmalqXF+dHhqjFOUYf6WGUjy3JLi/Miw4LOskOHy/3lvrItO4/09utdbg/LcjRNSUTCxNjwW9csWFyUO9QnZO/hqr+8/rnT5e5SDxBCDh2vberoEwn4hBCRSPDJi78QfPM1gGW5ytNt7289VFHfZrE5PF6GEE4kFAYpZUvm5N2+bmF0xMimZTc9+ieW4+5Yv2hGbsorH+zaf7Ta6XIL+fzH7l5306pifG+fIJwmgEvPYLLWNXdVnm7v6NG+/P7OQ2W1bo+XEDJosvZpDYSQkuN1z772WX1zt9vj5TguVKUkhNLoBgkh7d3a3n79rx7ePCM3ZWiHHi9zsrrF4XKnJUTVNne9/8Uhk9XGsme6jfdq9GrdoNPtfuDmlcOL8fe3t72xZd+gySoRCeOiQ1mW7VYPdPbqggLkGUnRcVGhvtW61bry2laX23vgWM2nu45U1rf5SuvzSr/e5fY8eufqN7bsffOT/Uazdei43eqBB556acs/fp6Z8m0baKfLfbql+1RdG8Ny7LCO7Y3tvf/3r0/+e7TG4/VGhqpCVQFavbGxrbd/wJgSH/nALWdK3tuv/90LH+4/XOVwuoKDlFHhKqPZ1tSh7uobiIkIGR6Cy2taG9p6TBbbiJOv0Q0++dy7JSfrbXbniJ717d2a8trWZx6/Y0lR7lAtlMfj7ezTlde2RIerPt7x9ae7jzZ39Hm9zJlttKSzV2ux2X/x4KbYyJBz/+4BrjDlda0/eOplzYCRZdhQlTI0OECrN7d193f0aivq2v7+6/vnz8gavn6f1vD8W19u3VtmsTmGv4M6e3UtnWqz1XHXjUtaOtXlta1DT5kstsrT7b7HqkCF2Wr3heDG9t7K0+2dvdqK+rZfPvfvXo3ed00Qi0UO55mh3CpPt1fUt7Es63C6h4fg2qauHz/zelN77/DLESGko6f/dEv3S799MC0xeiIvn6Ko6IjgJXPy3vnswPHqpoa2ntEh2GZ3lte2NHf0xUeHTs9JkUvHvcFltjr+9OqnX+w9Nmj69kp4pmC92srT7Y/dtfbWtQt8Vebdat3QaSGEGM02o9k2VCqb3RGolBNCvF5m99eVz73+eWun2uPxDt9pVx/V1NF3urXnFw/emJ70na4mh8tPSyWitISo8tqW97YedLrONN7Q6AZZjLg8YQjBAJcBRzjCcRz32sd7WzvVCpnkf392Z2J0eENbr+/eVm+/vk9jSIgJu+OGxeuWzgoJUrAs19alef6trV/sLTtW2XjgaHV6UrRiWGMDluNcbvfWfWUmiz02MuSXD29at3SWwWh94Z3tH2wv6R8wfvzV14uL8lLjz1RYnqxp+eirrw1GS0Fm4lvPPuY7bl+/4e1P9ztd7uGfbRzLEULaujV/e+tLk9m2YUXRD25dFRYc8NFXX//p1c9sdud7Ww9q9abP9hxNjAl/6uGbrls4vaNH+7sXPjxR0zxgMP/59c/e/OOPvvPqOW7ovz42u3NPaeXukooAhfTp+26+efU8mUTEEVJW1fTSu18NX3PLziOHymrtTtcvfrDxkTtW82jK62Vrmjpf/XD3iA7yvgs9993PIZvd+fsXPtp3pMrt8cZFhf76h7fMnZYuFAhqGjvf/GTf7tKKrj7dz/7vrY9feCItKXqopp3jCMeRI6caD5bV2p3u721YfPfGZVHhqp0HT/7hn5+otYa9h6tm5KTcfUFdfwCmUJ/WcO8vXtDoBoODFL977La1S2YK+Dyny/PpriPPv/1lX7/hsd+/Vvrh/w3dx3e5PZ/sPPLJziMOpyslLuKJBzYunZvndntLT9a/9N6OqtPtbd0aQsg9Ny2fOz2rtUv96od7XG53Tlr8929c6ttDUlx4/DdtnHwx0Wxz/Oqv7w8Mmtctm/W9DUvsDpfBZB0af9fX/4/jyPB3ssXm+PXf3q9v6WZZdu60jCcf3pyRHKPTGz/bc+y9rQdrGjvN1nFHUB4tKEA+f0bWlh2HO3q0p+paZ+eljmjH1as1HDpeyzDsnMKM1PjIfr1pzP0wDPvP93d+/NXXFptDFaB44oENKxdMUwXI27v73916cMuOwwMG8x9f+SQhJmxJUR6PR1+/cLpIINAMDG7ZcbijV1uQmXj9ounBgUpCiFwm8SVgQkjl6fa/vP756ZZuoYB/67qFd6xfmJMab3U49x2u+usbX3T0aneXnlIFyH/50KbhQx2zHOfxMl+Xn+7s1cZHh923eXlOWvypuraiwjTBlHaXvLogBANcRvXNXWHBAR//44mM5BhCSF5Ggm/5/JnZyXERWSmxQzUfPJqkJ0U/csf1PRr9yZqW6sbOfr1R8d0rtdPl8XgtRQXpv3r4pmnZyYSQQIXs+afu1QwM/vdYTf+A6XB5/VAILq9rNVvthJBfPbI5MvTM3b3YyJCnH/3OMBdD7A6XWCR49Hur7795he+4D99xfU+//s0t+0wW+6e7j+RnJj79yM2+xg9BAfJnf37Xpkf/pNWbyiqb+geMZx9S3mixnW7t5jhu/szsZcX5Q6+ruDCjuPDb1hQWm6O5o89stWenxt2xbpHvUi4U0tNzkl955uGJnPCvDp4sq2pye7zZaXGfv/ykUn7mQEWF6elJ0apA+QfbSvv1xje27P3fn945okmizmAKDlQ+8/jmzdfNlYiFhJANK+Yo5dIHnnrZbLFXN3Rq9cawYIycD5OqvLblj//6ZMTfqipAsXL+tNSEczTRYVnuL298MWAwi4SC3z92+8ZVc3zLpRLRnRsWm22OF/69vU9r+HB76b2bl/ueqmns3FV6yuF0pcRHvvDrBwqyEimKkknIuqWz5hRmvPbRHoVcQggpyEwsyEw8WdPy1if7XW4qNjLk9vULxyuG18s0tfeuWzb7mcdvD5hYH+JPdh1paOtlWXZWXtp7f33cN/yOLCb88XvWLy7K/cc7289rFh4eTackRM7ITSk5UXek/PTqRTOyUmKHnvV4mfrmruNVzYFK2ZzCjMgw1Xgh+Fhl474jlRabIyI06ON/PDE0Lk1GcsxTD2+OClO98M52o8X22od7CrOSQoKUEaFBt69f2NDac+BodUevNj46bP2y2fHf7QVhMFq+3H+8vqVbIhb99N7139+41FeLrBLKb7quOCsl5pHfvtLY1rv/aPWCWdnrls6ihjVodrk9LZ3q1PjIJx++adWCaYSQ6TnJEz8tQDBtMsBlJRYJf/Xw5tG37eKjQucUZgSMmucsLDgwMzmWEKLTm+z2MWZ+ykqJffze9b4EPOSWNfMJITaHs1utH1ro8Xh9NawMw06kqFKxaP3S2ffetGx48r75+nm+B7GRIU/cf+Pw5r9pidG+TO9lmJYu9dl3znGcr4EBx3FnuVXn9TK+0vJ4tNvrHW+18djsztKT9WrdoIDP++UPNg0lYJ+gAPnGlcW+38XOklMO18hZneVS8UO3r7pxRZEvAfuKkRwfmZUaSwjRGkwG08imFwCXW21T16sf7nn5vZ3f+ff+zrrmrnNu263WHS4/7WWYrNTYoQQ8ZM2SGaEqJSHkZx02BwAAIABJREFU871nOoF5vUxDa09dUxdNUzddNzclIXJ45ApVKZ98aNMP71x9vi+BoqjMlJjH7143wQTscLoPldWazDYej37qkZsk3x0ZozAr6a0//Sgn7fzGU4uJCCkqTOfzeRX17Q2tPZ6h9k6EDJqsu0sr3B5vQWZizvjDtDEMe7yqqaVTTVHUg7eujI8OHf6sRCxcs3jG7II0iqKOVTWqtYMTbJHQpx3c83UFIWROYfrS4vzhXQ8pikpJiLpv8wo+n6fRDdY2dY2eQTBAIb1x5Zzl8womdjQYCSEY4DKaU5i+bG7+8C5uY7I7XIMm66DJarE5fXcFnW63l2FGr5mRHDOnIH3EQt+gPwzD2uzOoYVxkaG+ypJ/vr+zpqnTOuypMQUHKYqnj8zlGd+0QgtTBSwuyh2xiW8YYJblLOe6NSkWCcNDAmmKOl7VvKvkVLd6YMxoLpWIQlVKkVBQ39y9dd/xzj7dmCdhPJ19ul6NnmXZpLiI6dlj1IjkpMXHR4fSNKXTm1o6Rwb3uKjQGbkpI2rf5VKxr0uc0+VyY8gkmHRR4ar5M7MWzc4Z/m9xUe6YvbtGqG7ssNqchJCignTfFWb4P6VMKhGLKEIa2np865ut9pYutcvtCVLK8zISFOc59st4xCLBTdfNS4yd6OSRXX06jW6QYdnosOBZ+WmXpAxyqbgwKykhOszpch8sqx00WX3LWY7r7NUeLKuVikXTspOT4iLG28PAoLm1S+NwugOVskWzckTCkQNrxEaGpiVGi4QCt9tb29Q5oqXWmHwjZnT26vg8Xn5mYuKo+TXFQkFWSkx0eDAhpKOn32C0Dn+WoqjUhKjN18/DLHQXDM0hAC6jvPQE8ahr5RCdwdTcoe4fMHarB4wWGyHE4XRXN3QQQlxuz5gxkaao0XNHjdkUoagwfWZuyq7SikPHa/XPWNYvm1WYlZQSHxkWHDB6D749j76Sis46gtLEBSplC2ZlHzha3dateeHf2+uau5YU5WYkx6TERw7/LBEJBYuLcsuqmuqauv7vn1tO1bUuKcrLSolJiouYyOdx/4Bx0GwjhGQkxYw5+pJELIwOV4mEAofT3d7TX5iVNPxZiqIoMvLrCp/Hu5hhoQAu0vK5Bb/50S0XNk5wW1e/b7DbhrbeF979avQKJoudUJT1m/pFu8Ol1ZsIIeEhgZcqARNC+DxefkbixNfX6o12p4sQkhI/biS9ABlJ0dOyk1u7NIeO1955w6IQlZKmKJfL89XBk4Mma2ZK7Kz81LOMGTdosuqNFkJI/DhDodE0FRWmUsgkTpe7S63jCEdGXU9GcHu9HT1ajuMUcklUWNCYR1fIJHGRIZ29Wq3eNKImmEfTkaFBURP4OgTjQQgGmAJehimvad3+3xOlJ+vbu/svx6jsYcEBP/zeGrFYtKe0oraps7GtJyEmvKggbWlxflFB+vCxiicBn8eblZf6yB3Xv7f1UF1z16e7juw7XJmXkTh/RubS4vzhYz4UT8t88JaV728rOVndvG3/8X2HK/MzEounZSybm5+TFn/2EZTNVrvd4SSEBCik49W+i0VCX9b31ZABXMOMFpvvu/R/j1b/92j1eKsNjUTr8TJD76CzDyF8WdkcLo+HIYSEh55tqLLzFRYcWJCVuO9IVf+AseREXU5avEQs7NcbdxwsF/B5OWlx+ZlnS+p2p9sXzSUi4Zj1CIQQkVDgG6fSZneSCbSHYBnWV/0h4POEgrFPuEDA92Vuu9M1YqAMuHgIwQBToLym9a9vfnG0spGm6OJpGVmpsREhQYQQm915sKz2WGXjJTlKfmbiLx7cOHd65uGT9WVVTS2d6rZuzbGKxrs2Lt24ak6QclJn7wxQyNYvL0qOiywtrz98sr66oaP0RN3xqqbj1c0/umvtrLxU32pikWDd0lmJseFHTjV8fbL+ZE3LscrGqob2kzUtD9yyclFRLn/8wUF9gzxM0JgD5gNcS1iG9TWvunHlnBH3PYYbPubANyjqCniDXNoi8Hj09Jzk1ITIskrLtgMnblu7QCJW7Ttc1a0eiAgJnFOYca5LIjeRXOtDURNtnzCRVhM+9BXxO7nWIAQDTDaT1b7j4MmyqiaKkMfuWrNq4fTocJVvFreBQbNu0HypQjAhJCYi+NY18+fPyGxs7ztUVrt1X1lzp/qNLXszkqKLp2dOchCUSUSzC9KyUmNXzi883dL9wbaSoxWNh8pqxSJhRlL00Dx2AgF/WnZyVmrcsuL8hraerfvK9h2uOlrREKCQJsaEJceP2yNeLBL4qootNsd4Hy12h8tXNxaiGv3BD3BNUcgkvvse03OS771p+TnX5/FoX/Mks9U+uufopBEJBb6JMLTjjNJwwdISonPS4ivr21s6+sqqmlYtmPbBlyWEkPiYsBGDJY8m4PMEAh4hxOly+4Z1G83hcnkYhhASHKiYyMWVoiixWEgI8XoZzzhdgd1ur9nmIIQEKmWSa3f27KmCEAww2dT9hqaOPqfLk5+ZeMPyoon3F7lgMREhUWHBeekJwUGKF//9VWevtqapa1p28tDMRpNJIZPkpsVnJMVMy05+4Fcv1bd017d0t3SqRwx5IRYKMpJjUhOi0hOjxSLh53uO1TZ3tXRpzhKCQ4KUAQopIaSxvc8zVo86q83Zo9G73B4Bn+cbtA7gGhYbFSIUCojdWdfcPZH1xSJhUICCEKLVm6awvVBQgNzXqbetq//S7lkiFhYXZuw/UtXRo/1gW4lMKm5s75VLxXMK08/ZslYpl/r6DXf16ZxjNWBjWa633+DrJZyWGDWRals+nxcVpiKEmK2Ofp3R4/GOnunNbLV39eoIIVHhwYGKCQ2vAROHHoUAk83mcPqGcYiPCh0xyTvDcsPH7rmEaJoKVSnzMxIjQgNZlrPZnd6JDZ12mQj4vJT4yIWzcwghXi9jG2fwCh6PToyNKCpIJ4Q4nW7nWWunYiNDQlUBhJDm9t76sT71T9W1tvf0sxyXkRwTcdaBjQGuATlp8VKxkBBSeqLOYrWfc/0AhSwpNpyiKL3Rcrq12+4YY5TG4URCgS/pXdqrVlJseFCAnBDS1aeraeq8hHsmhMwpTE+MCaco6mhF4/+9vMXLMKoA+XULp59zgIXwkMDYiBCapg0m69GKhtHNc5s7+uqbu1xuT1hwQFZK7FAI5vFooVBACPEyLPPdO1QCPj8lPjJQIfMyTHVjR0evbsQ+7Q7XqbpWtc4gFPDTEqJ8E23AJYQQDDDZpBKxVCImhLR1a1yub2sUPF5vWWXjzkPll+Qoh8pqu/p0I+YNdjhdvgoehUzM50/e239g0Fxyon70IJddfTriG4FBJiGE9OuNx6ubDEbL8HW8DOMbz0gsFp59hPyw4IDC7KQAhczjZZ556aMRc0oNDJo/33u0tVNNCLl709Kz97EDuAZkJsdmJMfQNK3WDb7y4e5zri8S8tMTo5Niw1mWfW/roZYu9fALyKDJ+tc3tv7xX58OfRcNUsooiuY4rr27/+xfUM+LUi6dmZuikEm8DPPkc++OSNgNbT33/Pwfh8tPj9cm4eyCAhVFBelKucTt8Z5u6/WNTZaTGn/ODcUiYUFWYkxEMMdxL727o6NHO/xZh9O942D5ieoWQsjGVcWqQMXQUyKhQBWgIIT0avRDQ7P5UBSJCAmcOyOTEHK4/PT+I1W2YV88OI5r7lS/+ck+hmFz0+On5yQLhbhqXWI4oQCTLSY8OCEmlHeSrm3qen3Lvh9/f61YJHA43R999fXzb261OpyXpKXuvz7YVVHXdtfGJbetXRgWrPR4mfKa1pff26nWDUZHBOemJ1zYoEsXprNX98PfvhIfE3rPpmVzp2fKpWKLzfn2p/u/+u9JHo9OjA3PSo4lhLR2an73wocMw963efnKBYViodDt8X66+8jL7++kKCo7JTY9aeS0I8NRFLV+6exDZbXHKhsr6tvX3v/7Jx7cNDM3haapirq2tz7dX3KijmXZRbNzVswrHK9/N8AVwjdg36m61ude+3z0RLgUTV+/cHp2ahxv/K6iNE395J71J2tajGbbS+/t6B8w3r1pWUJMGEUoj5dp69KUnKjbcfDkz+7fsLQ437dJfmbisrn5nb261k71D3/36mN3rV00O4cjpOR43Vuf7jtR1Xzz6vlOl9v3dTQmMiRMFWCy2Pq0hr+9vf2uDYvVukGTxZafkTA8BV6AW9bM311aUd/SfaK6+fbH//KTu9dlJscODJq3Hzjxn20l3eqBdctmMyx3AW9iipDl8wq27Dxsstg5jpOIhZtWFZ9zKHefRbNzDxyrUWsHu/p0m3/47M9/sHHhzGyZVNTY1vv+l4e27T/hcLkzkmI2rSqWSb69xSeXimMjQyhCaps6P9t9JCw4wO5wlZyou2/zcoqiwkMDNywvOlbRqDdann31s85e7U3Xz0tNiDRZbHsOV/39rS/7B4wBCumqBdMLxu/aCBcMIRjgQtAU5etVxqOp0YNBUhTx3Qujxrq2KuSSdUtnn27tOVXb+q//7Pxs15Hw0ECNzmix2QsykxJiwnYeKufR9IgmZb4F43Vl80W64c9GhatOVDf/4+1tf397W2iQ0sMwRrONR9MhKuXdG5cOH5XszAcANXbfYz6P52UYmjfGsLu+D2bqm1Mx9Op9Oxy+UCIWhgYrT9W1Ha/6p0wqlklEBqPVyzACPj81MfKxu9b4BiRWyiUhQYrSE/U/fuZ1sUgQoJCZLHanyy0Q8LNT425cOSdh2IyjPN9RvnuGE2LCnnjgxv958aO65u7G9r57f/GPb4tFUTKJqDAr6alHNn/nE5oivvGBxz4B1JlDjHN6AC4LiVjoq/araeysaRy7SYBQIEiMDfcN6EudQUb8mU7PTv7dY7f97z+3GEzWd784+J9tJXKpWCwSmq12h9NNUZRYJLA7vq3EDVTKNl8/r6tPd+h4XVN738O/+dfQU3w+LyYyJDcjXjls4rfb1i149rXP7A7X397a+re3thJClszJffrRW3xvMV8bg7O/d+ihdYYtjIsK/dl9N/zuhY+6NQMlx+tKjtcNPSUWCbNT41ITIvljXZSG8Gj6zCV61JeErJTYwqykrj6d2+NNjo1YMCt7dJF8l5cR2wYqZT+8c43V5ig9Ud+vH/zJM68PPeU7kzlpcb94cGNaYvTwFxOolM3OT922r0ytG3xjy743tuzzFW/98tlhqgA+j7dwds5j31/3yge7+vXGtz7d/9an+799FTw6Mixo06q5d6xfOOLmFU3TZNSvG84XQjDAhQhUyguzkiiKTMtJGV1JowpUFGQmiYWClPjIMWdtKJ6W8YsHN771yf6m9l6r3Wk020JVAasXz/j+xiWDJqvZag8JUg4PakI+b+60DM2A0Tep8gg8Hr1kTq7HywyvKP3J3esDFbIjFQ0ms93t8YgpYagqICpMtX757NWLZgQM62ARHx0+Z1pGZGhQ5Fijcq5cUDhoss78Zgiz4WbkpdQ1dylkksiwb/uUiEWC3PQEh9OTkxY/VNuaEhfx9CM3v7v1YGuXxm53MiwbExEslYozkqIfvfP6rJQziTwrJfah268PVMobWnusdgfDsOEhATKJOD0p+vZ1C4dP2kwIKSpID1DIkkfN8FRUkP73p+9/Y8u+8poWq93p9ngoihIK+MFBykWzczZfPzc6PHj4J4eQz0+OjZgzLSM1IcrXEnE4kVCQnhQzpzA9PyNx9DTXAJdJRlLMkjl5oSrleNOM0xSVmhA5FIyCAuTzZ2SJRIKkUR1tb149LyU+4o0t+xrbem0Ol9frJRQVERokFgqDAmT5GQnzZmQOXz87Ne6pR25Ojis5XH560Gz1ehmapmVScVJs+E3XzV00O2f4XZS7Ny3V6AZLTtbb7E6O40QiQV56QkjQmWtXVkpsUUGaUi5VjXpnDZmZm8rj0ZnJsSOGPli1cHpQoOL1j/Y0dfQ5nG6W5QQCXoBcOj035fZ1C9ITY84e/2KjQufOyDRbHLnpYzR12Lx6ntlqt9gcd924ZHQjq+BAefG0jG61fvR8dakJkf/70zvf+/LQwWM1RrPN6fIQQgQCXoBCOjM39ZY18zOSY0Y0L6Zpunha5g/vWvPJriM6g5lhGKFQEBsREqY6MzyzQia5Y/3CmAjVp7uOtvVo7HYXw7I0TUvEwoTosE3XFS8rLhiay33I4qJcl9sz5quDiaO4iY+rCf5hzvf+7Huwen7OU/dfN7WFubbZHK7WTnWXWkdTdHx0WEZS9FnubF4Yjc7Y2qU2GC08Pi8iJDAxJnx0zps0Dqe7q0/XpdY5nW6ZVBwXFTbmjFAej7e9R9ul1jmcLrFIGBsRkhgbPnqS0nPq6ze09/QbjBYejw4KUCTGhocFB2B4YPBPDMN29ek6+3QWq52maYVcEh4cGBsVMl6zKIZlu/p0nT1ai90hFgljIkKSxnkbchxp6ujt7NV6GTZMpUyJj7qEc/F4GeZ0a49aa/B4vEq5NCEmPDI0aMyahUmmN1paOtUDBjMhnEIujY8Ki45QnaVymmHYHo2+pUttd7iCA+WZybGjL8UOp7ujp7+nX+90uYUCQURoUHpi9BTOWjKZfvb8Z19XtPoeH/33zybtuAjBMBJCMAAAAEyaqQrB6BoCAAAAAH4HIRgAAAAA/A5CMAAAAAD4HYRgAAAAAPA7CMEAAAAA4HcQggEAAADA7yAEAwAAAIDfQQgGAAAAAL+DEAwAAAAAfgchGAAAAAD8DkIwAAAAAPgd/lQXAOCKxnHcofLmmuY+p9sz1WWBqwlFKLFIkJ8ePTc/iaZR3QDnZrW7dh2p79YYvAw71WWBqwlNUSFB8kUzUuMiVBRFTXVxriYIwQBn09Sp/ff2suZOLT6W4HwJ+LzT7eqIYGVqXNhUlwWudAzLHqlqe2vrEaPFwbLcVBcHriYURckkQo+HuWnFtAC5ZKqLczVB/QTA2XT06dU6ExIwXACPl1HrzH0601QXBK4CLMs1dGgMJjsSMJwvjuOsdld734DN4Z7qslxlEIIBzsbLsBw+kuBCcRzH4BsUTIzHiz8VuHAMw3H4uDpPaA4BMCF8Hv3wzQs2Lp021QWBq8B7O8pe+/TwVJcCrlZZSZEPb16Qmxo91QWBK51Gb3r545JDJ5unuiBXK4RggIni0bRQwJvqUsBVgIeecHARKIrw+bjawLkJ+DwaPeEuAq7UAAAAAOB3EIIBAAAAwO8gBAMAAACA30EIBgAAAAC/gxAMAAAAAH4HIRgAAAAA/A5CMAAAAAD4HYRgAAAAAPA7CMEAAAAA4HcQggEAAADA7yAEAwAAAIDfQQgGAAAAAL+DEAwAAAAAfgchGAAAAAD8DkIwAAAAAPgdhGAAAAAA8DsIwQBXK7vD9be3t/3sj2+pdYNTXRYAAICrDEIwwNWqrrnrw20lH+84bHe4prosAAAAVxn+VBcAAC5QdETwLWvnBypk8dFhU10WAACAqwxCMMDVKipM9dhd6whFqKkuCQAAwFUHIRjgarXj4MnK0+13rF8UFxU6wU1YjrPanFWn20/UNHu83unZKUUFaQfLatt6+m9ftzA4UOFbzeny9Pbry6oaW7s0IoFgek7K7PxUmVRCUYQQwnGc3eE6Vd92vKrJ4fLkp8cXFabXNnW2dfevnF8YExFCCDlZ23LgSPXm1fMoQnaVVrjdniVz8rJT4y7PmQAAADhvCMEAVyWPl3n7swNHTjVsvn7eBDdhWa69R/Piuzt2l1aIhHwezXvj472rFkyva+5ye7y3rV1ACOEI0Q9aPtpe+u7Wgx6PVyIWutyeVz7YvXJ+we9/cntIkJLjuLbu/r+/s21PaYVUIuLzeP/58lB0uEoqEfFoXvG0DN+xPt997INtJRGhQS+/v8PucAUopDKpGCEYAACuHAjBAFelbrVOP2gJUwVEhasmuInOYHpzy75dJacWzs7ZuGKOXCY+cKT6g69KDUbLgpnZIUFKQojJbHv7s/0fbS/Nz0y8be3CtMTIvv7Bp//2/tHKxpLjdTeunKMzmP/1n517v66cNyPr9nULA5SykrLa97YerG3qWrNkZnhIECHE42XaujUs4V5896v0pOgNy4sEAn5mcsxlPB0AAADnCSEY4KrU0au1OZzZqXE8ekJjvHi9zMnalm0HTszMTfnx99dmJMUQQmblpWkGjFv3lWWmxBJCWJY9WtGwde+xrJTYJx/alBgbQRGikEliIoI1ukGX28OyXOmJuoNltXnp8b94cGNyXARFUZlJMU6X55//2RkdrlIFyAkhmoFBncHsdLpT4yP/8st7woIDLuupAAAAuAAIwQBXpdZOjcXmyE6LoycWgo0W26GyWo4jS4vzU+IjfQt5PJrP5/F4dHZKHCFk0GQ7Un66R6NfPregr9/Qo9YbTJbaps6yqqbM5JiZeamDZuvxqiaTxbZxVXFcZAhFUYQQiiI8Pq2US+IizzRNbuvut9qdISrlEw/eiAQMAABXJoRggKtSR6/WZndmJsfS9IQGhzBZbCdqWuKjQ3PS4vk8nm8hw7Anapr5PF5mSgwhpKdfX93U6fUyu0srjlU2utxel9sjFPCvXzRj/dJZSXER1afbGzv64qLC0pNihEKBbyduD1N1uiNAIUuIOTNSW1uXxmp3LJ2Tn5UcexleOgBc3Zwud3t3v1wmiYkI9n2XBpgSCMEAVx+Txdar0RNCUuMjaWpCNcF2h7uju3/B7JzI0KChhdVNnT3qAVWgIik2ghBiMFp6Nfr8zMTFRbkKmUQukwQp5cGB8rio0IjQIEKI1mDW6AZz0+IDFdKhnegGTafqWuKjwmIjQ3xL2ro1Nrtz3oxMmofpeACuIPpByxf7jnX1DdyyZl7m1H1H3VVy6oNtpfHRYf/zk9tE33ydBph8CMEAVx+1btBgssZEBAcopROpRmFZzmCyOFxuIZ839JHjcnte/WCX2+1NT4yWiIWEEKfLY7U7s1PjblkzXxWgEPB5fD5v+H7sDpfV5pRKRAL+t5eO1z7aYzTbpmUrfSO12RyuXo2eZbnctPgJtlcGgMnRpzVs3VvGcty6pTMn4XBehrn7ib9TNP3aHx4ZHnYb23or6tvSk6JRDQxTCyEY4OrT1aszGC0p8VETrEShaUohk9A05XJ7HC4XIQovw77ywe4DR2tYjsvLSPCtxufTQiHf7nBxHPHF4hH4fFrA55mtDpfb41vy3hcHP97+tVAgiIsM8RWmt1+vH7REhwcrh9UWA8CVwGi2dasHZuSlBgcpJ+FwrV39B4/XpSZECgXfCRsP3LLylrULAuRSwXe/ZgNMMoRggKtPr9ZgstizU2PFojGi6pjkMklCdFh5Xetbn+wvzE7ecfBk6Yn6kCCl2WovyEryrRMVpkpPiN5dWhEeErh26SyJSNjRq91dcorjuL/+6l5CSHhwYFR48Ncn67fsOpKXkbDzYPnne45mpsR0q/WpCWc62/Vo9EaLLSMpGnc5Aa4oDMP2Dxg1A8bI0CDVNzPjXFb1LV0sw6YljqzxDQqQBwXIJ6EAAGd31YRgL8O43F4+jxYK+L63k9fLOL+pjhpOKOALBHyKEI7jHE43y3FDT9EUxefzBHz+6DswDMN6vF6GZTmOUBTh0bRQIJhglyOASabVmxxOV1JchEgw0bdwTHjwPTct//Nrn7328R6KUOEhgb/90S0vvfsVISTnmzks0pOi77xhUf/rX7z+8Z5XP9xNKEJTtFQifPqRm30r5KTFX7dwWlef7sV3t1OEkopFv3hok8Ph+mTXkbTEaN86aq3B5nClJkaJBAjBV5nGtt5tB44XZCUtK84nhDAsW93QceBoteu7V1oejy7KT184O4cQojda/nu0prmzj/vmSpsUGzF3emZkWNBQ/0sfhmFdHk9ZZVN9S5fV5gwPCZyRm5qWGCXg8yZ4T/yrgyd/+/cPF87Meu7Jeyb+orwMw7LcxI9yDbM5nB29/SKhIDo8WCmTEEKMJuvS7/06Iyn6uSfv+ef7O7ftP24wWWflpf6/+zfMyksdOmMeL1Pd2PGv/+w6VtloMtuiI4JvXTP/1rULQlUBhBCGYW/+0bMWu+P3P779jY/3HjpeOzs/LSs1bsuOw31aA8dx2/Yf337gRKBS9vBt1z18x/V1zd2//PM7hJBX//CIr7OB2+Mtr219+f0dxyoaCSHzZ2bdu3nFMy9+6PZ497/7zJSdL/ADV0cI5jiybf/x3/7jw40r5zz6vTW+sUg//Kr058++Q1MU77udbx6/54b7b14hEQv1Rsv19/2+R60XCniEEJqiw4IDVswvvGfTsvjo0KG3N8OwWr3xYFnt1n3Ha5o6zFaHQiYpyEi4/5YVxdMyUZsFV6Alc3LjIkMWzMwRTDgESyWi721YPDM3pbqxI1Ahn5Wfane69CZreEjgUIc2Po+3btnsmflpVafbNbpBPp8XFRZckJmoCjxTZyMRCx+8dWXxtIz6lm65VFxUkB4RGlRyvC4xNiIvPcG3zrTs5P933w3Ts1MkkonWUsMV4vUtez/cVvrzH2z0hWD9oOWjr0rf++KQUiEVCb/9SxMKBEFKuS8EHz3V8OxrnxmMFplUTNMUy3Imi10uFT/xwI23rl0wdLPbYnPsLq34xzvbO3r65TIJTVEut4fP5928ev5Dt60KDwmcSPH2lFbaHE7qfBqa2x2uL/Ye6+zTPXjrKpXfVz3aHa7OXl2oShnxTe/Y+tYem8NJ0/TNP/qz2+3JSo0dGLSUVTW9uWVvREhgfHQYIcTt8X684+v/efGjkCDl/OlZYpGgor7tuTe+4Dhy7+blcqnY7fHWNHWpAuXPvvpZt3ogJiIkPjosMSZ848o57287pB+0bFpVHKCQBQXIFxflEkLautVag2l2fppvhBmGYfeUnnriT+8I+PyCzESapqtOdzz09D8HTZaVC6ZN4ekCf3B1hGC3x9PRqx0YNIeHBEq/aaq493AVn8ebNz0rLjpk+MqwsK7IAAAgAElEQVRzCtN9yaCuuatHPZAYE75gVjYhxGiy1bV0v/3p/i617sXfPCiXigkhHi9T29T5r//sOlRWGxggy06NU8qkWr2xoa330d+++u/nfjw9J2XSXy7AOczMTZ2Zm3pem7jcHrvTlZuRkJ+ZSAjxeJl9O6ocTvfqxTNGrBkZGjR8BIkRBHz+tOzkadnJQ0t8768hmckxmBzuasQwbFuXhmGZgsxE3xKT1d6tHoiPCX3wllV5GYlDa/JoyhePWI7r15sGBs0bVxZvWFEklYhtdseX+49/sK3k9Y/3FGQl+r4aGYyWN7bse2PLXoVMsmHFnAUzs2RScXOHev/Rqoq61uZO9QRD8Pc3Lpk7PWPhrJyJv6g+rWHLziNavenOGxYjBFvtzpYudagqIDL0zAlvbO/1eJmvy+vnz8z+2f0bctPiyyqbnvrb+x09OoPR6vstHzha8/Tz/5mek/y7x271zXy+7cDxP7y85URN882r58ml4qaOXrPV7mWY2IiQF3/zQF5GIsuxIqHAbLF/svuISCh45vE7FDLJUDF6NQaj2ZaWGC0WCQghnX3a3/z9A4Vc+tN7b9iwoohHUwfLap95+eMBg2lGTvJYrwPgkrk6QvCg2dar0cul4piIEF8jSIZhaps65TLJzx7YMHTJHqG2qUskFC6dm//7x24jhLAsd+Bo9dPPv7/v66quvoGslBiW5Vo61X9944vj1S0LZmbdum5BUX66VCKy2By7Syo+33tseBd4gCtQt3pAqzcOa/IzEkVR03OSGYatbezcVVoxLTtJFaggHOnRDLz96X5VoPz2dQsnsbxw6bncHq3eJBYJVYFyh8OtNRjdHm9IkDLkPHs+afVGjW5QwOcPNY8ZNFnbuvtT4iOLCtPTEqJGb2K3O/v69W6Pd1pO8qz8VF/7h4KspKOnGoxmW3VDR156gt3p+njH4X9/8d+IkMDH771h3dJZvm1XzudWzCuobe6KjwqdSPE8Hq9CJpmVl+ZLzCzHDZqsVpszLFgp4PN1BpPF5hAJBVHhwb7qZ6fLrdWbTlQ3aw0mVaC8q09ntTsCFbKI8b/gjWazOwcGzS63VyETR4QG2exOzYAxPCRQIZMMmq0Dg+aIkKDh8c7ucPVo9AqZODLszGTmHMfpjRaD0UrTVFhwgFQi0g6YWI6LCAnkT3qfMIvV0dWrm5mXGvFN8WoaO90eb0p85DM/ud03uotIJJCJRV6G8d1iNZptz776qVgoePye9ZkpsTaHa8Bgau5QO5zuqDCVryq3sr6DEBITEfyj76+dlZ82dLjmjj6Xy5MSHzn8FLk93t5+vcPpTo6L8LWYeuezAwaT9XsblmxYMdv3u1s0O+eTXUea2/uyU+Mn7eSAf7q8IY9h2A+2l0aHq2bkptQ0drZ1aVweb2xkSFFBulIuOff23xg0WrrUA1FhqqHbshqdUa01xEaGJMaGj7dVRV2rRCxMjT9z7aZpamZeSnCQor2nXzMwmJUSY7U7P9hWcqSicemcvJ/dvyH1m6u8QibZdF1xQVbi0G3ic/J4vC1dmrrmLqPZJhYJMpJiEmLCdh065fv86OjRHq9qiosOLcxKGmpfYbLYvjpYHiCXFk/PCFLKCSEDg+bK0+3dfQMsx0aHB+emx3f+f/buMzCq60wc/rl3eu9FM6Myo94bAhV6BxuDARfcnWI7xXGSf7Jpm02y2c1mk3dLHCe7KZvELa7YBgMG0wUIgXrv0ow0vfd2Z+59PwwMshBiaJIR5/cJRmfuPaNy55lzn/M8BpvT7autyBcL52MnL3TXefWDE40tfTh+zSiYx2bs/f0PcIKwOj2fnG778NPzHBaDREKD4ahCKvzyIxunr+lCd6OxSfMbH50qzc9MTxNf6BruG5kMhaO5asVDmxtK828ghhidNIci0UyllM9lgctRpsXuXl5dKL7GJiqnx2+wOEV8jkzES2YAU0gkHpfl8QVRBAEAdA1oPzp2Acfxbzy9bcuqK3e3EQTJ1yjzNcoUp6cz2n75h70quein39gDAAgEw4cb24cnjGtqSy1214XOYYvDzWbQ19SV7dxYS6VSxqcsf917vL13zGhxBIPh//zLPgqZtG1dzWPbUvrUF4vFh7XG401dvcOTgWBYIuQurykiCHCiqevLj26qLNI0dwy9daDxC7vXr6gpTpQCJAjiQtfwqx+cWFlT/IWH1gMAfIFQU/vgmZZ+rd5CIqFFOelLy/MaL/axWfQvPbyRN7/lU2LxuNHq9PgCUhFPIuACAKJYbGLKguP4S09vy7j8UcTrD9rd3gKNisNmAADOtfWP6kxcNrN7UNs9qPX4AuNTlu4hbaZS8sC6pYnE4vbeURqVsraurL4yf/oZB8b0USxWWayZ/qDd6TXbXQIeWy4WkEioPxj+6OgFLpu5c2NtctXJ5Q1YHR4GnTbH+zsE3RZ3Ngg22Vw/f+XtusqCtt6x0xd7LXa3y+OXCLkvPnX/zk11qafbJlaCNelyEf9SLNg7rCMIkKWU8djXvI70DOsYNGq++soChtsbjGIxCpmkkAgIgugb0e093JQuF+3ZtjLZSDbp6keuJRLFTpzv/vvHjX3DkwiCRKKYOl1WUajee6TpmV3raivzB8f1v3ntQE1JjiZdnugii+NEz5Dup7/5+4qa4qXluQCAsUnzm/tOf3q2wxcIISjCoFFrSnONVieFTMpVK2AQDM2qODcjEbJcS2INhkxCl5bl/vjrjxgtzkAoTCaTBFx2UU56YbYK7v68241Nmj9pbB+fMmOxOBaLq1Uyq9Pz1/eOOVy+//rRF6kpZ42P6UzhcLShujDx30gEmzTaYvG4QibicWb/HXO4fQaLPT1NLORdiZJtLs/4lFnAZeeplb5A6GRz9/C44YH1S1fUFN/KvbXOgYkTTd1bV1cn/uvy+s+29veNTI7qTHanJ10h4bCYRxrb2/rG89XKymINlUKWi/mJ7dHr6stVMhFAgFqVUlCF40TvyORvXzvQ3jeWl6WUiXkjOtPx890iAdfrCz63ZzMAwGR1nb7QV1OaW1OWx2LQAABxHN97uKmlZ2RFTTEAIBSO7D924Q9vH4nH8fJCNY7je480HT/fbba51tSWTc+xnh/RaGxYa2QwaCq5KFEA0WR12l0esYC7YXlFYgxBEHaX12xzb2ioSCzNnO8YiuM4i0l799BZEgnlcZhSEf+RrcsblhSW5mUmFrM7BsZZDNqmFZUzWrgnguCa0s+kFFrsbqvDk6mQsJg0AMDQhMHq8JQXZE3PoRrRGu0urzpdlshahKA7587+HfaPTgaCkb7RKbPdtbGhsig3/ULX8HuHzn109MKW1dUpBsEEQbg8frPdvXxJUXIluGNgAgAgEXIHxw3JkVIhT8BjJXa82V1eo8WZoZBmZ8gTX8Vx4vTFXovNXZyXqZAJY3F837ELgVB4a1n1svK8m944TBDExa7h37520OnxPbljdXFepj8QenP/6Tf3neZyGIlGXFw2k82k6Uy2UDiaeFYUw05d6EUQtCQvU8Tn2F2+v+09/u6hs6uWljywfhmZhLb1jr11oDEYjGxdUy0V8m5ubtCi9+DG2lSGIQgiEnA3rai80/OB5lksHrc63E63r6N//IF1S3dsqFWnywxmx7bn/qV3WOfxBSUpf34emzSHItHyy7m/wXBkQm9BEaS9b+zl1w4kh21cXlE8LV/CaHEtKc3h8y5FyaFw9E/vfOrzh+orCwqyVVq9tbN/gkIhb1xRKeDN9WntuvpHJmPx+JLLEZXbG9AZbFMmO5vJePLBNfVVBWQSyWR19gzrBsf1lcWaLJV016b6wTG9weJ8csfqyiINAIDNTOkOpNXpfu/Q2Qudwzs2LHvkvhUiPsdsd/3hrSP7jl0oyFYl3lP4XBaPw7I6POFwNBEE2xyek809colg1dJiAMCFrpG/fXACRdFvPvNATVkuQRCtvaO//tOHoXA0PU2cenHD2yUSxQbG9AIOW3Wls6MlGI5WFKoT8wcAhCJRg9kZi8XT08SJz8+jOjOOE8/v2Zzo0M5i0HgclljIZVyev8Pt0xqsSqmwJO8ztx2wWHxMZ8JisRn5iia7y2J311bkJ44/MWVFEJB2ObMCABDFYufaBkxW19bV1bCKMHSn3dkguK13LBaPEwTx7O71W1ZWcdlMNpN+4ny33e2d4wbuDOEINmW2Y1hMJRclF726B7UEQZxp7R/WGpMjn9m5duem+kSufd/IVBzHlTJhohhhOBI9daH3rQONwXDkiw+tZzHoWCx+9GynkM9pqC5kXr4E3ASL3X3wZOuE3vLVx7c8uWMNj8siCKIgW/XIS79mMeiJy6VYyOVz2JMmW7LSkD8Y/uR0m0ImXFFThKJoY0vvkTMdpflZLz2zrSgnHUGQymJNJIq9+sEJhVQ4z3fNIAi6W/j8Ib3JHoliq5YWP7NrXWG2CkXRRDYwQRCpf7SPRLGJKUskiiU7p/iD4aFxQzQaO9vaf7FrODmyolBdnAvApbo6HqvTg6KI3uzw+kN6k/2TxvajZzpUaeLn9mxiM+lTJtu43pKblZapkMyomHaj+kf1sTheVnhpeh5vYMpk43FYe7at3LmpjkmnAQBkYkHPsC4xgEwiBcMRjy+okoukIj732vcMZ8AJYnjccOhUW2l+5p5tKxMXZIVMuG1tzYETLRkKSSJ6E/DYQh7bbHcFwxER4AAADp5q9QfDNWW5WUqpy+s/3tQ1MWX57pcf3LSyKhFlCrjsI40drT2jmcqU0qBvrwgWG54w8HmsZObD0Lg+EAyXT9vy6POHJo02IY8tFfETOcGJ96zS/Mxr7cQdHNNjWFyTIZ+xamu1u+1uH5fFyFBIP/O4w21zejOVEhaTDgAIhSMAgOklnlq6R46e6/L5g0U56fOfNg3da+5sENzZP06nUTevqHxg7dLE/Zc4jhMEIeCw0ZQvz/5gWKu38rksueRS4clIBBsc1yMIsnpZaSLkBQBQKeSczCttadp7xwgCaA2Wl37+5ziOWxzu8UlzJIK9sGfz+vpyEgkdnzSbbK48tfIW+6eP6kynW/rKC7LW1ZXxuCwEAARBVDJRIBiWi/mJu29iAZfHZVp73RHsUhB8tm3AaHU+sG5pWX6Wy+M/2zpgc3q+//yuvCxFYk2axaBzWAwum5EmFaKw9ywEQbPx+IMGi1Mi5G1fvyxfrUxcK0Z1ZgRB+FxW4o52KkxWl8Pj47KZatWlkCUYikxMWWrKcr/+1H0qmSg5MhlCBUKRKZMdw2LHm7pbukcT/QhdHn9dZf4/PLervDALAOB0++1Oz7LyvGslVKTI7vIaLA4GjVKckwEAiMXiZrvb4fbv3lK/oaE8EQEDAKbMNhRF5dJLW9+MFqfJ5irKSeeybmALij8QutA14g+F66sKp3d50FscJBJanHPp/ULE54gEnER+EQAgHI7+9f3jHDZj1+Z6Mpk0qjW1943lqZW1lQXJ6RGAsNjdXA4zK7WsjNvL5w9O6C3LyvNU8isrwaFwtGBaHoLHF9QarGkyoUx86fZjItH808aOZBAcCIZHtEbZ5RoynQMTCAKKcjJmnM7jD2JYDCAIQABBEOEoxqBR/cGw3uSIx+JqlSwRBIsFXIIgxibNTo+Py2K29oy+8vrBUa0RIEi+Wgn3pkN32p39Dese0vLYzEfuX5FswTo+ZXF7A6uW3kB9U18gOD5llgh5MhH/8kHMgWBYyGf/23eenBZLI1QKOZng2NE/ThCE3uQwWptRFBFyOcvKc/dsW7mkLJfFoAMAJk12HCdoVIpEdPPJBpFobERn0hmsO9YvU6fLk3PpG53CsFiWUppYxBVwWSI+JxzBzDZXUXY6iYT+75ufCHjsXZvrqRRyr94ypjOp02UF2arktyUcifYO68QCrgbuDIAg6BocLt/YpLk0P7M4NyO5bNY1MEEhkwo0qhk11OcwabT5/KHsjDQalQoAwHHC7vSYba76qoL6ygLWbKmZ/kBo0mgTcFkN1YWJpU2xkLe0LDdPrWQx6YlljgiGhSOYkM+5xbv/E3prMBzJzkxLJNEFQpGxSTOPw6wqzk6WVwuFI4NjejqNWn65ZLXN6XG4vGqVlM26gdRSXyDUOTghE/HzshTTb8c3tQ2SSGhJ3qVoj89j87nszoHxRJLbodNtWoN1+/raqiINAMBodeoMts0rq2QifvJNKhiK9AzrSnIzMhSpbrm+XXCcGNWaYrG4RMBN7EsJhiKTRjtBEMV5V+JXjz+gNVhK87Mkgktvi48/sOrjExf//N7Rlp7R7Ay5NxAaGjcwaNSffOPRRBDcPahFAFJ++QZCEpfFIJNJHl/wwa/8gsWk56uVv/h/T3p8QYvDIxXzRHxO4jekvjJfLOCOao07XvgFn8senzQX5aRrMuR2l08u4cMdC9CddgeD4GGtwe0NlBeoS6elChnMDl8gVJybQU35NocvEBqfMheoVQrZpaouA2N6LBZfUpIzRxpDR/84l8388Pc/mP4XPh2O4wAAEorSb6Edhj8QGp+y8NisDIUkGegDAI41dZLJJHWGPLGKgCCXiuNoDbZYPH6sqatnWLdlVfXKmmIAgN7sMFqdS8vzpu9wCoYibb1jOZlpisu1bCAIgmbw+oNGq3NJaY50Wqnd1t4RCplUciOlIUZ0Jo8vsLymKBH2YbHY4LiBRqMq5aJZI2AAgNsXGNEZc9WKrzy+tXrOeq7+QAjDYqlP5mrD44ZQOJp8K0nkK8slgkzFlbZHQxPGaDSWp1YmGgInSnE5Pf5MpYyVWipwQigcnTTYRHyOXHLlW2q2u8+09pFIpJysS+UsBFyWgMeyOT2hcDQQDP/6Tx+SSOjXn9ya+ODh8vjtLq9cIpgefx852xmORGVifnJBZ94QBKEz2flcVmFOeiL6THSdLM79zDJ5KBz1+oNZSqn08trQsoq89377vV//+cPO/vH2vjEBn12al/nI1uXJqNdsc7GY9KKcmTdUVWnibz27/dd//KB3aDI7Q/7cIxsBAIFgyOPz52YpJJe/Azwu6+3ffPcffvVq37AuisWe2bV2fX3Fy68dEPE51/rFg6Db6A4GwQOj+sTGr+Qj/kDIYHHE4vGczLQUc31wgnB5Ahabu6GqUCS4tAG5Z1gXi8UrijTXetaE3uLy+MVCTnam/FpjuGwGgiCJNpJX38pJERaL+QIhKpU8fZPfpNH29/2NNCqlbNprlwh4LDrNaHE43L5/fuVtIY/zlce2JL4UCkdDkSiLQUvmzEWi2HuHzjncvqXleSq5CEAQBF0Fw2ImqzMQDGcqJMlOEAQAbb1jZDIpX51q9TGCIAxmhz8YzlcrySQUABDFYqM6I5fNUMquef3xB0IGs3NZRd4ce+/4HJaQz+kd0hmtTrmEnwxYCYKIYjEyiZTiWvWIzhQORyuK1JdPHR6ZMMpEvOmXx54hLQGIZJEBtzdgtrmlIp5MzCOnvCIOAMBxPBiOTO+sEQpHf/E/70WimFLGTZYb4rAYMhEPEGDSaDvT0meyOZ/dtS4RC0aimC8QAgAk14AJAIxmx8uvfsyg01KvO3QbkUjoC3s2vbBnU/KRLJV03x9+NGPYyprioU//Z8aDS0pz3vnNd6915KsPkrR9/dLt65dOfyRPrXzt19+aMaw4N+Pgn348/ZG//PLFax0Tgm6vOxgEt/aMoghSkn8lvjRanXaXLyNNwueyUqzGEIlgwxNGEglVyUWJ/DYcJ4YnjPE4Xl16zV5ufSNTBCDy1Mo57sHla5RyCT+xrU0hFfE4TARBYrG4NxCyOtyZCun0ld1rQhAUAVgsHopEcZwAgLA4PP/823c8voBYwM2dVl4+QynhcVnjk+bfv3FIq7c+v2dzcu0EQREEQfyBcCwWBwCEItFzbQP/995ROo2SniZm0G9+0x4EQYuYPxQemzTzuazkAgEAwOcPTUxZ+FxW6kGwPxieMtmiWKwgW0UikwAAUSzWNajjcZhyCT8RzyWgCJJYn4vF4karK9HFc46MspzMtJLcjHPtA3uPNNFpFJmIj6JIMByx2D1jk6bqkuzsjOtHhLF4fHzKHI3FCnMyAAAEAXyB4JTZnq+5tOib0DWgJQiQqDgJAAiEwh5fgEQihSOY2xvACUKQ2vsOhUwW8jhOj19rsGUqpYFg+P3DTaeae3CcmLFcIhZwOWzGifPdzZ1DmQrJN595IPE4jUoR8jlUKllvspttLhGfY7a7f/xfbzqcXi6HuSBBMARBs7qDQXDPkBZFkenbzkw2l8Pt1WTImSkHdpEoNqoz8jkshfTSJ36PLzBlssVxPBAMT9+zzGTQMhSSxBbgRO2IkjnXd9ksxtMPrn3l9YN/398YicZqynJpVIrD7esamDjZ3PP6f3wrSymd4+mXTkqnqeRifyB0rrU/TSKIYvGPjjaPTppoVAqXzcycdgSxgMuk07oGtI0t/WUFWV99fEvyS3IRXyrktfSMnGzuUafLBsam/vzuURaTTiKhWarrzwGCPj8SqZCJXKMEFEXy1ErRNbotQLciEIxM6C1SET9tWtJU38hkFItlKiRzF5CezmR1Oj1+iZAnFfIS98pDoYhOb6XTKSfP9/QOTyZH8tjMZ3evR1EkHImOTZqYDJpcLGBce62hQKPasaHWaHW+/tGp9t6xsvwsKpU8MWUZ1ZkLc1QpNqW32N0Ol5fLZuZkygEAsXhcZ7RFozGlTJT8vYrj+MCYniCI4suXfTqNymUzXR7f3iNNbb2jMjH/2d3rUtloxeUwayvy/r6/8W97j/cMa0cmjDqjrbJYc/RsV2XxZ6p9SYQ8Lot54GSLiM/94VcfFkxbPM5SSvPVyk/PdQEE4XFYTW0DPC5TLhEQAOTO1nsPgqAFcaeC4GAoMqG3cliM6c02DRan0+1fV1fGZN5IEDxpEvI5yeZterMjHMEAAP/6+3enjyzOzXjp6W2J+j5D43oUQatK50pTI5NIe7atdPsCJ5t7/rb3+F/fP0ajUclkkkomWltXltw/Ozc2k75iSdH59sHjzd3NXcN0KiVLJfvyIxu//+vXinLSk5UrAABSEZ/HYXYOTGQqJD958dHpHU2LctI3rqh458DZf/39u3wem0mnbV5Z1Tc8qTfbc+GaAXT38PqDbx848+a+01jsSgIohUx6fs/m5x7dNMcToZtDEASTQaspy82Y1nk4EAyXFWSubyhP/TiRaCxNIlCrZMn2tlEslqWSxnG8rW9s+sgspfSZXesAQHCCIJNI9ZUFxblzVdehUskPrF/KYtI/PduhN9u7BidIZJKQy75vTfWG5RUptq4IhCLpaZI8tZJKJgMAcBzHsPiyirzpu00iEUzAYy8tz0uGmCI+Z8PyikRZCafbt3NTPQJSuv3I57Ie2tLgC4RGdaYLHUNpUuHXn7wvFovbnN7a8s90RFOnyxI1kresrF69rGT6l8rys76we/3HJ1oGRqfYLEZ9VcHOTXW7v/bLTJV0QeqjQRA0qzsVBMdx/EsPb2Ax6NM/HBdoVF9+ZGNtRX6iPkMqmAza9nXLqBRyMtNLwGN/8aH1Xn9oxsgMhTi5TXjTiqqKQs11lxlkYv63nt2+YknRqM7sD4ZIJJKIz8lXK0rzM1PMIUNRpKwg6wdf2d3SPRIMR6Qi/tKyXB6HZbK6lnw2BBdwWY9tW1lTmpunUS6b1l0dACAWcp/YviY7PW3SZGPQqEW56SW5mRue/ieRgANXgqG7BQFA/+jU4cZ2g8Ux/XEEQfYebtq6qlqVchNyKEViAefLj2xi0KjKaSvBpfmZP3nxUbXqmtshrpauEH/pkY1s5pXLtUzM/8k3Hp2+op8g4HESG/YZdNrW1dWrl5Vct9oXm0nfvn5pfVW+0eIMhCIUMkki5KnkotRLwCokwhce28xm0hPLChQyqb6qICdTPv1WG5lM+tazD6AoktwtTaWQ19aV5WUprE4Pk0HLTpeneEYSipbkZ/7oqw9NGm0AIOlpYrGAozc7slTSsst1JxI0GfIXHtvsD4YLNCrqZzdYJ2ql1ZTl2p1eHoelyZC39o4Ew1G1SpZ6xWIIgu60OxUEc1iMF5+6f8aDVcWaquJr7ma71nGe3rl2+iMquej5PZvnftZjD6xM8fg8DnNdffm6+htYNZmBRqVUFWdXFX8m5P3Ol3bMGEYioQ+sX3atgyhlwt1b6pP/Pdc24PT4plf/gaDPOa8vcLa1f2haB8cEgiDGpywfHm2++oIA3SIGnXZ1aSqZmH+j1w0+hzWjrReLSa+tyL/WeAAAhUy6odv6EiFPcrOdL9ks+vTpoSiqkotm7BimUshXV6igUsiaDLkm4wY+D1w6BYLMmHCGQjJ9uT2BQaMmm+dNh+O42eaOxePqdFkiA9jjC7z6wUkalbymtvRGJwNB0J2zMJWow5Go2xsgiLmaxsklgptuZXzrLHb31asg03HYzNvV1vxkc09H//iSkpwslZQgwMCY/revHWCzGDs2LIOlwqG7AgHA+JTl0Km2ZE/E6QKh8NGznfetXnIT4Qh0c3CC0OqtRxrb5xjDYTMaqgrVC1SJ3GxzHW/quvqeXhKFTK4q1lTNWXwtdaNa04nm7nh8rqv69g3LbktJSl8gvO/YhePnuws0SplYgGGxnmHd6Yu9G5dXbIStyyHo82RhYqzXPjz5wafno9G5Kkf+37+9uFBX50mj7dnvvTx3jL5tbc23vrD9tpxufNL8l/eOvXPgDINBAwD4A6EoFv/2s9vX1pXdluND0J3mD4RONvdM72E+HY4Tw1rjgZOt33gaLgbPEwyLnWzuefm1A3OMyVJJc7MUC3WZHZs0/+pPH0avXT9YwGXT6FtuVxB88FTrn989GovHrzUARZHbFaFSKeQ0iSAaxfYfv4hhcTqdIhHyvvnMtt2bG+AOUQj6XFmYIFghE9ZXFsxxPWIx6HKJYD6nNB2JhDZUF8w9ZvmSott1ul2b69Tp8t5hrdPjp1LImUppXeG4CDAAACAASURBVEW+Qia8xR5LEHS7GC3OP797tKoku64y/+p38c7+8Y+OXdh//GKixt+sPL7g3z8+HcViW1ZV56k/04iLIAinx//pmQ67y3v/mpqFiskWGSqF/PCWhk1zRnUUMin1ChK3XXVJzqE//9McKw0kFOHcvvTZZ3at3b2lfo6VDQQBt6uHBZ1G3byqenlNURSLETiBoAiFTGIzGSmV3YQgaB4tTBC8dfWSLauq5xiAAICiN1De/PZSyEQ/+caeucegty9Vg89lr6ktWb2shABEor/cbTw4BN0it8f/pR+90tk/jiCIRMDdsLxy1+a6ikI1hUL++PjF371+cGDMgBM4js9154QgCJ3e+p9/2ffK6wdrynJefOr+2op8FEWOnu38+PjFo+e6guEIAsDgmP57z++6OvkSulEIgnDYDA77BjqlzTM6jaKcx05APA6Lx5mniB9BAJ1GmV4dCIKgz6eFCYJRBAGf4zgPAYA0vyE4glzqrzyfJ4WguREEsDk9T333vzv7xxMPmO3u1z86+fpHJ7Mz02KxuN5kj8+ZOv+ZowFA4Hg4Ej3T0n+mpb8kL9Ngsbs8geljPvy0mUImfesLOzIU4gXcEgBBEATdC+C+KwiCZkEQhFZvfelf/nw5Av6MMZ3pFo/fO6y7+kGcIN49dI5EIr341P2ZSgmMgyEIgqA7Z8FSDiAI+jxzefw/+s83WntG5/m8OEG8daDxr+8fC4Qi83xqCIIg6J4Cg2AIgmbhC4anTPa5CwXeIThOjE6asWvXDYAgCIKgWweDYAiCZpGeJi7JyyCl1jrx9kIQZF1dWbL1FwRBEATdCTAIhiBoFiiCbFpRRV2Idi0yEa+iSEOlwB0LEARB0B0Eg2AIgma3oqZIyGfP/3mrSnLkYj7cFQdBEATdUTAIhiBodkIee0VN8TyfFEWQhuoCwUIE3xAEQdA9BQbBEATNDkGQdXXl83xSqZifl6WkU2FvLQiCIOjOgkEwBEHXdKa1b57PaLW7hyeM4Uh0ns8LQRAE3Wvg1hMIgmY3PmXZf+xCioMRBGHQqQUa1f1rltRW5KvkojCGOV2+M639B0609I9OxeI4QczVWjkBJ4j9Jy6urS9Vq2S3Nn0IgiAImgsMgiEImt07B84EwimtyNKo5NK8rOce3bRxRQWddiWTISNNUlGk+dIjGw+ebPnT258OjOuj0etX/23pHh4c06enScgLUaANgiAIukfA9xgIgmbhC4ROt/TGYvHrjqRRKZtXVr/y0+cfWL90egScxKBRd22q/+8ff3nj8koG/frJvjhOnLrQGwrDjnEQBEHQHQSDYAiCPiMex/Vm+wdHzk8Z7akkMKyoKfrZS49lqaRzjEEQpDBb9c1nHli+pIiSQu3hY+e6Tl/stdjdNzBvCIIgCLoRMB3iNsBxwu6NoCgiYFNJKCxuCt2t4jhusjpbu0dPNHefbO5xevzXfYpcIviH53bKJfxUjl+cm/7YtpUTU5ZRnWnukQaL4x//840NDRVrakurirPlEkFKL+AeEIsTOqtfIWQwaPDqDUEQdEvgZfSW4ATh8EW6xl0mZ7AmVyxgw7pO0F2JIAir09N4oe/UhZ7znUNmmwvHr78GDAB4aseasvysFM+CIEh9VWF9VYHe7Lhu/Qezzf36R6dONHevrClevay0vqpAIuSleKJFKRYnJiy+jjFnFIs/2JC50NOBIAi668Eg+OZ5gtjFIVvLsH3SFqgvlCpETLgMDN2lgqHIx8cu/u9bh41WZ4rhLwCAzaI/um3FDZ2Ix2HWVRacON+jN9tTGW8wO989dO5C1/CXHt74hd3rb+hci0YcJ3RWf/OgrWvCZfeEv7G9iAWXgSEIgm4ZvJLejDAWP9trOdNn1Vr8Ln+kIlu4skTGZVIWel4QdJOiWGxUZ9KbHTf0rKKc9JtIVCjOzRDx2SkGwSCRo2xyjF0vg2JRwgnC4Aid7jF3jDmmbIFQNP7kWk1R+j29Ig5BEHS7wCD4xkQwvGnAerhNr7cHvQEMJwi5gLGmNC1dwlroqUHQfFMrZShyw3c/0qQCJoN+J+azmBAAOLyRI22G84NWiyscisYIAlTniFaWyClkuKEZgiDoNoBBcKqiMbxl2L6veVJr8QcjscSmeSoFXZIrqi+SwkQI6B7E593MZz86jQoLAM8tEIkduDB1pN3o9kejWDyRnsJnUx+sz5Ty4ecHCIKg2wMGwdeHxfGeCfc7ZyYGp9yx+GfSJdUyzq6GLBoFvqND9yJ/IHwTzwoEw1gK5YfvTaFo/HCr4Z0zE74gNv1xFEF21GYUpPNuYukdgiAImhUMgq8JJ4hgODZq8u07P9kx7sRi+IwBAjZ129J0uDADLQYIQG78bsbAmJ4gCOQGwzKDxeEP3nj0vKiDPyyOewNY04B1f/OUyRWcUZ0ZQUB1jmhpvphBJS3QBKG7m9HifH3fyfDlBpAMBq1Qk15Vki0X80l3w20Zq8P9/uEmh9tXmpe5uraUz5nlHlQsHu8e1J2+0OP1Bzcsr1hSmkulwAgHug74KzILnCA8gajWGjjcarg4bItiM8NfAACZhCzNF68qk83/9CDotqOSyRqVXCkX2Z3eSBS7/hMAAAB0DYzbnF6p6Ab2aREE0TWgdbi8NzA3ClmVJlbJRKk/5S4SwXC7N9w57jzSZtBa/PHZSnNI+Yz1lWkZEvb8Tw9aHN47fO43f/tYyOOwWQwAiHAEc3n8RTnpP//W45XFGhL6uY6DsVjsZHPvv7zyLoIiGWkSFpO+oaFixhgcJ9r7xv/llXdae8dwHGcy6KX5WTAIhq4L/op8RqLtxYTV39htPj9oi2DXvGmbKWE/tloDb01CiwOLSX9ix+o8teKDT5tbe0b0ZkcqoXAcJ17/6OS3nt2OpryK7HD7mjuHHG5fKoPJJJI6XVZVnL17S31teV6Kp7hbRGO4wRHsn3Sf6jYPGzwzUq2SmDTyqhJZZbYIXmygm9bSPcpi0p97dNOaulIcJ6ZMtjf3nW5qH/zL+8f+XfM0h8VY6AnOBcPiQxMGDpsh4LJtTo/V7sEJYsabr9Pj+/j4xUmjXSri2p3eLJWURoX1mqDrg0HwJThO2DzhIYP34rD94pAtEI7NPV7Cp7ePOudnbvOMxrm05GYNoJ+2Gxd2MgtuwBhE6DwyhoJYaKHncmcx6NRVy0qqirMvdA0dbuxoah/QGW3x+Cy3Qab76/vHVi8rrS7JTuUUkSh27FxXc+dQFLvO3xeKovlqxZLSnK2rlzRUFy6yFZ1E17e+Sff5fuvAlAeb85vMoJIiGH6u3zpv04MWRBzHTV6CyhLEo8Hbe+RYLN43omPQqCtqikrzMgEA5QVZsRg+Nmlu6x1L/jHiBOH1B20OTySK0WlUmZjPZtITyU5YLD6iNbIYtEzlle7oZpvL4fZlKaUs5qWcwEgUM1ldAAC5hE+nUZNnN1qd3kCIjKISIU/AY6GXF559/tCkyZaeJqbTqAaLA8NiMrGAx2HOmD8Wi/WPTEpF/Kri7EOnWg0WRzAUYTOvJCJiWKy5c+jImY6ygqxAKByOYJkKSfKiQQAQCkWMVmc0ivG4LImQ5/UFbS5vplLCpNMS05402jgshkzMd3sDVoeHIAiZmM/nsqdH2tFozObyeHxBCpmUJhWyGHT4uXQRWFRvLTcHJwi7N9KjdbWPOromXG5/hEihV0DzoK150HbnZ7cAWOKMxD/GXOA3+/oXdjKfBygnjUqQo+5FHgQncNiM9Q0VS0pzDze2//x37143b8Hu8v3qjx/8y7cfz81SzD0yFou39o6+c/CsIYVqxFkq6Xef27murmyRLeckur51jbvaRh0DU+6rdxpczeGL7GuenIe5QZ8HTKEy5LrNSw8mq9Nid2cppWrVlfw9NpNOIV9JMQ9Hoo0t/Wdb+7V6SygSZTHouZlp962tKcnLIJNI/kDon3/7doFG9cOvPpQILgOhyGsfnWzrHfvWsw/UVuQnDqLVW3/3xqH0NNET21enSYUAgOEJw7FzXd1DOqfbRyaT1CrZxuUVtZX5ib/rs239r3148mtP3DesNTS1DRKA2L2lYcvKqhnzx2LxoXGDUi6qLNZ09I1NGm1ujz8ZBBMAGK3O1z44yeMw6yrzT5zvzlRI2ZfXtgmC6BuZOnSqtX90KhSJSkW85dWFRouzc1D7i28/wZTTCALozY5//8MH9VUFeWrFsaauUa0JJ/DszLQnHlidr1ECAAgCmGzOI40dbb2jdpeXSqUUaJSPb1+dqZDc3p8UNP/u6SCYIIA7EG0dsbeNOganPA5vBE8l/oWgxY7PZW1bW/PGvlNOt4+43h9FU8fgr/74wZcf2bj02hkLkSjW1D74P29+0tY7GsevH/ltWVm1qqZ4MUXAMZzQWfwXh+1d484Rgzd87VQrCLq9ekemCAJkKCR87qX9ZDhBDE0YnB7/ypriRFD72kcn/76/MRAIV5dmS8X8gdGpc20DfaNT/98PnlVIhQCA5s5hrz/k9QXFQi4AoGtg4uDJ1qFxw9ZV1YkgOIrFOgcmDp1q3bNtJYNOAwB09I+//LeP2/vGG6oLywvVZrvrcGP7iNbI5TArizQAgFPNvWda+mVi/vmOIbVKxuMwsdnuERksTrvbV1aQVZafqZSLtHqr0+NXpYkTX8Ww2N4j5wfH9c/sWqdKE5vt7pLcDC770nLy+JTln195u3d4srJYo5KLRyYMnf0TXn8QRZHEjkAcxwfH9Kcv9rp9gUOnW1EUTZeLuwe1Te2DTrfvdz99AQDg9vrfOXj2nYNnNCpZSV6m3eXdd/TCktIcGAQvAvduEByMxM/1W84P2MbNPocvknqrWAi6F7CY9PUNFd2D2uumLmBY7MiZDqPVtX390vvWLFFIhdPrRRAEMTZp/uDT80caO4bGDbH49YM/Hoe5alkJg0691dfw+RDHCZ01cLbP0jnu1Fn9wXAMXmug+dQ9pEVRpECjSj7SNzx5+mJvNBrbvLKKTqMeb+r+3euHeBzmz765pzg3k0ajTBqsv/jf98+1DXT2T8jFAiqFLBZwoljM7QuIhdxIFDt6rnPKZAcAWOzuxDFdXn9T+wCfy6ooVPM4TKPV+cprB5s7h3/60p66ynw+l2WyugABjp/vHtWZEkHw4Lg+juOnLvS+sGfzmtpSCoXE586y+3N4wkAmkTKVUoVUKBPz+0YmXV5/8qu9w7o3950q0Kh2bao71z5odbjTV1WzWXQAQCwe/7f/fb+1Z/TxB1Y9+eAaLothsDj/772jn5xuqy7JodEoiTFDE4ZwJKozWLesqt61uU4m4rf3jX3vV69+crrd7QvwOSyTzfXhp80qmfilZx8o0KgCoXDv8GRJXsad/KFB8+ReDILDWPxcn/VYp1FvD7r9Ubj6C0Gzemhz/Z/f+dSeQiWHKBbr6B/T6i37jl0o0KjyNUqZmE8QhNXh6ewfHxgzGK0Ory+Y4l/auvry3CwF+vnesZ6iEEYc7bQe6PKanMFkkx0Imk+dA+MAABqN2tk/EcGwvpHJAydaugYndmyoravMj8fj//7HvYFg+Acv7N6wvDKRIyEVckvzMrsGJnRGa6IMokTIC4QiHl8QANA7PNnSPZKbpRjVmSaNNgAAQRAmi7PxYl9RbkZVcTaCIPuPXTzfMbhrc9329cvoNApBEPq4w+rwsBg0FoMGADBYHBa7myCIBzfUPrFj9fQc3xl6hrRMBjU7Qy7kcxRSocsbsNjdsVicTCbFYvF/+9+9USz+9M61YiHPaHGEwlFNhiyx1e98x9DRs515asVXn9iaJhEAABKJxWda+opy0qlkMgAAi8W7h7QIgiwpzX3+0U0KmRBBkLV1ZSwm3eb0ujx+PocVDEX0ZnuWSioV8XgcJo/DlIn5n/OSGlCK7rkg2OWPvvLxQP+k2xeKXfc+LwTdyxQy4SP3Lf/dG4dSGYzjhMPtc3r8vcOTVAqZTCYBAGKxeDgSvaHWGAIua9vaGqnwBsqufW6RaCyEqxq0RHEiCi820IKIxeKDY4Z4HP/b3mNvH2gkCCIcwWg0yhcf2vDkjjVSEf9c20DfyGRhdvqODcuSWcIoipLJJARB4jGcAABFEamINzxh9PqDsVj8TEuf2e7+0sMb/u/do4mV4FAkevx8dziC1ZTlZigkdqe3saXP5Q3E48TrH50MBMMjOlNn/4Td5d21qa6mLBcAMD5lCUWiUhH/xafumyMCJgjQM6Rj0um5WQoqhSyTCFgM2viUJRCK8DjMN/adauke2bmpdn1DudPjN1icQj5HIuAmItS3D5yJxeI7NtTKxYLLrwtxun3BUDRPraRQyJe/P3qVXPzgxtpEBAwACEewxM3hxPY+HodZmJN+trX/Z799+5md65aV5y2a+1TQPRcE81nUr28r+Khpav+FySi8LQlB14YgSFl+1g09hSCISBRLvdLw1dKkQtldUsD/uuLRIOYxSjLU7jAah1EwtBBGdCafPyjgsp7euRYAQKGQM5XSmrJcpUxIIpEQAJraB+NxvLYiL1nPIcHh8kajWLpCjCIARdD0NEnfyKTXHxzRmS50DddV5NeU5Lz2wUmb2wsA8AfCe4+c12TINq+sJJHQ0UmT2eYiCOL1j04ABEEA4HKYVcXZ3/nSjg0NFSwWHQAwPG4IR6K7NzcI+Zw5XwHRNzKZJhVq0mUAAIVUIBHytHprIBQOBMO/+uMHAh7r21/YTqNSnG6f3mRXyUXJAzZ3DqEosqKmOJmf5fWHtAZrFIsVaJSJiN/h8k4a7auWFq9YUpTM49KbHVgszuey5GI+AECTIf/Ji4/+6+/ePXq281Rzz/1ra/7p64/eUH106HPrnguCEQQI2LRnN+Y8WJ/+TqP2ZLc5GInNWqAegu5xBABHznTM80kHx/V6k728UL0Y7jYSBIdKPL5SJZPJ9p7VDUy5IxgO86+g+TQ4ro/F8aVlud9/YfesA8anzACAgmzVjAenTHYajVqgUaEoiqCEVMQLRTCL3e0Phke0poe2NFQUaWg0it3hwXFi//ELNodn+/qlicxjk9XlD4TvX7PkG09vYzHpHDbj6ns7g+OGcARbWnGd+t/9o1P+YFgq4sslAgCAXCyQCLlD4waXx//yqwe8gdC/vrBLJRcDAFwev97iqChUi/gcAIDWYPX5gwiCFF5+aQQBuge1o1qTUi7kspmJkLdrUEulkLPSZdMXdy92DQdD4YbqS2ExCUWXluW+9d/fOXKm4zevfrz38PminPQvPrRhMe3cvWfdc0FwEp9N+/KWvPuWqj5unmoZcbgDkchsneEg6J7lcvtOX+yd55PiOHHyQm9tZcGiWWihkNAKjbAog9c24jzYMjVh9nuDGAyFofnRO6yLx/HyIs21BiT2qiLgymZWDIudutA7obeury+XiHgAABRB5BIBhsV6hnXRKFaal1FWkEUioRIBd2hcb7Q6/vDWEU2GfOfGusQRwpEoFo9LRHxNuow9WycOLBbXGa1xHL/uvaaeYR2FTE4GslIRTyzgdg5MvHWg8fTF3mXluY9tWwUAIAjC7vKZbS75yqpEEYxg8FK108QLIwhgc3kOnLw4MDa1uraUxaQlDtg3OkmjUlQyYbIDvMPlO9zYHolij96/HACA40SiGRCTQXtwY63XH/yP/9s3ZbKnUuUG+vy7d4NgAACKICox67mt+etMvmMdxh6dy+IKz9ElDoLuKcfPdwdCkfk/74WuYbvLKxHxFlMpeiqZVFcoqcwRXhi0n+gyai0Bhy8MI2HojiIIon90Ko7Hq4qvGQQXaFQHT7aevti7tr6My2aEI1h779iHnzbTqOQntq/isZkAAARBZCJeFMNae0ZRBHl29/pMpQQAIORzUAT96ctv+/yhrzy+JVksXCLisRi0vpFJndGWpZQiCBKKRJ1uP4mEqlVSBEG0eovD5UuTCKQi7twv4WLnMIVMSpa2EPE5MjE/isXe+OgUh8X8p6/vSWQ1BEORxBa9DIUkUR9NJODQqJRQJNrcOVSUm+Fy+z861nzkTAcBQE5GGpNxKQhu6R4NhSNtPWOJpItwJPrOwbMDY/q6qsKVNSU4jncNapl0qkwsoFLI/mB4ymSPxeOZCuliuFUF3eNBcAIJRfKUXLWcPaz3nu2z9E26J62BuXs4AQDUck6GhDU/M5xnR5sHEv9QSHjF2dfpgLDoGW3uYZ01HrnNPZw+/7BY/HBjOxa7Tn20O0E7ZRkYm8rNUkwv5r840CmkVaWyZfmi8wP2pgHrmMln9YTmDoVZdHK2nCPg0OZrjtDCwHFieNKiM3jisSgAt+fH7fEF9SYHiiD5GtW1xmxdXb3/+MVjTV0MBi0nQ25zepvaB6JY/GtPbK0o0iSy81EUkYr58TiuM1jrqwqWledSyGQAgJDHRlDkk9Ntm1dW7d5cnzxmaV5mVXH2gZMt//7HD2pKc0goara7h8YNZQVZ33tuJ5lMmjTZA6FwvkZ13VCyc2CcQiEX5lyaP5lMUsnFXBbDFwg9s2tdsk6ZLxjWGqwiPkcsuJQQLBPzl1cX7j9x8V9//15tZf7ElMVkc2WkSSIRTJMhT/SKi2KxUZ2JREJHdKYf/ccbFUUaq8NzoXMoUyn5zhd3UKlkDIv94a0jOoNl+ZJiHoepM9jOtvYX52asqy9bZG0s71nwp3gJhYQWZ/JzldzBKU/LsK1b6x43++YoHpwmYHzlvnwOYxGmBH24/5PEP3LzS/5hd8nCTmbBHTzTO9jTGfGHyItiq1bqLHbXwKj+um2T7wScIM53DG1cXkkhz3IjdRGgU8lryuVL8kStI462EXv/pGeOUJhGIdUVSTdVKWiUxfaRAJoOi8Vffss60D0FAABg7r1iqfL6g7mZaep0Wcbl1hJXK87N+MevPXzwVKveZB/TmZh0WlVxztq60obqQs60TAYBl7V6WUkgFNm6eklyxbeiSD0wpmfQKC89vS3ZnwIAIBPzv/jwBpGAMzimP9LYgZJQPoeZp1asrStL1I0hcCJfrVy1rIREmuu3GsdxsZCXqZRp0uVXJpyX0VBdSCaTHr1veXIHLYHjXBZjZU3x9JEvPbONRqNoDdbOgYlMhWTnpjq3N3CsqaswW0WlUAAAE1MWt9dfXqh+Zue6Y01dnf3jFApp4/KKBzfVlRVkoQhCJpE2NJR/eraztXc0FotzWIxNKyt3bqxTp8sQ2DR5UYBB8GdQyWiZWlCQzh2c8nZNOFtHHNcKhdtG7cc7jdtrM+EfArQo0aiUpeW5kyZb7EYKnN0WMjG/UKNafMvAM3AYlNWlsnK1oFfrah9zdow5Z02QcPoip7vNGjm7OFMALzbQDRELuS89s21G2YerbVpRuaQ0x2BxRKMYg05TSIV8LmtGkCfkc77/wu5YPK6UiZIHXF9fnp0hZzHoM/bVAQDKC7I06TKDxenzB1EUFXBZEhEvGVWXF6rFQo5KJp57cYEA4PvP76LTqDzOlQi7olAtePYBDouR2CqXIOCx92xbiaJIetqVLm6FOek/+cajOoMNRZA0qVAs5FpsrsoijVolTby4zsEJMolUWaTZtamuobrQ6nBTKOR0uZjHubRtjkRCd2ysbagutNjdsXicw2Io5SIW45oF3aC7DgyCZ0Elk8rUgjwltypb1D3hPDdg01n8MzayRGP4kTZjjoJXkslfqHlC0J0jEfJeenpbHMffO3RuPs+rkAqfe3TTzk11133nXgQQBBFyaMtLZEUZ/KX54pZhe/OgzRucWWBu3Ow71W2W8RkSHnz3hW4Ak04rL1SnMlLE54jmLFVGpZCLc2f2SBPyOXMUOOOwGAUa5axfkgi5EuF1soEBACQUrSrOnvEgm0m/eiZ0GjV/tnMJeRwh78oM06TCNKkw+d+LXcNkMqkkN4NMJqnkIpVcNOsc5BLB9IAbWkxgEHxNdCqpKIOvlrOrc0Xto86T3SaDI5iMhAkCGJ2h/c2TKjGTz1r879bQIoPj+H/9dX9rz+j0Pc6adPnTO9cmN2Kr02Xff24XiiDvHDybHEOjUvLUyoaqgigWO3Sq1Xy5aWrqSCS0rEC9rq5seMJwvmPQ5rzSkU4pE77w2JaHtjQk9nffI1AEEfPoQg4tX8lbUSw73WNp7DVHY1d+LtEYfq7fmqvkrilNo1LurbQcCLpzOvsnyCRSQXb6Qk8EWjAwCJ4LggAmjZyr4KWLWXWFknP91sNtBqc3koiEY3G8R+s61mHc1ZAFkyKgu0vnwMT+4xeHJwzT73B0DUykp4nz1IrkbhWlXPSjrz6EIsi7h86p0sTr6svW1pXlZSl4HCaOE09sX3XwVNtHR5vHJs2pnJTDYiwtz7t/bc3SslypiBcKR73+4PmOoSON7Re6htksxlce3/rIfcs5s9VUWvRQFBFxaQIONTuNs3mJ4sAF/dl+Syx+6cfjDWIHL+pz0rjZabcnWxSC7nHhSHRCbxHxObMuIUP3CBgEXx+CAAaNnCFlK4TM9RVpn7Qa9jdPhbE4AMAXxBp7LblKXrka3iuB7ho4ju89cn7SaJuRger1Bxtb+tYsKy3KvbI0IhXxf/LSnkfuX6FJl3PYDCqFnAyR+VxWdmbalx/Z2No7+tPfvDWqM13rjGQyaV1d+Q+/slslF1GpFDKJhCCAw2JIRbxMpXTnxlq7y+cNBHMz0+6FLIg5oAjCY1G5TGqWjPNAbfp7Z3UtQ7YYTgAAJsz+Qy36p9fncJmLcD8uBM0zGpXS9tF/oijKYsDSK/cueGctVQgAFDIq5TOeXp/zt//XsKM2g04lAQSMm33HOowuf3ShJwhBqWrrG7vYNRwKz/ylJQjQ0jVyvnNwRlEIPodVW5EvFfEYNOr0kkYIgtCoFD6XVVdZ8Ni2lXNsl1ZKhXu2rcjXKFlMOoVMmj6QQiaxmPRMpaQ0L/Mej4CTEAQwqKR8Fe/7D5X84pmqqmwRhYwSBPFpu7FH65qjag0EQSlCEETAY0/fcgfdhI0N5QAAIABJREFUg2AQfDM4DOqXNuf97qvL7qtJF3FoXePOc/2W65YWhqDPg0gU++R027VWbYPhyLFzXcNa4w0dk8WgLa8punq3SgKFTCorUK9aeq+X27sJZBJanCn48WPlP3ykrCJbyGaQXz02avcuQAcTCIKgxQemQ9wkBAFyAfO5LXmbqhSH2wzDem++kpet4KAwOxhaODhBuDx+tzfAZTMFXBb5s1XGIlHM7Q209Y42tQ1evQycdKFz+MT5LiadKhZymQz69F9oHCf8wZDD7aNSyDIRf/rx1SrZ/WuWDGsN0ejM/hpiAffh+xoYdLjKe5OoZHRpnrhcLbg4bD/abvykVb9ntYZKhksYEARBtwQGwbeEhCKaNM5zW/JGjT4EAfE4gZJhEAwtDJwgDGbHX98/drZtoLwgq66yQJ0uU8lFEiEvHImOaE09Q9rmzqHmzmGDxTHHcYLhyH//9eOzrQMN1YXVJTk5mWliAScYihgsjkmjvXNgvLGlT8TnfPXxrVXF2cli9RwWo2FJ4ZEzHR3949OPRkLR6pKcFUuK7+ArvzfQKKQVxbKaXPGFIbsvhIlgDzkIgqBbA4Pg24BMQgvSeQs9C+ieRhCE0eL487ufvn3gjMcX7B7UvvdJU05mWk1ZTkWhxuH2HWls7+gfj2IptUH2BUInm3tONvdkqaTr6soqi7MnDdaLPaO9Q1qH208QBAAgEIx897kHa0pzk88q0Kh2ba5nMWjTU1YpFPJTO9fQaXAv1+1Bp5JWlcoWehYQBEGLAQyCIeiuRwBgtrv/8NaRdw6d9fqCiQfDkWjvsK53WMegn4nF4thNNX7T6q1/ee8Y95MmXyA0o19MY0tfLB7/4VceWlKak3iEw2Ls2LCsvjJ/+jgUQbIz027udUEQBEHQnQODYAi663m8/pdf/fj9w00+f+jqr86R/psKAgCPPzjrl5raB3/68ls//trDyyryE4+IBVyx4PqNoCAIgiBowcGtFRB014vF8A+PNM8aAd9prT2je4+cn//zQhAEQdAtgkEwBN31mAxalkq6UGfPzpAv1KkhCIIg6KbBIBiC7noUCnnzyqoFOTWZhN63pmZBTg1BEARBtwIGwRB01yOT0FVLi0noApTnqynLVclF839eCIIgCLpFMAiGoLsegiBpUmFFUfb8n3rPtpXzf1IIgiAIunUwCIagxYDJoC8tz73+uNuKTqOsqy+f55NCEARB0G0Bg2AIWhyI2E1VAgYAkNCbvA5wWUzYIBGCIAi6S8E6wRB01yMIQqu3HjzZmvpT6DSqSi7KUEi4bCabSQtHMF8gZHG4p4x2p+dST7jrsjo9f//49NefvP9mJw5BEARBCwYGwRB014vF8cNn2o1WZyqDSSiak5W2ellJbWV+aV6mWMCl06g4jjvcvokpS8fAxImm7rbeUX8wnMrR/vr+iaceXMtlM2/tFUAQBEHQfINBMATd9YKh8IETKS0D06iUhuqCJ3esqasq4LFZyOVsBhRFJUKeRMirLNY0VBW+98m59z4553T7rntAg8VxtnVg6+rqW5k/BN0J/mDYYHZw2UypiEciwdw/CIJmus1BsMcXeGPf6Z4h7bXupsrE/Gd2rdWkp1Rd/4f/8TqKIC8+db9MzAcADGuN739yTmewzRiWnSF/audauZgPAHj30Nkzrf3RaAwAgCCAxaDnqRVr68pysxQznuVw+443dfUM6ZxuH4VCzlRKVy8rKc7NoFLgBwPobhLH8TMt/eNT5uuOJJNJ9VUF3/7ijvKCLAp59t9zCplckpchFnIpFNLf9p7wB67fhW7vkaaNKyrIJNINTx1aCEaL8+e/ewfHr5nxkq9RfvsL21M5VGf/xOv7TtZVFmxZVc1i0AAAJ853v3Pw7NUjH9xYu7q2lE6lBEORn/32bbc3kHicQiZJhNz66qL6qoLEEZKiWGxownC2tX9MZw6EwjwOK0+teGDd0hT7csdx/MT57tc+OFFXVfDMzrUi2M0bgqCr3OaAz+rwtHSPtPWOJoJgXzAUjcYYdCqTfunqVl6oxrCUtu9Mmexv7jutkou+++WdiUe6Bib2Hj4fikRFfM70j/VsFp1CJgEAnB7fgRMtJ5p7spRSMpmE44TF5iKRSRe6hl986v7KIk3yKY0tfS+/+vHYpNnrD1Ep5HgsjqDIgZMt//DczrXLSinzGAe7fYF3Dpxp7x//6uNbywuy5u280CKA43jfyNTbBxqPNXWnsisuJ0P+/J5NFYXq6wascjH/+Uc3a6esnzS2xeP43IPPtPR/59/++uh9K2rKcuF62+ffkNZ4tnUgkfYdi8cTeS9sBp1MvvRbIRGmFC+GI9GWnpF3D51TycXkyz/3vUea9h+/qJAJOSxGciSCIFgsjiIIAKB3ZPLtA2doVIpCJgQAeP1Bnz906HT7c49uemzbCsbldwqX1//eoXPvH27Sm+2xOE5G0VAkymbSD51q++1PnkuTCK47PQyLj+hMHf3jdVUF5Gt85Jv1Rb3+0en2vtGnHlxbV5mf4rMgCLpL3eZoL1Mp/eV3n4pEY4n/vvTzP/WPTn3nSzs2rbjUzopOowh57FQONTA2hcVi6QoJl33pYqo32R0u79efuv/BjbV0GiU5kk6lCrhsAIDR6rI5vTIx/3c/e0Es4BAEmDLZfvXHD0+c78nXqJKrvPuPX/znV96x2FybV1U9tWNNukLiD4SOnet6c/9pnd6KLYnPZxDscHmbO4enTHYMi83bSaG7HU4Qw+OGN/afOnauy2xzhyPR6z6FzaSvb6iorypMcclWIuR+85lt59oGXF7/3CO9/uAHR86faxtoqC58Zue60oLMmy43Ac2DpWW5B/7048S/O/rHf/mHvQqp4MWn7k/eoOOwGdd+9hX+YHjSaGMxaHKJgEq5dEFu7x2jkEm//t6z+ZrpN98QAZeVuPnQPThBEMTmlVXfe34nACASwd49dPa1j07+6e0jW1dVJYJgrz/4P28efvWD4zwO84sPbdiwvILHZppsrr+9f/zg6Ta705tKEEyjkr+wa93OjbVCHjvFVwQACEewI2faHW4fAuueQNA94DZHe1QKWT7t8qQ1WGlUSmWRJlMpudFDtXSPoihaoFEiCAIAcHn9U2ZHDMcri9SadBky2yVKO2Vxef25mWnpaeJEqC0V8R69f8X5jkGt3uJw+dKkgp5h3S//sNdgsv/gK7uf27OZSiGjCEIQIF+jqqsqSJMI6DTqLXwDbpjV4dUZrFkqqSC1zwYQZHf5Xv3g+Jv7TludntTLosklgt1bGm4o26c4L+O+NdVv7Dt93ZFRLDZlsr/3ybmj5zq3rKz++lP3ZSmlqZ8Imk8sBo11+YI8OK53un215XkFGmWaVHhDx/H6gmOTZomQJxXyEtdjrcFqc3oZdGpDdQGNSpn1WWfbBigUclVJtlJ2qdHg7i0N5zuHLnaNTOitcokgjhNHznT84a3DmnTZP37t4ZVLi8kkEoIgGQpJZZFmw8mKXPXM3LZZIQgi4LFv9LqKxWKD43pNulwhg30QIWjxu4NLniaby2xzpaeJCzTKm3h69+AECUXL8rMS/3W4fHanRy4R8LnsWSNgAMCUye7xBYtyM2iX3+nR/7+9O49vozzzAP7OjA5LsmX5kC3fV+z4duLEcW5ik4NcJIEA4czSFgrdtkAPStst0F1oC91uDxbKQqHAttCWEgpJaQ4ScpA7OJfvW5ZlyZJs3fcc+4dSYZLYcZJNHGd+3z/4YDHjeW2S0U/vPO/z0pQyRkYIkTCMREKHwuxv3txiGLCurK/55sbV0RMpikglTG1V0fiHx3F8Z5/5lT9t23ngpGXIoVGr5s8ofeiumyqLcyMzbcMO98NPvWx3en723Y3VZWcqMT491vLAD/+7ujT/j7/8dq/Rcv/jv27rMfK80Nrdv23fcULIw3ct/96Dt1zNqWiYdMzW4YMNrePsBRHB0HR2urYwN+2iLkRR1KLZFeMJwREcxw/Z3X/asq9+TiVC8LUvGAoPWIbdHl+GLilJE3exp7u9fr3RkqFL0mk1kVc6egc4ni+ekjlaAhYEoam9T8owU/M+f1OQSSWRe2asMoYQyu50PfvSu+pYxT1r60ZuxUJRlFwmvXXZ3HEOr6Gp60e//GOaNuGHX7s9LyuVEPLsS3959c/b3/3v75kGh19+Z2tThyE5Qf31+1auv2lunErh8vhnrHnM6w/wvDBsd89Z/12KUA9sWPqN+1aN8+klAEw6VzBsHW/upigqNzMl7uLbJ7Ec19ZjZBi6dEpW5BWz1T5gGc5OS5bLJP7AmYe/NE1F77Y8z/cPDrk9vuK8jOh0l8cbaGjulsulWWnJCerY3YcbT7f1KhXyH37t9sv50Xie33ng1Ld/+jrH83lZqVUlef0m2479Jxrb9b9/7pGivAyKIv5gqKmjryg3PSUpfsTvpCsYChcXZBJCVIqY+jmVKmXMieae2dOnFudnEkLWLq6NVuYB/H+RSiXlhdmXUKUwq6qIImRcTYNhsvH4At195vg4VVpKomyU2DoaQRBcHt+AxV5dVhC9xZ1s6eE4vqIoJ3qLJhSRSphoBY5t2GUw2VKTNdGZEUEQ2nsGrMPOnIwUbaKaosgfP9xjHXLeUFt+2/Lx5t3zsgw59QPWyuLcaHXy4ZMdHC+8s3nf9n3HczNTZlUVNncYnvuf96Zk6+bPLA2x7B0rF5xo6T7dpq8qzq0szpNKmWXzp8ej/R/A9esKhuBTbb00RZUUZF3CuT2GQYfLGx+ninyCJ4RYh52WISfDMB/taYiPO3NXio9Vbli1IPLvNofbYnPQNJ2bmRLJkf5g6Fhj55ZdRwtz0mZVFdI09emxZovNubJuZlrKhUvKxtDcafjWT15TxsgfvX/1uqVzFDEy4+DQU79+Z+veht2HT+dlpUolEpNl2O7wJCeoU0eE4PaegXCYq6ksJIRoE9UP3bXcHwwZTLZ71y5as7j2coYEMAaapi6tlW9kESp7obVxMBl5vP5eoyU5UT3yg/o4hcJsj9ESZlmdNiFactDa1c9xvM3ueutvn0ReoShqVmXhtJK8yJctXf2EkIzUpMgpHMcbB4f+vvvYgMV+/603xqkULMv99R8H4lSKG+dWXU7zaZblLENOl9uXpUuOV6sIIf5AqKvPRBFy8Hjr9x9ef8vS2RzPP/Piu2+8t9NgGgqHuWRN3H88dtejz7zWN2C9Z82i21fOv+SrA8BkcSVngpu6aZqaXpZ/4UPP0dxp4HmhZEpWZKI3zHJmq8Ph8jIMvWXX0cgxFCE5mSnREGy22m12tzpO2dlnDrMcy/Gd+oG3P9zLstyaG2tnVRY5XN6uPrMvELxxbqX0Mto5sSz3i9c/cHl8X759yR2rFkRm1zJSk6aX5u3/rEU/YOV5XiBCa5dRESPLzUyJ1jb4A6He/kFChLLCMx8M3B6f3mjVJWu0iRf9JgRwUfjxbQJ3Fo7jx7l7HEw6bq+/S2/O0CVmpF5cNTAhxB8MdenNmjhVhi4pMtHrCwS7DYOEkLbugbbugchhUgmjVimiIfhUWy8hRKWQ7/+shReEYadn5/4Te440TS/NW7d0tkoZozdaO/WmTF3S/Bkll/Ojubz+3n6LOlaZqk2I9A5q7jT4/EEJQz9w+9K7b76BEMJyvFIhpygikzIUfabErrFdr4yRF+SMq4knAEx2VyoE+wOhjt4BiqJKCjIv4fTGNj3PC9GWYS6312C2yWSSDasW1FQURg8bmR1Ng8PWYafL7fvPV9+XSBie50MsV5SbvmHl/HXL5igVcr3R4vL4GIaekpNGX8bq9Z5+y97DjckJ6jtXLxz5fJlhGIqiIq8IvHCqrVeljMnP/vxmqjda7C6vTquJLrlwun3dBnNRXnqkETLAFcJxvHXYeQknmq12bvSGsjB5RTKoyTo8rSTvEmaCA4FQe48xURMbDdC9/YNOty8xIe7pb26IHiaTSqbkfF6JfqKlJ/LPx559TSCEZdk4leLGuZV3rr6hMDedoqi2HiMhRKmQX8Ja6pHcHr9+wKLTaqI/Wmt3P88L1WX5d/xz3sTh8tqdHpUiRpukieR4p8fXbTAXZKflZqZeztUBYLK4UiG4p3/Q5fYlJ6rzMi7lbtLUaeB5vrqsIPKl3eXtNw+laRPmVZfMn1l63lNMVrvN7po3o2RGeYFMKmEYJjlBXVKQWZyfESl38wdDIZaVy6RKRczltL/5rLEzFGZLCjJ1X0yuFpvDHwimpyTSNC0Iwuk2vVIhH7ktSHOnwe31TyvJowhFCOF5YdjpHrQ6FtaUjbMxJwAhRCGXqeOUEoZhufG2hmBZrqN3wBcIRjt2j9Oxxq6LHZ5SIZNJUdd+rQuH2Z5+C88LGbrESIvJi+IPhjr0pixdcpYuOfJKe48pEApXTM2pn1N53lNCIbat20gIuX/9jbHKGIqiVIqY7HRt+dSclMR4mqYIIU63l6IoZYz8Mrv0uDzebsNgekpCNASfbtNzHL9m8ezolhzWYafZas9K12rUZ7ZObOnqD4XZjNTES1gmeI1jOf61v2wfcpxpd0hRRKWQp6UkTi/Nz8tKvRZ6Grq9/lOtvS1d/XanhxCSnKCeXpZfXpQjQetxuJKuVAhu7jKwHF9SkCWXX9x6C0KIw+3VGy2EIpVTcyKvDDvcBpM1U5c82q4/gWDIODjs8QZW189av3zueftASRiGoehwmPV4/YIgjNZi4oK6+sy8IJQWfqHW2TLkjDwKjHSH8Pj8HXpTTro2ukbe4wvsO9bscHmnleRFrhwMh/VGCyEkLSUxVjneNpYAaSmJX75tSUZq0ta9DcbBoTG2/orieL6n33KqtXf2tIvo/89y3Oadh8d/vEIuqyrJW35DdVlRzvjPggkRCIY7egfUscqM1OSLXYzLC8KgzTFoc0wrzo02Vmvr6Q8EQ9Wlo9a/9ZttQw63Olb52JfWKEbJuDKpRBAEfzDk8weViov7wBYlCMTh9vWbbFXFudHt5Vq7+jmenz/z8yoLy5DDZLUXZOs0/1xk0tDYJZVIpl5SO6NrXL/Z9p+v/Y1luUgP0zDLeX0BZYysICft1mVz75jQAmhBEHqNltff/fjQiXbj4BDHcRwvyKWS/Gzdl29bsnYJVsvAFXSlQnBjWx/H8TPLCy7h3B7DoMcXSE9NSkk6M9Vqd3kHBoery6aM1qpm2OkxWe3qWEVaSsJo+8FqE+PjYhVhltt18FTJlMzRDrsgnucJIeER/Vl5Xth3rKm501BTUZiXmUrTlH7A5vMHkhPiIjMKPC9s33f8QENLMBQuLcwmhCKEBIPhXqNFHafUJWtoGp3ZYbyUCvmc6cVFeRnLF1Zv3dvw3vaDQ3b3Bc+y2Bzvbz80rSRv/HNsew43Hj7ZPp4jpRKmvCjn1pvmzq0uzslIUV1qfIGrJhAKtXb1J2pis9OTL/ZcjuM79CaGptNTk6K9F7r05mAwXFmcN9pZbT0DLMsWF2SNloAJIZH97e1Oz4HjrYtH9Ee7KKFw2DBgC4XZ9JRETZyKEGKy2M02e0J87MgqC+uQc9DqqJ9dGe1fdKKlRyr5Qvu260Zzp8HvD82vKf3uV9YRQnietzncW3Yd3bq3oUtvTkqIu+Tf9uXrNVqfeP6tEy3dU3LSv/OVtVOy01iWO97S/YcPdu892oQQDFfUlQrBLV0GjuemjT4rMIa2bmMwFJ5emh/ZgjUQDBlMVq8vmKlLStScPwTbhl0my3BaSqImTjXaDG9KUvyM8oLPGrt+9+6O5MT4W5fNUcTIgqFwc6dhy65jRblp65fPG8+mr1PzM2iK+vRos93lSVDHchx/6ETb/76/OxgK3btuUaSwwe8PCrzg8vjdPr9CLtu27/jL72w1WezKGFlxfkZkhCzHOVxeijozJR0KsxKGvpxiZRAPmqa0ieqkhLiSKVm33jT35Xe2vr/90Nin+IOhXQdOzSyfctuKeeO5hHFw+MU/fORweS94ZJIm7ttfWVs3uyI1SXPJs3dwlQWD4Y7egbys1EzdRYdgluOaO/pilTHZ6drIB3jrsHPAMkxRVMXUUR8CnG7vDYW56jGXShfmps+qKmxo7H7hrS1KubymcopUKhlyuI+cbH/3o/3PPb5RO47y5UAw3NVnVscp01ISI7f0boPZHwgV5aZH5z6CobDJavf4ArmZKdFNSS1DDkIIRVGCILAcz9DUdXNDPtHULZNJqopzZ/xzZorj+RllBQLPb9517NdvbJ6oEBwIhL7/8zePnGqvq6144qH1WenJMXIZEYSaqsKaikLs2wdX2hUJwXaXt99k43mhavRZgTG09wwEQ+FppWfO9fqDBpNNIMIHHx9uaPq8QpGmqHvWLFoyfxohxGZ3mSzDJQVZmnjVaN+WYeh71iw63d6368DJp3719i9f/yAhPtbj8zuc3rhYxXcfWDeeBEwIWTp/ekGOrrW7f91DP6mYmut0e0+36Tmef+z+m+tnV0Z6QRRkp8arVc2dhvX/+pxMKtEbLXOqi33+oEohj/3nxAlD0+pY5aDN8as3Nr+9eW/l1Nyv3b3iMnu3gajQFJUQH6tRq7734K1bPjl2wZ23jYNDL7+zNVETe+OF3vCsw86f/Pbdhqau8dRaLJ5Xdc+aRRe1Fx1MLEEQzDaHdchZXVaQobvordE4lmvp7FfHKnIzz5R79ZuH3F4/RZHv/PT1kcUVU3LS7ly9sCg3nRDS0Wti2QvMjMikkv947J5/efzXx053fvn7LyRqYmVSicPl9fgCeVmp4yyuCwRDPQZzcoI6K+1Mvm/rNgaC4eoRTyYdbm+fyaZRq7SJ6mgb4yRNnNcf+Mlv//rHD/fkZqY+dv/NmRf/y7k2nWrTy2XSkevUGZpOSYq/Z+2iXYdONzR1ma0OnVbj9vrf3PTJ/obm+29dfLqt9/3th+Qy6RvPP5KVlsyyXENT1yt/2n6ipTtGLlsyf9qKG2Y8+9K7Oq3m5f/4WuR7six3vKXnzfd2Hj3dydBU/Zyqb25c+ZUfvMjzfHSn7rP8ftPOT4+15GWlPP3InVlpyWfmhCgqTqWYN7Mk0pqmt9+y4ZGf11QWvvDUg9ET/+u1v72zZd+PH71rxQ0zCCHtPQM/+uUfK4tz5s0s/d9Nuxo7DKvqZi5dMP2BH7y4/Ibq5x7fGD3x02PNz7/6fmK86lf/9oBGrSKEuL3+TdsObtp20GCyKWJkc6YXP7hh2ZScNDyhFYMr8r5lNA+Fwuy0krzRJm7H1j9oo2l6ZsWUyJehEGt3enleaOs2RtZVRDA0vWHVwsi/O90+l8dfkKMbe4WHTpvw0tMPvb15z5+27GvrMQ4OObLSktctnXPbinlVJbnjHJ5GrXr3hSd+/rv3t+89/t62Axp17MKasvvX3zijrCB690/UxP3mRw/8+IU/tXb352akPHr/6ullBf/+wp9LCjKju9lp1KoNqxe29hiPnuwIBMPrb5qrjkNlMFw0iqJ02oT5M0s/OXhq7CN5QWjq6PvhL/7gdPtWLJoZc75IIQikvcf4zIt/2X34dHh8ezKvqqtBAp5ceF7QGy2xqpji/MxLqF3heMFgtmWkJkW739idnnCYDbPc7sONI48Mh7nI5yiW5YzmIblcOrN8ytjfvHJqzt9++4Pfvv2P7Z8e7zVaFDGykoKsVXU165fPHWfn4MhOeDqtJif9TPGDwWTjBb626vPOQl5fcNjhzstKidTIRjzzrXssQ86TrT0sx9bNLr+EphnXrBMtPTEyydT8s5s1ZeqSGYbmON5oGdJpNU63t7mzz+H0/vqNDxs7+pQKucDzyYlqjuP/safh0Wde5QUhS5ccDLOv/nn7e1sP2J3ejbfURb4Vy3If7z/xxM/fGnZ6cjJSQmH2zU079x5t7Og1LaotP++oHC7vK+9so2jqq3felJ1+dj+Q6HK90+16k9Wu+OKi3qONXcbB4WiHKLvL09ih9weCOw+c6huwCgJhGFrgBeuQ43hz98gTD51ob+7oe/ju5ZEGrDa7++EnXzp4vC03Q1tZnKs3Dv757/saO/S/f+6RNC3mpK5/V+Stq7wo++j7v7jk01955l9HfpmWkvCbJx/4zZMPjHHKuqWz1y2dPZ5vrlLKH7hj6QN3LL3k4RFCtInq5x/f+PyID5dnoShq6YLpSxdMH/nih//zw7OOKS/M/usL37uckQAQQqQS5ub6mr1HGrlx7GrRa7Q8+szvtu07ftfNC0sKsmQyCUPTPC+wHGe22bfsOvbnv+8bGBzvnsxZack3jPIOB9cshqFvWz7vtuXjKow5V3yc8rO//dfIV+rnVB549/kxTpFImI9ee3I835yiqJwM7c++e9/PvnvfpQ0vO1279fdPj3zlqW9ueGpE4zZCSH5W6ms//cZZJ6anJI42YTmpdfWZHS5PQbYuL/PszcwFQYhsCBkpZHK4fD2GwcaOvixd0i++/6WVdTO9vkCMTNreM/DEz9/UJsZ/76Fbb66fxXLcO5v3/uqNzWGWjUztC4LQ3jvws1c2SSTMT79z7/rl8xiG+XDn4Sd/+bYgCNFG0Wf5eP+JYacnOSFu7ZKx3r6bO/oUMbLczM9TsskybB1yKBXyyOr5UJjt7bc4XN7Gjr5FteUv/vih7LRkiqI4nqdo2jbscrp9kT22jOah0229FEUtmFkWI5eGwuy3fvJaU3vfd76y7sE7lioVcofb+42nX9mx/4RhwKpL1lzyAnqYLK7S/E2kxCqypGw0DENLLmMPi8vEctzYAYKmaQlD468EXIMYhq6bXVFVnNvQ1H3howkJhdkPPj78wceH8zJTszO0yRq10+21DDs7egc+3/B2fNd99P41mAa+PvC8EGYvUFEjk0om8B4YDIXHPkDCMOOsahOV0216mqKK8jLOXRQ75HDzvCBhmNQkDSHE6fEazLb4WOVDdy1fXV8jl0kVcpkgCL99+x+BUPi+dXXrlswmhDAMvWH1wm37jtvsrtL2KkD3AAAQQUlEQVQpWYQQfzC0dW9D34D1X26pv2XZ3Mgk6y1L53z48ZFt+45XjRKC9xxpYjmubnZlrDJmtMELAjnVplcpYopHTGP39Fu8/mBxfkbkT2MgGO7UmwRBmFFe8MjG1SOrPjJ1SYFgyGC2xcdlC4JwvLm7vXdg4ayyrLQkiqI+3Hlk18FTq+trvrphmUwq8XgDJovd6w+qlDFY3iASV+ndy+70HD7ZYR12jHFMcX5m9YiKgqvJHww1NHZ19ZnGOCYrTTujvOBydvIEuHJiVYq62ZXjDMFRPf2DPf2Dl3zR+DjV2sWzLvl0uKa0dvefau0NhccKmisWzUwepU/llWZ3erbubRg7pk8vK6hAe75zHG/upmjqrLaeEadae0Msm5eZkhgfy7Kc2Wq3Oz1rFtfWz6mIBFlCyJDD/dHuY9oE9foRjw4GrXaHy6tNjI/sluLxBrbsOpqdrq2fU6mIORO1gyG23zxE01TJlPNcmhDSbRjkeWHGmGslOY5r6TKoYuR5WZ/vOdCpN3m8gbraikjZbiAYau8xJmnilt8wo2Jq7sjTC3PTjzd1mSzD5YXZTrfvyMkOh9O7bEF1kkbNctz/vLNVwjBpKYn7P2vx+gM9Bsu+Y016o2X9TXMzdEmY8xKDqxSCzTbH+zsO9hhGfbulaXrdktqKqbkTEoIdLu+ug6f2Hm0a45iFNWVT8zIQguHaFA6zfSbrVb4oy3IeX0A1+iwOTCLHTne8t+2gzx8c7QCphKmtmjpRIVhvtPxpyz5fYNThEUJUSgVC8LlOtfbQNF31xXRICPF4/bsOngoEQ8sXzSCE+AOh7r7BWKViWkl+dFtTQshnjV0eX6C6rKBgxAao7T0DDre3tCCTYRhCiMlq79Sb5s0sLSvMjh7TbTAP2uwpSZ8XZ5/F4fIIgpA45tYkZqt90OaoLivISDkzJI7j23sHPD5/aWEWfWYmONTRO5CbmTqrsvCs1WxFeWlHTrbrjdbIDlYHjrfOqCioLsuXySQGk62lq1/KMH//5OjfPzkml0ri1arUZM2SedNW31gTaa4H172rFIIzdUlf3XCTPzjq/Yuh6ew0bfQT5FWmiVOtv2lu3ZyKMY5J1yZqk7CvG1yjHG7voeNtV/miLo9v656GjbfWX+XrwpWwsKa8MDedG71oTSaVjJyNu8pyMlKeeOjWMYZHCBmZwCDC5fV39pkZmi794nQsLwg7D5461abXxKluXzGfEOILBDt6B3RaTX52Kj1iErSt20hTdE7G5/XEgWDo8Ml265BrVV2NhGEEQejtH+R5IUkTl/DPXv48L2z/9LjPH1xQM+pSyMicl8vrH2P8J1p6aIrKzUyRyc7ElW7DYHNHH8typVOyIv3shhzuAYu9YmpO3jn7XU/NywyzbI9hcNjh+eTw6SGHe+Mt9ZlpyYSQjt4BnuenFmZ/7e4VhCIxcpk2UZ2RmpSkiUNRjXhcpRCsjlXOuKSNM64ORYxstOc1ANc+jucb2/TGca9m+3+0acchhODrQ25mSu45C6euHQnxsXOmF0/0KCafLr3J5wvotJqRfTA4jj/Q0Pr6Xz92uDwP371iSk4aiYRgvSk5QZ2Z+oXGcC6Pj1AkWvrPC8LhE+17Djd6/YGSgkyJhCaEeP1BiqakI1b1nGzt+Wj3Z/5gKNro6VyZuqSO3oGP959cv2zuaLmzsaNPImGik9Aer3/zriOtXf3axHidNoGiKJbjOnpNNE1l6pLPfSpVlJfOsrzBbDvR2r1tb8OsysIFM0tiZFJCiMcXIALJ0CXdjJouEcPHHYBJj2P5HftPjr3w9Ao52dIT2f0bAK5BzR0GjufLCrMj064cx/eZbG9s2vXTl/96sqV35aKZ96xZRAgRBMHl9vUZLUmauOhW2BFJmjieF7r6zIFgOMyyh463vfqXHV0Gc4xcWpCjizQyS1CrOJYbHHJYh508L3zW2PWrNzZ3G8yCQCrOKcOIWlk3UyqR7D3S+Nq7OyL78rAs19tveXPTrve3H/J4A4QQl9vH84LT7SOE2F2eP3/06aZtB51uX1FeulwqjfxEka1bRs5VRxVkpzEM3dSuf2vTJzRNr6qvyfxn9+j0lERCkU692TrsirzC80K/ydZjGAxdqOc6XDewrBtg0vP4/HuPjFXRfuUEgqEd+09+5fYlE3J1ABhbU0cfy/GN7fr7v/cbQRACgZBl2GkZcgqCsPGW+o231EW64XIc39tv4Xg+PSUxuhV2RN2ciudeee/Y6Y6v/tuLcpm0tduYmhSfpk2QMIwmLjayeqxkSpYuJeHY6c5v/vurcbHKjh5jhi5ZpYgJh9nppaPumbWqruZAQ+t7Ww/8+o3NH3x8ODlBHQiGrcNOu8v79XtXRqp7y6fmRLrZmK12u9Pbb7ampyT5A6GKqTmRzVM4jm/qNKhjlfnnq9VRKmS6lIT+AVuY5e5cvbBudnm0CVVZYXZ1acGptt6HfvRSVXEew9DGwaGuPvOGlQtuXzEPTW9EAv+bASY9fzDETsQ0cMTYa5UAYAKZrHaBFwwmW795iCKUQiHLSdeuWVK7qm5mWWF2nEoRSbEczw9YhtWxytys1LPWlhXmpP/XD778i9f+tvvw6ay05FV1s6rLC15++x+6ZI1ScWYZT0ZK4rPfuvc/f/f+oRPtaVrNzYtrK4pynn3JrIlTqRSjLpxVxyqfeeyeGWUFb3+4p6XLwLJ8oiZuWkneN+5bdUNteWSN0NrFtQ2NnZt3Hd3x6Ymywuyv37vK6wv87i87ivPP7DzFC8LA4FBCfNx5Z4IpiirOzxgwD9dUFm68pT5W+Xm+V8TIXvzxV3/z1pa9R5oamrpi5LI0bUJtVdGc6mIF+qOJBkIwwKSXpk148ekHH37y5WGH+ypfeuO6+q9uWHaVLwoA4/TKs187a/NziqJommLoL7S9l8ukD25Y9qXbFp/brZ9h6LVLZq+qrxEEgaLOnFhXW04oKnqwVCpZtnD6jXMro8d8tPtYIBiaUV4wdp8xjVq18Zb6u9csiuyQTAihaZqh6WgQVyrkP3t847PfvpcQQlMUw9ACIfeuq5MwNE3ThJBYZcwnf3yWECI9X2spCcP87iff4HmepulzD8jJSHnu8Y08d2bLkPP+ZuD6hhAMMOnRND2vuuSXP/zyE8+/abY5Rr6dSCWMVCrheT4YCo9nP7mzUBQlk0qkEobj+VCYHfkdJAyzdmnts9+5ZwL3uAGAsUkl432XZxh6tNVpNE3JaMkXX/nCl8FQmGU5mUzKMDQRiD8Y2nO0yen21s+pvGCgpGlaRo+1PEnCMGfdZJgvHj926YJUwhAy6j1KwjCj/0e4/iEEA1wPJBJmUW3504/c+dOX3xsYHFIq5LEqRVFu+qLassVzp5lsjrc27Tp6qsPp9vmDwbNmhs5LJpXEqRTpqUl3rl6wYEZpU6fhH3s+O92md7g8bq9fImFWLJr5zGNIwABix/PC6+9+vOWTYzffOCs7PTkQDO86eGrvkaY504sX1ZZjVhWuZQjBANcJuUy6bMF0QSC7D5+umJozt7pkSk5a5AlgfrZuZnnByZaejw+cPNDQ2tLV7/UFRvs+FEXlZ6VOL81fOKts2YLq+DglIaQwL31VfY3RbPv0WMveI41Jiepv3LdSo0Y/eQCxoyiSpIljWe6t93eFWY5haJUiZumC6Q/fvRy3CLjGIQQDXD9i5LI1i2etWTzr3NkXuUw6q6poVlVRc4fh6Rfe2Xe0OVo1cZbkhLjHvrTm5htnnfWQUcLQORkpORkp65fPpWlKMu7HrABwHaMo6tab5s6qKtIPWDzegCJGlqlLyk5PiZFLJ3poABeAtzGA68oFHz5Ozc+oq61obO877yo6iqLmzSitqZgyRpmdXIb3NgD4HMPQ1/hmKwDnhc0yAMSFYeilC6aX5GecNy7rkjV1syvSv7hlFAAAwPUHIRhAdPIyU+rnVp1brkdT1MzKwjnTp5632RAAAMD1BCEYQHRoml63pDY3XXvWZLBOm7CotjwD08AAACACqAkGEKO0lMRnv3OvwWTjR2w1p4lTlU/NGa1XKAAAwPUEIRhAjCiKmlaSX1WcJ3zhRUJTSMAAACAKCMEAIkXTFCHoYw8AACKFWR8AAAAAEB2EYAAAAAAQHYRgAAAAABAdhGAAAAAAEB2EYAAAAAAQHYRgAAAAABAdhGAAAAAAEB2EYAAAAAAQHYRgAAAAABAdhGAAAAAAEB2EYAAAAAAQHYRgAAAAABAdhGAAAAAAEB2EYAAAAAAQHYRgAAAAABAdhGAAAAAAEB2EYAAAAAAQHYRgAAAAABAdyUQPAGBy4Dj+9x8c/OuO4xM9EJgEXN7ARA8BJrGOPuuTL22RS/EGDRfAcrzD45voUUxi+DsGMC4CIQ633+H2T/RAAOA6FwqzlmH3RI8C4PqHcgiAsWgTYuUyfFaES0ERIpdJ1LExEz0QmAQoikpLVtM0NdEDgUmJpqj4WIUMTw8uEn5fAGOZWZqzZlHlziNtYZab6LHAJKOQyxbXTq0szJzogcAkIGHoZXNKO/SWlh4zLwgTPRyYTChCZaTE3zSvNCleNdFjmWQQggHGQtPUl9bO/dLauRM9EAC4ziVpVE89tHKiRwEgIiiHAAAAAADRQQgGAAAAANFBCAYAAAAA0UEIBgAAAADRQQgGAAAAANFBCAYAAAAA0UEIBgAAAADRQQgGAAAAANFBCAYAAAAA0UEIBgAAAADRQQgGAAAAANFBCAYAAAAA0UEIBgAAAADRQQgGAAAAANFBCAYAAAAA0UEIBgAAAADRQQgGAAAAANFBCAYAAAAA0UEIBgAAAADRQQgGAAAAANFBCAYAAAAA0UEIBgAAAADRQQgGAAAAANFBCAYAAAAA0UEIBgAAAADRQQgGAAAAANFBCAYAAAAA0UEIBgAAAADRQQgGAAAAANFBCAYAAAAA0UEIBgAAAADRQQgGAAAAANFBCAYAAAAA0UEIBgAAAADRQQgGAAAAANFBCAYAAAAA0UEIBgAAAADRQQgGAAAAANFBCAYAAAAA0UEIBgAAAADRQQgGAAAAANFBCAYAAAAA0ZFM9ADg2uXyBtr1gxM9CgAAALieef2hCbkuQjCMqqXb9MI7uyd6FAAAAHA96zHaJuS6CMFwNoahOY4nhNgcXpvDO9HDAQAAAFGgKeqqXu5qXgwmhaKclIkeAgAAAIhOUU7q1bwcJQjC1bweXPtae8w7DrW6vP6JHggAAACIhUohXzG/7GrmYIRgOJsgCL5AiOPxBwMAAACuEpqiVAoZdRUrIhCCAQAAAEB0UBMMAAAAAKKDEAwAAAAAooMQDAAAAACigxAMAAAAAKKDEAwAAAAAooMQDAAAAACigxAMAAAAAKKDEAwAAAAAooMQDAAAAACigxAMAAAAAKKDEAwAAAAAooMQDAAAAACigxAMAAAAAKKDEAwAAAAAooMQDAAAAACigxAMAAAAAKKDEAwAAAAAooMQDAAAAACigxAMAAAAAKKDEAwAAAAAooMQDAAAAACigxAMAAAAAKKDEAwAAAAAooMQDAAAAACigxAMAAAAAKLzfxjj2K7Xpr7SAAAAAElFTkSuQmCC" /></p>
+<p>All signals with the suffix “_int” refer to the electric motor, while
+signals without this suffix refer to the whole component.</p>
+</section>
+<section id="integrated-hybrid-electric-powertrain-component-ihpc" class="level2">
+<h2>Integrated Hybrid Electric Powertrain Component (IHPC)</h2>
+<p>Integrated hybrid electric powertrain component (IEPC) means a
+combined system of multiple electric machine systems together with the
+functionality of a multi-speed gearbox. An electric machine of type IHPC
+has to be used together with a gearbox of type IHPC.</p>
+<p>The IEPC is modeled by the following parameters and map files:</p>
+<ul>
+<li>Maximum drive torque over rotational speed (related to the output
+shaft)</li>
+<li>Maximum generation torque over rotational speed (Related to the
+output shaft)</li>
+<li>Drag curve (shall be 0 as the drag losses are covered by the gearbox
+model)</li>
+<li>Electric power map for all mechanical gears</li>
+<li>Continuous torque and rotational speed (output shaft), measured with
+the gear with the ratio closest to 1</li>
+<li>Overload torque and rotational speed (output shaft), measured with
+the gear with the ratio closest to 1</li>
+<li>Maximum overload time</li>
+</ul>
+<p>The first two curves are read from a .vemp file (see <a href="#electric-motor-max-torque-file-.vemp">Electric Motor Max Torque
+File (.vemp)</a>). The drag curve(s) are provided in .viepcd file(s)
+(see <a href="#electric-motor-drag-curve-file-.vemd">IEPC Drag Curve
+File (.viepcd)</a>) and the electric power maps in .viepco file(s) (see
+<a href="#electric-motor-power-map-.vemo">IEPC Power Map
+(.viepco)</a>).</p>
+<p>In the VECTO simulation, the IHPC component is similar to an electric
+motor, except the electric power maps are gear dependent.</p>
+</section>
 <section id="ress" class="level2">
 <h2>RESS</h2>
 <section id="battery" class="level3">
@@ -5871,7 +6387,7 @@ duration is reset every time the current changes its sign.</p>
 </section>
 <section id="modular-battery-system" class="level3">
 <h3>Modular Battery System</h3>
-<p>VECTO allows to connect multiple batteries togehter to a single
+<p>VECTO allows to connect multiple batteries together to a single
 battery system. Therefore, every battery has assigned a stream
 identifier. All batteries with the same stream identifier are connected
 in series. All battery strins are then connected in parallel.</p>
@@ -5879,16 +6395,16 @@ in series. All battery strins are then connected in parallel.</p>
 and Bat C parallel to this. So two different streams need to be
 defined.</p>
 <p><img 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" /></p>
-<p>All batteries of a string of the mudular battery system are
+<p>All batteries of a string of the modular battery system are
 aggregated to a single “big battery”. In the example above, BigBattery1
 consists of (Bat A, Bat A, Bat A, Bat B), and BigBattery2 consists of
 (Bat C). Nevertheless, the state of charge is calculated for each
 battery module independently.</p>
-<p>The capacity of a BigBattery is the capacity of the smalles of all
+<p>The capacity of a BigBattery is the capacity of the smallest of all
 modules on a string. The maximum current of a BigBattery is also the
 lowest maximum current of all modules on a string. The open circuit
 voltage is the sum of all modules on a string and the internal
-resistancee is also the sum of all modules on a string.</p>
+resistance is also the sum of all modules on a string.</p>
 <p>The maximum charge and discharge power of the whole REESS is the sum
 of the maximum charge/discharge power of all BigBatteries in the system.
 The actual power demand is distributed to the BigBatteries as
@@ -5935,8 +6451,8 @@ from</p>
 current need to be positive!</p>
 </section>
 </section>
-<section id="hybrid-control-strategy" class="level2">
-<h2>Hybrid Control Strategy</h2>
+<section id="parallel-hybrid-control-strategy" class="level2">
+<h2>Parallel Hybrid Control Strategy</h2>
 <p>The basic principle of the hybrid control strategy is to evaluate
 different options of operating modes, i.e., different splits of the
 demanded torque at the wheels among the electric motor and the
@@ -5975,12 +6491,12 @@ torque and angular velocity at the wheels as input.</p>
 </section>
 <section id="evaluation-of-different-options" class="level3">
 <h3>Evaluation of different options</h3>
-<p>Note: The convention is that for all powertrain components (except te
-ICE) a positive torque loss means an additional drag while a negative
-torque loss means the component contributes to propel the vehicle. So
-all passive components can only apply positive torque losses and only
-active components such as electric motors can propel the vehicle which
-means it has a negative torque loss.</p>
+<p>Note: The convention is that for all powertrain components (except
+the ICE) a positive torque loss means an additional drag while a
+negative torque loss means the component contributes to propel the
+vehicle. So all passive components can only apply positive torque losses
+and only active components such as electric motors can propel the
+vehicle which means it has a negative torque loss.</p>
 <p>The variable u is used to identify the different evaluated options.
 The value of u denotes the factor how much of the torque at the output
 shaft of the electric motor is applied by the electric motor. A u value
@@ -6004,7 +6520,7 @@ to the list of evaluated configurations</p></li>
 the vehicle.</p>
 <ol type="i">
 <li>Iterate over all negative u values with a certain step size
-(typically 0.1) up to u_maxDrive u_maxDrive is detemined by the torque
+(typically 0.1) up to u_maxDrive u_maxDrive is determined by the torque
 demanded at the out shaft of the electric motor and the maximum drive
 torque of the electric motor – whichever is lower.</li>
 <li>If the case where the electric motor applies its maximum drive
@@ -6028,7 +6544,7 @@ applies additional drag losses.</p>
 torque.</li>
 <li>For vehicles of configuration P2 evaluate the configuration where
 the electric motor’s generation torque equals the torque demanded at the
-electric motor’s output shaft (i.e., the torue at the electric motor’s
+electric motor’s output shaft (i.e., the torque at the electric motor’s
 input shaft is 0) if it is allowed to turn of the ICE.</li>
 <li>For vehicles of configuration P3 and P4 search for the torque the
 electric motor has to apply as a generator so that the resulting torque
@@ -6039,7 +6555,7 @@ option to the list of evaluated configurations.</li>
 </ol>
 <p>In case of a coast or roll action (e.g. during look-ahead coasting
 dur during traction interruption) the electric motor is turned off.</p>
-<p>In case the driver performs a brake aktion the following options are
+<p>In case the driver performs a brake action the following options are
 considered</p>
 <ol type="1">
 <li>In case of vehicle configurations P3 or P4, or vehicle configuration
@@ -6073,7 +6589,7 @@ settings of the hybrid powertrain as describe above are evaluated.</p>
 <section id="cost-function" class="level3">
 <h3>Cost Function</h3>
 <p>A cost value is calculated for every evaluated solution described
-above. In case the configurration results in an invalid operating point
+above. In case the configuration results in an invalid operating point
 the cost value is set to invalid. Reasons for invalid configurations are
 that the engine operating point is outside the shift polygons, the
 engine speed is too high or too low, the electric power demand is too
@@ -6185,11 +6701,11 @@ order by score</li>
 the engine’s torque demand is above the engine’s maximum torque filter
 the possible configurations according to the following criteria
 <ol type="1">
-<li>If the electric motor can propell during traction interruptions
+<li>If the electric motor can propel during traction interruptions
 (i.e., P4 and P3 configurations) or the gearbox is engaged (P2
 configuration) select all configurations where the battery SoC is within
 the allowed range, order the configurations by difference in gear to the
-current gear and then order the configurations by the mecanical torque
+current gear and then order the configurations by the mechanical torque
 the electric motor can provide</li>
 <li></li>
 </ol></li>
@@ -6225,6 +6741,45 @@ order by the torque the electric motor can apply for braking</li>
 </ol>
 </section>
 </section>
+<section id="serial-hybrid-control-strategy" class="level2">
+<h2>Serial Hybrid Control Strategy</h2>
+<p>The basic principle of the serial hybrid strategy is to operate the
+GenSet in three different states, depending on the power demand of the
+drivetrain and the REESS’ state of charge. So the serial hybrid strategy
+operates as a three-point controller with a hysteresis.</p>
+<p>The following picture illustrates the basic idea. If the SoC is above
+the target SoC, the GenSet is off and the vehicle drives solely from the
+battery. When the SoC gets lower and reaches the SoC_min threshold, the
+GenSet is switched on. As long as the SoC is between SoC_min and
+SoC_target, the GenSet operates in the optimal operating point. When the
+upper threshold SoC_target is reached, the GenSet is switched off. In
+case the power demand from the drivetrain is higher than what the GenSet
+can provide in the optimal point and the SoC falls below the lower
+threshold SoC_min, the GenSet operates either in the maximum power
+operating point (if the drivetrain power demand is higher than the power
+generated in the optimal point) or in the optimal point.</p>
+<p><img src="data:image/png;base64,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" /></p>
+<p>The state machine for the serial hybrid control strategy is depicted
+here:</p>
+<p><img 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50uOiKTe7jbCEKKollOa2J4gyiDXqf38OmO3iEPpKBOw2p4liaDS4kZhFxNiG8EYzw0NLRr1y6tVvvoo48++OCDer1eFMWenp6mpiaHwxE7pre396233oIQxo4xm82hUOjQoUOvvPLK0aNHly5dunz58ni/FWICNKvVWTScnCQLgUNnR05fdFYW29cuKVwwN9Nm1jEM6TskZgIShMTEJtlHGFub2+/3W63WmpoanU6HMeY4rqioKC8vL9ZMqijK2bNn+/r6Kioq1q9fbzKZMMZ6vX7ZsmWNjY27d+8+ceJEbW3tZNvcSBfhnQYZVsMwPK+zShF/XePImYuDlcX2bfdWVpakG3Q8qRsS0x25oSO+kdj4TwCAKIp+vz/W+RfDMEyscVWW5c7OTlVV8/PzU1NTxw4wGo1z5swBAHR2dgqCMMmXm+I3QEwShBTNaozJeluewiTVNbl+8ut9r7x74vyloagokx8LMa2RGiExscmPGk1LS7PZbH19fR9//LHVas3MzLxiSZpwOOx2uzmOy8zMjNURY49DCK1Wq8FgCIfDo6OjsXbUG5bqFt4LMYVohtOZ0zitORrxvvNpS/2FgfVLC9csKcy0m8kuwcQ0RU5c4huBEKanp2/atInn+S+++OIf//Efd+/e3dfXp6rq2DHRaDQcDrMsazabr/hyrVar1WolSQqFQpN8OTJ9IgFAhtNpzekGW273iPqfOxr+12/2H2voCUWkeBeMIG4FqRES1zTJ6hfLsps3bxZFce/evW1tbf/2b/82b968devWLVq0KDU1laIohJCqqhRFcRx3xXMyDMMwDP7KDV9rfNMrEV8QUgyvN3A5YthzvtP1N7/6fNs9FRtXlWakmkjVkJheSBASE7upCfU8z2/btq2srKyuru748eMXLly4dOnSihUrnnjiiby8vLGnus5zJuaKbsQNQUhp9DaG0wnh0Td3X2hscz68du6iedlGfULs50wQk0GCkJgaPM9XV1eXlpauW7fuk08++fzzz/fv36/T6V588UUQa9LEWJblK75KVVWEEE3T4xegIaYZCBlOp2d4WQjUtwy393659Z6KB+8uT7Hq410ygpgUcvUhpgyEUKfTlZSUfOc739myZYskSSdOnPB4PCzL8jwvSZLf77/iS6LRqCAIPM8bjcbJvATGmMyfSEyQojmd1ZCUE5D4V3c2/MebRy91uxSVNGUT0wAJQmJi+BvQ6/Xr1q3T6XShUCgUCmm1WpPJJMvy8PCwqqpjhyGEvF5vJBKxWCwWi2UyzwwAycGERnNavTWT0qbsqev6l1e/PFzfFRWVeBeKIG6ABCHxTQWDQUm6crggQgghxLIsy7IajSY9PR0h1N3dHQgExo4JhUJtbW0IocLCwkkusUYkPopmNcYUnSXrfIfv3944svdwS1S4skmcIBIK6SMkJjbJ0Suqqh4+fNjj8SxZsiQ9PZ2maYyx1+v99NNPRVGsqKiwWCwURZWWlhqNxra2tpMnTy5btoxlWVEU6+vrjx49mpKSsnDhwkmOlCEDaqYFCClOa6YYzukb+Pc36/whYfOacotRS9brJhITCULiG8EYDw8Pv/fee0eOHCkuLrbb7bIst7W1NTQ0ZGRkrFu3zmg00jRdWlq6bNmy/fv3/+EPf+jt7U1NTXU6nXV1deFweN26dUVFRfF+H8TUY1it3pIZDThf+/BsMCxuu7fSbjPEu1AEMQEShMTEJlkjpCiqtrZ2aGjowoUL+/btkySJoii9Xl9YWLh+/fqVK1fG6ohWq/WJJ55gGObUqVPvv/8+xpjjOKvVunnz5gceeECr1U6+Rkgm1E8jNKvRWzIjQee7n12ICPILDy+yWXTxLhRBXAmStibias3NzcPDwxzHTfJ4QRAuXrzY09Pj9/sZhklPT58zZ87VS6YFg8ELFy50d3cLgmA2m/Pz8+fMmXPFemzXpyhK20B4/0WNO0L6FKcNjNRIwKlERreuL/vW5poUq4G0kRIJhQQhMYGbDcI7hgThNIVUORocYVX/ljUlz2yuSTKTeiGRQEjTKDExstQLMYUomtWa0oQA3PlFi0HPP/VAtYYjFx8iUZDpE8R0gjHGiHQSTksURWuMqSIwvPHR2Y8PXRQlMr+QSBTkpoyYAMuyiVkjxBiLKlAQuYGbliia0RpTI375jY8abGbdypo8mizPTSQAchYSEzAajbElYOJdkCspihqI4KhMx7sgxC2iWY3W7HB6lbd2n+0Z9Ma7OAQBAAlCYkJWq5XneVmWEyoLVVX1BOUBHyup5LydxhiG541pjR2e1z9qCEfJFoZE/JELCjEBnueLiooQQrEsTASqqgbDYpsTDATIeNFpDkKWN9C89eCprk++bJFk9cZfQhC3EwlCYmJpaWklJSUURUWjUUVRcJyqhhhjhJAkSaP+SGOv0jSkiUikY3vagxTN6ZMiCvvB542t3a54F4eY7cg1hZgYRVEOh4Pn+f1Hznq8botRw8Rjy0AMgKCA0RDs9TC9Xk1YYhKorZb4BmiG0xrtPc6+vUda8zOTdNqEm7RKzB4kCIlroiiK4Q2HmwJdA0FrioWm4zBEBQOgYigqdFSmFUTWI5lJIMPrZd56pKF79aL8mvLMeJeHmL1IEBLXhDE+cb63qcOtcilKVAcAySFiKkGK5nSWEX/wg31NFcXpHEsGAxPxQfoIiWsKRaQvTnZEZVqjTyYpSNwONKsBjPFk00D9hf54l4WYvUgQEtfU0Td65uIQb0ihaNJyQNwWEFK8zhyIqJ8ebSVTKYh4IUFIXNOeI5cCUcBpTfEuCDGT0YyG4gyNrUNtPe54l4WYpUgQEhPz+KKHTnUxnIGi2XiXhZjJIEXzOtuwJ9LcMayqKN7FIWYjEoTExI40dHkCAsPrISQnCXF70SyPKM351iHSOkrEBen7ISaAED5Y34EwxfKGeJflTtPxdGoSb9AwEAJRRi6f5AtJibTS3GTpeNqepNFraISwJyi5/ZKiJujboCiG4UyXutz+oGAy3MRGzQQxJUgQEhNw+8I9gz6a1SZmuyhDw5o51pXzbDx3ubaqqtgXkpu7g03dAW9QRuimr/gUhEYds7jMWlNsSbdpNBwNAZBV5AvJLb2hI42j3c5I7GkZGq6tSamZY716m3VfSN7x5eCAW4AQzM0z3bvIztCwpTf06anhiPD1QmIMBUtzjPctTWvq8u+rd4nyFLcHcgxVnmdaU52ca9fxLIUB8Iflky3eQw2j7oCYiKEOIc1p/RFf54AnK90S79IQsw4JQmICPYPeQFBgNbbEnDTB0LDIoV9ZmSwryBuSVBWzDGXQMssrbOc6/DsPD7UPhm8qCykKFmXqNy9Ln19o4Vjo9kujflHFQK+hM1O0xVmGhSWWn73d1jccxQBwDFVVZF5VlRyKKG6/OP55DFqGZykAAAXhnCzDXfOTWZoqyzW5fOKRxtGvX46G2Wm6u6qSEcIHz45ObRBSEMwvNj+2JjMrVTvoFgbcgpan8zL02XadRc9tPzTgDclT+HJThaJYBVHnW52rFuTHuyzErEOCkJjA4EggHJU4qyFRpw9CmoYQgObu4N6Tw4GwwnNUWY5xbU3KinnJURE5P+0NhG/icp9m5Z+4O2vBHMtoQPqobvh8Z2BoVFBUbDawjmRNVaF5VWVyspnvHxEwxhAChqYgAE1dgfcPDo5/HklRhzyXo5FlKAigoiKbid20LK2x0+8PX96KFgIQ24YPwqn//qZYNRsW2/PSdEcaR3ceGRrxilqeXlWV/NDKjPULUy/2Bk80exKwjRTSrIKZS10j8S4IMRuRICSuhBB2ecOSgrRsAu/zgAEAYDQgNXcHPEEZAHChK4ABeGRVRlmuMTNF0zzpIKQpeN+StKoi82hAeuXD7jOtvqh0uRnTH5Z7hyONnYFjFzydQ2H0VatibAlyT0A63+m/ZgExAAAMe0VJRnOyjXdXp+46OqQi/FXZbwsIQUWeaW6uqd8lfFTnbB8IAwACEWX/aVdxlmHZXFt1kflCV8CXeJVCSFEYUC5POCrIWk0iNsgTMxgZEEhcSVZUtzcMKW56jReNiOr5Tr/bL1kNbIrlJiK8MFO/rCIJY7zzyFD9Je9YCo4JRZWz7f7AV/W5ycMAOz3CsQsemoKrq5Nz7LqbfYabpdPQBQ6dTkN3OcODo8LY48GI0tYfUlRclGnQaRJzJTNIUWxUVIZHg/EuCTHrkBohcSVFRaGIlJjDZL421qQ4bsiKKCFJQQZtrOVyshaVWFPMfLcz0tDmm2R3Hbx6nMwExwAAgCirRxpHV1Ym59j1tXOT+l1RaXJrh/MslWPXsezEx0ZFNOgWhKsyW8czNjOnIjw4Kkjj3ousoqFRQVZQkpHVcokZhABSjKIiXzAa74IQsw4JQuIyhHEoLGp4FiEsSAqkmETtIAQAjGte/Kq5koIwPYk365lgVPEGJ9v0x7NUbrqOY6me4ciI93L3HoRAw9Hjww5jIIjquNfEAACeo2zmcZsHYeAPy2PdbxgDCCHH0L0j0T0nhp+/L2fFPNvRptGuocgNm0YpCPPSdd95INekn/h2ZMQrvrWvv7ErcMXjOp626jmEQDiqjB8thDGIikhSEMfSRj1DQYgSbPAoBABCSlbQiCciySpZgJu4k0gQEpd19Xve/LhhzeKC8sI0WVEnU+lJHBxLFTn0q6pSTDr2Qpen3zXZWoVBxxh1LMLYF5Il5XI2WI3clhXpOv7ra7Gs4vcPDrj9fzTde8Eca1aqduxDVQUvf9h1sefrlj0IAE1BWUaHzrkXllhKc4z3LUn77UfdNywVBjgiqL3DUYN24kT3BKSQMEFTLUNDDU9hgBUVX9EXqSKsqJhnIUNBAG9nR+Utg8AfFN746IzTHagucxRlJ/McuUARdwI5zwgAABjxhF5+53j3oHddbVEgLAbDIk7EK+U4EAAA5mQZHlubKYjIoKULHYb8dL3TIxxocHmDk12ghGMohoYYg/HJoePpZXNtFgMLAIAQsAwFIWho83kCcqwiFbtLkBTkD32dRgpCyrgVwsZuJDAAowHpk+PD+Rn62vKkE83exmsPsbn8JRj0u4VXPuq+1t0IRkBSJmjFhRDAsZC76gcYqwQm8h2OrKDmjuGOvtGcDOuiiqy7FubPLUpj6OnUV01MRyQICeDyhl9+53hjm/P5hxZmpJj+482jrd1uDLQA4MRtHcUAAJBl16ZaeYwxhFBS0Nl230d1znPt/slPD5BkpCiIooCGo+BXGTLiFX72dhtDQwCA2cC+sDEnI1nLs9RYtsSaRps6A6/u6RlfIs+4KuP4pkdVxY2dgYZW/7IK24bF9r6RyA0LhhCOild2Ad4Qjr1u7IcGr6z3xSIQJeRynhgAjDFNUTwHwxGpuWO4o8995EzXgvKstUsK5+Sl6HUclcgZTkxnJAhnu2BYfGv32ePne7feM6+iKO132082tTltFu3g6E0PkrzzWvtCx5o8YUGRVez2S/0jUW9Qkm9mklwwosSm9yWbOR1PxwaYSAoea+FMNnNRceLoiIqq0yNO+Kmr+cPywbPuykJzea5xfpGZuu5wHgiASc/OzTNx1xgsExHV1r7Q1V2hsoIEEUEIefbKF2BoyDGUrOBQVMEJ1kEYg5Gq5ZnsdNOF9mEAgCipHX2jA8OB4+d65pdmLJufW16YZrcZrv+tI4hbQIJwVlNV/N6n5z+va3tgZem9y4rf+Ljh+Pm+ZzfX9Dl9733eHO/SXRcEAIB+V/TgObc3IGEAEAa3sLKapKD2gdDiUmuhQ5+exE84we7regiEYFzT6A0K+MeHqCpu6gqcvOhduyBlZVVyc/f1JglACHPSdN/ZlGs1TDxYZmhU+O1H3aeDviseFyTkC8s0BS1GbnxgUBQ061mWoXwhMSKqCZmDACPVbOQXz8tu7hiJRTXGICrKPUPeAVfgaENPWX7qigV5K2vyU5L08S4sMaOQIJy9REn56ODF9z9vXDY/9/7VZdv3NR2q73xyY9WWu8s/2H+BhgirCmS4Gz9RXGAAAEAIKAq6qSrg1U40e9cvSM1I1q6tSR0cFQNh+cqnu2qE6mRqVFcfEozIHx4dqpljKcsxMtet1mCMh9zRj+qc+mvM+fMF5QH3BAOCwlHF7ZcYGjqSNTxLjc2v4Fkq265lGdgxGA4LN93ieidghJFsM2vnFtnNBt4XvDwJkqYpvZajIJRk9Xybs3fId+J837qlRYvmZZnJ8tzEFCFBOEvJirr/RPubHzdUFKVtXFmy90jLnsOX7l1evGl1mU7L2W0GLc/KUphP2CCcOn2u6Of1rq2rHWtqUkKCsv+Ma8AlqF9VLvUahmGmpi0OYdA7Ev34mPOxNZmlOdfb7vjy+JpjzmvFpXqNwTIRUW3vDwXDSkGGviLfdOyCJ/ZGCjL0VYVmVcXn2v2haCI2eiOkUEDJtNtSkwwpSYZYEFIUNBs0W+4uL81PpWhIAQgAoGnKpNeIkoIwJr2GxJQgQThLnWsZ/O8Pz2SlW57bsqC+qf/dT8/ftbBg272VVpMWAJCVZjHoeU80yOus8S7pNUw0of7WqCr+7NSIPYlfW5P64IqM8jxTa1+oayiiqCgzRVucaUi18BCAqIDAV9MOYk2jZbnG723JG/9UEVHdf9rdOxy5VrkEST3aOLqwxFKea7r+iB6Ewa0MlsHgfIe/qSuwqNT6+N2Zdivf54qmWLjVVSm5afpTLd6Gdr801ZtdTAmkygyllhbYU5MMGammth43y9A15Y4+p697wPvAXWVZaebxx0MKkhQkpgoJwlkHIXyp2/XSH+oMWu65LQt6Bn3vf964sDzr2w8ttNuMsWtLpt1kMWqGvSGMVEgl3NRmDLAoo5CgCJJ6C/2CV/OGpDc+73P7pbU1KUUOw5wsoyCpGAOepSAEYUGpaxq91B+MzZ1AGISjSiiqJJu51VUp458nGFWau4K9wxEMgCijUFSJXBVmg27hwGl3qoVnGSoUVad8Yrs7IL1/aEDL06U5xifWZomyyjIUTcPzHf73vhhweSc7uucOQ4qkYfDcQrtRz6fZjBQFdVp2/dJiRVV/v+v0R4ean928wKhP4MVviemMBOHsgjFu7Xa99Ic6QVL/ZFPN0Ejg9zvr5+Sm/Mkji+w2w9gdtl7LzS9xXOppUuRoAu7Nqyj4RLNn2CMOuKNT0uOFMRj1SzsOD5686C3NNjhStDoNjTEQZdXpkVr7gn0j0eBXa42KEvr4mLOxM3B1hUSUcWyda4zxqRavLyi7/FcGj6SgL866RnyiTkP3OCOCNMX1M4zBpb7QKx92zS+2ZKZoGRpKMuodjp7r8A+4o4m2oEwMRqoqhTMdpoxUM0NTWWlmnmNsZl2Ow5qfaXV5w4dOdaYlm7bcXU7mFBK3AwnC2WXUF/nPD071OX0/eHIZAOC/dpxKMume27IgJ8M6fiQkhPC+lSXvfdqoCOEEDEIV4R5ntHckihGYwit7RFDbB0JdQ2FqXKMbwkBV8fhXQRh3DES6hiaYC4jx5fJgDPpd0cFRYcLSBSPKqRYvhABNafnHKCruHo70u6Nj70NFWEWJOWkCAACQKqtioKKo1KTnKQrmOpI0HJNqM6SnGC1G3YNryp3u4Dt7ziVbdKsW5pMWUWLKkSCcRfxB4eV3jrf1uJ/fsjDZov/lm0d5lvnzp5cX5aRcPTdrTm5yaX5yS38Qo+QEbB1FGIPrVgV5lmKZG9QeMMaChNRxjauXl5i50TBUhDG6UUUUY6Be+3nUqWjRvf6ry8qVq6wlJoyxLIb0GlheaOc5BkKQnW42GTRpNmOKVQ8hSE8xPXpv1b/8/tB/7zptM+sqitOm1/p/ROIjQThbeAPR/951+vj53ofXVdhthpffOQ4w/vOnl8/JS5lwrwaapjatKW959Uhito7e0N01KeW5putvQxERlF11zt7hSMJWlWYDpMpieLSkIKm8wB4LOL2WK8lLyc6wsAwNAKAoWJST/PyWBS+/e/ydT8/brHpH6vXG3BLEzSIN7rOCICq7Dlz46ODFe5YVlxWkvv7RGedo8NktC6pKMq7T6bK0Mic33SSE3HeyqFMotvDmdf4AOMFsP+LOwooU5ihl2fzctJTL8abh2EUVWSV5qWMH8Ry9aF72tnsqW7pG3tlzVhATcQYIMX2RGuHMp6jowMn2nQcurFqYv3pRwR92n+0a8P7w6WWL52Vff7ObZKtueXVux64GRQoz3DRby+NAg/vIec/1m9AQxhEhQZdZmSWwqspRn8OmW19bNFZ95zi6qiTDatSOP1LDMWsWF/QP+z492pqeYnpo7VyyNwUxVciZNMPJinr4dNfvd9aX5KXet2LOh180X+pyvfDwwhU1+ZobXUdYhl6zuHDP4Ra332m05SZgT+F1CKIqXL8XkWlEPuAAACAASURBVIg/LIshDgoP3l2dlmwce5Sh6Zx0K01feRdj1PMP3FU2MBLcsa8pLdm4siaPJoNIialATqOZDGF8pnngt++fNOk1D95dvv9Ex8FTnQ/cVbq+tlinmdQG9MW5yRtXlchCQIpeuQcsQXxDSFXF8EhZnm3tkqLxw7UgBAxDXT0iBkKYabc8/cD8JLPunT3neoa8d7a8xIxFgnAm6+rz/H5nPQTguS0Lmlqd+4613bt8zqY1ZZOfmMzQ1NObavIdFiE4gtTJbvtOEDeEERKCLg0tra8tTrFOtuGdpuGcvNTH7qv0BaOv7qj3+G+8oRVB3BAJwhmre8D78rvHg2Hp+YcX9g75dh9uuWtRwVP3z7+i6+WGjDr+h08vN/CqEHTdpqISsw+WxZAijNZW5axccHMtnDQFF83N2rS67GzL4JsfN/iCEyw+ThA3hQThzDTkCvyf9080tjkfuafC64u8tftsaYH9W5uqU5IMtzAHq6bccc+yIjE0IkWu3PeHIG4BUmQxNJKRrP32QwuTLLqb/XKtlltfO2f14oLdh1sOnuyUFdIZTHwjJAhnoEBIeO+zxlMX+h/bUMkx9LufNtpthucerMlINd3aRGQtzz6xsSo/0xL29isSaYwivhGMVCHkNnDy/9i6OD8z6RZOSQiAzaLbtr5yXnH6+5+db2x1Ju6qOcR0QIJwpokK8gf7mg6d6txyd3muw7p9X2OSWffnTy/PdSR9k/U4HHbz/3x2pc3ERPxDpLOQuGUYIzHsAZLn/lUly6vzbvmchBBk2E2P31el1XCv7Trd1e+Z2nISswoJwhlFktVdXzS/9+n5BeWZiyqy3tlzTpTUFx5ZWJqX+g1XK6YgXFCe+cOnlzM4EvENTlWBiVkGy9FANDhUUZTy6IZKg+4b7XZJQVhWYN+ytryt1/2HT866POGpKiUx29A/+clP4l0GYmooKvriZMd/fXAqLytp0+qy9z9tbO8bfeGhhbVVubGlqr4hCGFmmlmW1fMXuxQVsbyeLPlI3BRFjET9/aW5lr/903WOVPM3P3tomkpLNqgq3nvkkl7LF+cmM1NxqhOzDQnCmeN0c/+rO+pTkgxP3T//4MmO080D39pUs25pkXZyUwYng2XogixbMCw0tnRDSDOcjmQhMTlYFiMRX19hpv4vnltZnJMyVScOxzKZaWaXN1x3rict2ZDrSJqa5yVmE9I0OkO0drt+++4JAMCzDy6ov9B/pKH74fUVG1eV6L9Z69PVbBbdnz5Wu2VNacQ/JASn6zKkxB0mi5HQaE+qmf7+Y0vnFqZN4e0ThCDVZnhiY5XVqHnjo4aLnSNT9tTErEGCcNrDGPQO+V5594TTE9p6T+WlzpFPvmxZXp374JpyvXaKUzDGatJ+97El99bmi4GBaGAY4yneWpaYYRQpEvH2263M//Mnq5dU5kz5umgQgNwM62MbKkc8odc/PDMwQlZBIm4OaRqd9ryByKs7Tp1rHXr6gWqAwZu7G8oL057fstBuu5Upg5Ok5bmS/FR/MNrS1oswYjk9hOSmirgKxpIQDHt789O1f/H8qiXzsq/e+XJKUBRMtuhZhtp3vB0hUFaQev0F5QliPBKE05uiov/aUf/FqY5t91YW5yT/1wf1Nqv++4/X5mRYb9MVJwZCYNRr5pc6aAo0XOiUJIHTmEl/IfHHsBDxhj29OWm6//fFu6tLM27rGtkcS+c6kjz+yJf1nTarvig7+fa9FjHDkCCcxkRJee/T89s/a1y9MH95Td4r7xyXFPX7T9SWFaTe1hSMgRBoeba80E5BfLG1NxwOsryeosl+JgQAsfmCoVExMDC3IPl///m9Jfl34pzkOSY73dLYNtTQPFCUY0u2koHNxKSQIJyuZEX9/Fjb6x+eqZyTvra26N2957sHvM9vWbhkXvY3nDJ4UziWLsu326z69u4hj8dDMRzNau7YqxOJSZXFiG9IjbruW1H0f7+wOjvNcsfiSK/lzAbtl6c7+5z+sny7yUDORuLGSBBOV/VN/a+8e8JhN39rc83BU52HT3c9+2DN+mVFGn7KJktMEsfSc3JTygvtLR2Dg4NOjMkUw1lNkcKh0S5VCnxn26IXHlqUbLmjWzpTFLTbDAxN7T3SCiCYW5g2JZNoiZmNBOH0gzBu6xn99zeOsAz94qNLLnQM7zrQvGlN2SPr592mYaI3RFHQbjMuqshyuny9/YOiEGV4HUWRZtLZBSNVCntD7s7MFN3ffW/dlrvjs4k8Q1PZGUmjvsiRM91pKabcDCu5LSOujwThNIMx7uwbfemtOrcn/NyWBf6Q+N8fnlkwN/OpB6qTzDe9iv8UghCYjZpl1XkGPd/d5/SMugGAFMuR0aSzhCKGI74BOTKybmnhj761srrMEcf44Vk6I9Xc3D5c39RfmG1LSSJNFMT1kCCcZnyB6G/fP9nY6nxh62KLUfPyO8dNRu2L2xZnp1sS4VedY+mygtSKorTeQXdf/6CqSAxHqoYzHUbR4EjI22vR4794btW3Ntc47Ka4n41mg8Zi0h440d7r9JUVkM5C4npIEE4n4aj03x+eOXKm+4mNlYvmZv9+12lPIPLDp5aXF6XdgSF5k0RTVFqyce3SQpaGnT2Dfq8LAIpieEiRquFMgzFWpUjI0wslb3Vp2t99b/2y+bk8lxB9chDCFKsBQvDZ0Vathp2Tl0o6C4lrIUE4bYQj0s4DF3YdaL57SeH62uL3P2+80Db87IMLllfn3slhopPEMvS84vSSvFRBEPsGBoRoGEKKYljSUjpDYKzIghAcloJD+Rm6ZzfXfP+JWkeqOd71wD/CMFRWusXjjx4725OebMrJSIhWEyIBkTar6UFR0NGz3W/tPltVkvHAXaUHT3V+Vtf6yLqKuxbmJ+x9LsfSi+dllRWkHjvX+7vtp7oHe6iQQWtJY1kdINej6QwjJRpwi2EXQ6uPrJv7+H1V6SlGOiFr/Baj9tF7K7v6Pe/sPZdpNxdk2+JdIiIRkRrhNIAxbmof/u17J1Ks+u9sW9wz5HttZ/3covRnNlfb7uzY9JsFIeQ5piDLtmJBHkDIOeIO+NyqqlA0ByFFbs+nG4xURYr6Q54eDoSqS9P+vxfXPrx2rtmgoRL4R2nU8zoNu/vwpVBEKs1P1cVpZDWRyEgQJjqEcVu3++V3jqsIfWfrYpqiXttZbzVrv/vo0qzEGCBzQxACo45fMDezqsTBMWDIORzwjqqqTFE0RbOkdjgNYIxUWQx7hYCTVv0LyuzPbl7w3EML8hzTYGYCRcGUJIMoK/tPtJv0fEF2cgJ2JRDxBTHG8S4DcT39Tt+v3j7W3DHy/Sdq5xWnvfSHuo7e0e8/UbukKieRb8OvJSrKPYO+9z9rPHCiIxhRGY1JY0yhWW3iX09nK4wREsMeMeSmgFSUnfTMpuoFc7MsRs30+pGNeEL/8l+HhtzBHz69orosY3oVnrjdSBAmNG8g+tqu+j2HW5/bsuDuJYXbP2/88EDzkw/Mf2RdRVymKk8VFeHGVufbe86eaxn0BmVKY+F0VprVUBQNALlCJQSMMVJEWQiKIZeGRQVZSZvXlN+7rFjDT9cT79ylwX959cuMVNMPn16elmwiUUiMIU2jiSsclT482Pz5sfYNK+Y8sKq0vqn/3b3nl1RmP7J+ntk4vSdFURCmJRuXV+eVF9rNet7v93pGR2QxghCCFE26D+MKI6TKQkgMueXwiJ6N1lY6Ht9Q+a3N1TVljoQdmTUZsRUn9h1vxxgX5SRP30QnphypESYoUVL2Hrn0nx+cWlSR9T+2Lhn1hf/l91/qNNwPn1k+LTpmJk+UFJcnfPhM184Dzf3DAUmlWI1FY0iiaDL18I7CGGGkSlG/GB6lsGTWs8vm5zywuqwwy2bQcTPjlPP4I795+9ix833/89mViTnviIgLEoSJSFHR8XO9v3zjiD3Z+MOnl5v0ml++eaSz3/Onjy9dVpUb79LdFhgAfzB65EzXZ3Vt7b2jnoAIWSOrtTCslqJZSFGkyfR2wRipiqoIihiUoz4thxyppsXzsh9cU56VNgP3mGztdv3s1UN6Lfejb63MSrfEuzhEQiBBmHAQxhfahl9577gkqX/6eG1OhuXdvec/+fLioxsqH1o7V3vHN5e4w4IR8WLHyOnm/oaLgx193qhMAVpLc3pWo6doDgJIRplOCYwRVlVVjspiCClRCkXTbLqq0ozqUkdVSUaazXBbN9GNI4zB3iOXfr+z/q6F+U89UG3U8/EuERF/pJU8sWAMBoYDb37c4AlEX9y2pKwg9WhD9+7DLYvmZq1dUjTjUxAAYNTxiyqy5pdk+MNCR+/o53WtJy8MeP2BUBBQrJ7XWRlOBykaUtO4syqOMEYAqaoiSVG/LARoqBi09Jzi5PVLF1SVZiRb9VqemXm1wPEgBMvm5zZ3DO8+fKk4N2XVwnzSQEqQIEwgGAO3L/zO3nMX2p3fenDB4oqsQVfgwy+a7UmGR+6ZZ7cZ4l3AO4dl6WSLPtmiXzwv2+UNH23oPna2t6Pf7fL0hwOQ4owMb6BZDUWzkKJJNfG6MMAAY4RUGamSIoZVMQiQYDNrMrOt80szVi8syMtMYtlZdGNhMvD3rypt7hh5e8/ZTLu5ODd5Zmc/cUOkaTSBhCLSB/sat3/etL62+ImNVTQFX91Zf+J83zObqtctLZqpTVWTJEhK76D3Urertdt9sXOkZ8gflaGKWUhzNKulOQ0dW62G9CYCAADGGF/u/JOjiiwgRaCAxEIl2aKdk5dSkpdSkpdSmJ087aYDThVZUT+va/vd9lMranKfe3CBxaSNd4mIeCI1wkShqKjubPfuL1tqyhzb7p2n13J7j17af7x97dKi2vm5szwFAQAajinOTSnKSRaXqqGI2D/sP9XUf6qpf2AkEI4GokGEIMPweo430qwGUgykqFm3wDfGGCOMVVWRFDEkCSGsCDwLdTxtS9bOK86pnZ9blG0zGTU6DZuYS4PeMSxD372ksHPA82V9V3lh2t1LCumE2b+FuPNIjTAhKAo6d2nwl3+oM+n4Hz6zPM+R1Njm/MXrh7U8+6NnVxZk2cjv6IQQwgMjgcZW5/nWoe4Bj8sTHvVHBBlDRkdzeorh6VjbKcV81YIKZk59MfarixFCClYVhBSkSEiOqHKYBorFyCdb9OmppvICe1VJemF2slYz8zuYb1af0/e/f3uAoan/61srZ9isJOKmkCCMP4TwpW7XK+8ed/si3310yZJ52b5g9P+8f/LcpaEXH12ybD6Z7XRjGGNvIDowEuh3+rsGPB19nv5hn8cvyCpUMa1iClMsTXMUwzGMBtIMgDDWszhd+hcxRrH/YYwxUpEqqbKoKiJGMg0VGqgMjfUaJiPFmJeZlJeZlJ1myUwzpyYZuNnU+XezFAV9Vtf6ynsn1i4peuqB+VbSQDpbkabR+Bv1h3fsa+oZ8n37oYWLKrIAgEcbehpaBu9ZVry0Mpuk4GRACJPMuiSzbm5RmiyrUUGOirLbG+4a8Hb0jrb1uodcwbAQEQQ1LKoI0BTD0wxPMzzF8LFdEiGkAIBf9TLG1+UePowRxjhW50OyqKqSqkiqLAAk8yzU8oxGR1uMfJ4jpSgnuTg3OSPFpNdyWp7lOSZxNmpOZAxD1c7POXdp6LO61opi+/LqPPLrNjuRIIyzUET85MuWhpaBTXeVrq8tpmmqrdv9yeGWLLtlw/ISjiU/oJsDAeBYmmNps1GTlmycW5QGAMAY+ILRrn5PZ7+ns2900BUIhsVQRApFI+GIJMgIUAykWEixkGYhzX+9zFssICEFIYSAghT1x9VHCK71wVeuam8ZewBjhAFAGGGMEcAIX/6DAVIxkjGSkSpjJAFVYmhg0HI6A6fTckadNdmqz0m3FuUk52Um2ZMN3HRe9izuLEbtI+srOvpHP/mypTArOTPNHO8SEXFArrPxFInKB453fHzw4sKKrAfuKuNY2u0N7zp4we0JP/r4vJSkhN5rcBqBEFhNWmuZo7rMAQAIRyVfUAgEBX9I8IcEXyDqDUY9vojbF3b7Ir6AV5BUjCHCEAGAMYUwxBggDBGAAEAYWxkcUl+FJYyF4IQ9TBhjAGLVOxxbyBpgjJGKAaIApiCgIIYQUwBTMPYHMDQ0mbhkiyHJnGQ1aZPMOptFZzFqTXreaODNBo1JzzMk/KZOYXbyprvK3vj4zL7jbdvurdSRztTZhwRh3CgqamgZeOPjhsw088PrKmwWvaKg+gv9X9Z3rVtaVFOeSVppbhO9ltNrOUeqKfYhQlhRkayosoJkRZUkJRSVgmHRH0vKYNR3+R+CLyhEBUlWFYwxQhghgDBWEb4cdxjEhq/EnjaWixQFAIQUBBQFIYQ0hBQFGRryPGvQ8majxmrSmA0ak0FjNmjMRo3JoDHqeR3PsizN0BTL0AxDkTPhtoIQrKzJO3dp8KODF8sL7dWlDjJIe7YhQRgfGOPOvtF39pzTaZmn768uzLIBAPqHfXuPtGanWe5bWWI2TO/9JaYRioIcRU9yUImsqMGQKCqqKMqCpEqyIkqKoiKMsapiVcUIYwAABQFFUxAAhqEoCvIcw7EMx1A8x2g1nE7DzvgFXKYXs1F738rSxrbh7Z83ZdrN6SmmeJeIuKNIEMYBxnhgOPDW7nPeQPRbD9ZUlWQAAMJR6bO6Npcn9PSm6oJMW7zLSEyMZegkiy7epSCmGISgvMC+cWXJB/uajp3r3biyZFrv90ncLNICEAf+oPDRweaTTX0bVpYsm59L0xRC+EL78BenOipLMpZW5ZAhfwRxh2l45r6VJbkZ1n3H2gZGAvEuDnFHkSC80wRROXy6a/fhluXzc9cvvbyOttsX3nvkkqqi1YvyyXL4BBEXKVb9Q+vmur3hL050RAQ53sUh7hwShHeUqqLGtqEPDzYX5SQ/tqEy2aoHAEiKWn+h/2zL4NolRaX5dop0HRFEnFSXOmrKMz+ra21qcyoqindxiDuEBOGdgzDuHfK9tfucrKBnNtXkOqyxx12joS9OdqQlG9cuLTTouPgWkiBmM4OOX1dbDCHcsa9p1BuOd3GIO4QE4R2CMXB7w9s/b2zrcW+5u7y80B4bNCjJ6tGGnn6nf11tUZ4jKd7FJIhZDUJQXpB695KC863Ok019sqzGu0TEnUCC8A4JR8V9x9qONnTfu7x41cJ8lqFBbBJF/+j+4235mUnL5ueS8fQEEXc8x9y/qjQvM+nAiY5BFxk1MyuQILwTVBU1XBzc/WXL3KK0rffMsxgvr+0bjkqHT3cPuYOrFxXazGRQPkEkhPQU0wN3lfY5fSca+yRSKZwFSBDedirC7X2j7+w9b9BrnnqgOjXp8kbzGOPuAe+h+s6q0ozKknSymAVBJI4l87KKc1L2HG7pc/rIDj0zHrn43l4Y4yFX4K1Pzo54Qo+sm1uQ9fVM+agoHzvfKyvq3YtJdZAgEotBr1m9uMDtjew73h6OiPEuDnF7kSC8vUIRae+RS2eaB+5fVXLFzoK9Q/7TF/oritIWlmeRGfQEkVBoCi4oz6wqSf/sSGtnvwchUiucyUgQ3kaSrB4717PveFvt/JwH15SP3yJcEJW6hu5QWFy7pEinJavdE0TCsZq0G1eVYogPnOyIRMn8+pmMBOHtoqioqX347T3nMlPNj26oNI1bRBth3NE/euRMd2lBamlBahwLSRDEdcwvyaityjl9ob+1x41JV+HMRYLwtsAYDwz73/z4TDgiPby+IifdOv6zkah07GzPqD+yvDrPqCMLqhFEguI5ZtNdZYqKvjjZHo5I8S4OcbuQILwtgmFxz+FLl7pcD62bW1OWOb4LEGPgdIeOnOkuzU8tzU8lvYMEkciy0y1Lq3IO1Xd29HtURBZdm5lIEE49SVbrzvYcOt25ZnHBvcvnXLHRnaKqTW1OfzC6qCKLDBYliATHc+yyqhyWoT+vawuRSuEMRYJwiqkqutTlemv32TSbcev6eVfvrxsMi6ebB9KSjUvnZZO5gwSR4CAEJfmp80szjjR0d5HhozMUuRBPJYzBkCv45scNoYj0yLoKh9189QFtve7eIe+C8sy0FGNcCkkQxE3Ra7kNK+ZAAL483RUVyfDRGYgE4VQKRcQ9Ry5d7Bp5eN3c6jLH1f1/EUGqbxqAEJCVRQliGqkoSl84N/N080DvkC/eZSGmHgnCKaOq6MzFgX3H2pbMy7p/Vdn4WYNjBkYCJxv7SvLsmWlXVhYJgkhYHEvfv6o0HBZPnO8VJSXexSGmGAnCqYEw7hrwvr37XJJF9+iGKpNhgkkRoqQ0tw+PeELVZRk6Ddl3kCCmk/wsW2VJxmd1bcOjITKlcIYhQTgFYnsNvr3nrNMdfOju8ux0y4SH+YLC0bM9mXZzYXYymTVBENOLTssuqsjy+CMnzvdKMqkUzihMvAswE4iycuhUZ11Dz/13ldZW/dGComMQxkOuQHuPe9WCvIwU0xWflWV5cHDQ4/EYjcb09HS9Xh97XFEUp9PpdrtZlnU4HGazeXzPoiAIg4ODfr8/KSkpLS2N56dmbr7T6XQ6nSzLZmZmms2Xm3Axxi6Xa3BwEEKYnp6emvpHC+IghJxO58jIiFarzcrK0ulufVpIIBBobGy02+2FhYXf6G0QxJSiIJxXnO6wmz+ra121MH9sGxliBiBB+E0hjFs6Rz46dHFuUdq2e+bpdRO3eSoKutA+zNBUTVmmhv+jb7vf79+xY8eXX34piiJN0+vXr3/qqacQQv39/R9++GF9fb3X66VpOisra+PGjStXrtRoNBjjrq6uDz744MyZM+Fw2Gg0Lliw4PHHH7fb7RMXEiGEEMPc4Mcty/Inn3zy0UcfiaIoy/KcOXN+/OMf63S6UCi0a9eugwcPulwuAIDVal21atXDDz9sNBoxxqOjo++//35dXZ3f7+d5vqio6MknnywrK7ulbydwuVzvvvtubW0tCUIi0aQlGxbPy9qxr+lix4jNoqdJu85MQYLwG8EYD7uCb+0+S1PwyfvnJ1v11zoyHJUudbuSrfqyoiuz6syZMzt37ly3bl1VVZXb7TYYDACAkZGRl19++ezZs/fcc09paWkgEPjss89+/vOfMwyzatUql8v10ksv9fT0bNiwITc3d3BwsLe3NxQKXR2ECKHR0dELFy5otdqamprrZ2FHR8fPfvazNWvWrF+/XhTFwcFBiqIAAO+///6rr756zz33bN26VZblurq6l156CUL45JNPiqL4+uuv79ixY/PmzRUVFaFQqLm52e12X+vb5fP5GIahKMrn8xkMBrPZLAjC6Ogox3FWq5VhmNTU1IcffjgjIwNjHAgEAAAcx3m9Xp7nrVZrrDwEERcQwvW1xZ8dbTvZ2FtTnmm4xl0vMe2QIPxGIoL84cHm863OP3lkUdl1l88edgeH3cHSAnuSSXvFpwYGBiKRyLJly6qqqlRVjdXempqaDh48+O1vf/uxxx7T6XQIocLCwr/6q7/avXt3RUXFgQMHjhw58pd/+ZcbN27UaDSKogiCoNVe+cyCIJw4cWLXrl1ut3vbtm2qqvb29sry1xOhWJbNzs4eS0en09nf319bW1tbW0tRlCRJHMeFw+Ff/OIXmzdv/sEPfmAwGDDGK1asiEaj27dvv//++2PVwaeeeuq5557jeR4hdM8991wrbiVJ2rlzZzQaDYVCbW1tWVlZa9eubW9vP3r0qE6n27p16+LFiyVJampqwhhnZWXt37+/t7dXo9GcO3eO5/mHH3548eLFHEeuPkTcZKdZFszNbGofdroChTnJ8S4OMTVIEN46RUWnmwd2H25ZNDdrzaIClqGvdSTGoGfI6w8L80szrp4+WFxcrNFofv3rXz/55JMVFRUWi0WW5ZaWFpvNtnjx4lh/IU3TRUVFlZWV58+fdzqdZ8+eNZvNVVVVsfBjWZZl2XEvhyORSGNj46efftrW1lZQULBt27bKyspwOPwf//EfTqdz7MikpKSf/vSnVuvlNcHz8/NLS0t//etfS5K0dOlSm80GIbx06ZLT6VyxYoXRaAQAQAiNRuOmTZu+973vhUKh/v5+v9+/fv16jUYTK+dYB+cE3zFFqaurq6+vX79+fUlJyfbt2z/77LMFCxbMnz//0KFDr732WmlpaSQSOXHihEajWbBgwdmzZ3ft2rVmzZry8vKDBw/+6le/yszMzMvLu4UfFkFMCYqC9y4rPna2p6ljONeRxDCkiWImIEF4izAAA8P+Dz5vSrbon7y/ynJVPW88QZQ7+jw8yxRkJV392fLy8hdeeGHHjh0///nPCwsLt27dWlZW5vP5jEbjWEQBALRarclkikQi4XA4FAqlpaVdXQWMkSRpx44db775ZklJyfPPPz9//nyLxQIhpCjqqaeeikajY0fyPD8+txwOx9/93d+9+uqrv/vd7z744INt27atWbNmeHiY4zibzTZ2GITQYrFgjBVFCQQCJpNp8qNjaJouKSn50Y9+xDDM6OjogQMHtm7dumjRIqPR+Pbbb48vGwBAVdXc3Nzvf//7WVlZdrv9N7/5zfDwMAlCIr7yHNaiHNuBEx2rFuRbr/uLT0wX5HbmFgmi8uEXzT2Dnsc3Vt2whcQXiLb3urPTLSbDBL82er1+w4YNP/3pT5988smenp5///d/7+npYRhGkiRRFMcOk2VZFEWtVsuyLEVRgiCoqnqtV8QYS5IEIdTr9Xq9PlYNpWmausr4r6JpeuHChf/wD//wZ3/2ZyzL/vVf//W5c+dYllVVVRCE8UfGxvXECIKAJr0qP8MwOTk5qampWq02JyfHZrM5HA6WZU0mE4Tw6i3f7HZ7fn4+x3GpqakQwiuKQRB3nkHHzy91NLU7O/s8Kll6dEYgNcJbIctqXUP3nsOX1tUW11bmUDdaLM0TiHT2eR5eV6HlJ/iGK4pCUZTD4XjooYcAAD/72c+6urqysrI+/vjj9vb23NxciqIwxoOD8R2SvQAAIABJREFUg62trSUlJRkZGQ6H48SJE0NDQ5mZmbEwk2U5lnMAAJ7nN2/enJGRsXfv3l/96lfV1dUbNmzIzs4WBOGNN94Y3zRqs9n+/u//fqzXTVEUCGFSUtK6detKS0uXLFly/vz5e++9V1XVixcvLlmyJPb8oigeOXIkOzvbYDDY7XZBENra2jIyLrf6qqqKMb7OqJyx9KUo6obrzEEIY8dACGMdqNc/niBuN5qmKgrTzHr+4KmOsoLUCdeQIqYXEoQ3DWPc0T/65scNWemWTatLtTdaI0aS1e5BnyApmWlmhp6gH7G+vt7lcuXn56uq2trampSUlJGRERsk+dZbbzEM43A4QqHQ3r173W73M888k5KSsnr16gMHDrz++uuyLKekpAQCgY6Ojtra2uzs7NhzmkymNWvWzJ07t6Gh4fDhw7/85S/vv//+VatWvfDCC+NrmSzLjm8abWpq6u3tzcvLY1m2paWFYZj09HSHw7Fx48bt27dnZ2dnZ2fLsnzu3Ll333332WefNZvNOTk51dXVv/jFLwAAaWlpkiR1dXVlZ2fPnz9/Cr7XBJGQ8jKT8jJtp5r63L55mXYLWTZ4uiNBeNNCEemTQy0uT+jHf7I6z5F0w98BQVTaetxWozYlyTDhwU6n89VXX1UUBSHEcdxjjz1WVlZGUdQPfvCD11577Z/+6Z9omo4NUXn++edXrFjBMExNTc2LL774zjvv/O3f/q1Go6FpOjs7e9GiReOfFkJot9vXrl27aNGihoYGnU7HcVxpaen13loo9Prrr4dCIYqiotHoM888U1tbS9P0j3/843/913/953/+51irrKIoW7ZseeSRR1iWTU5O/t73vvfrX//6b/7mbwwGA03TRqPxu9/97rVeItaaOlZCiqJiH479I/ZgrNY4VseNPR6bd3GDbzdB3H4GHb94XtZrO0faetyOVDNZQH+6m6BXhrgOFaFDp7p++caRe5fPeeGRRRMuInOFEU/o73+zj6aov/7OGrttgtUo/H5/S0vLwMAAACAnJ6ekpCRWS1NVtbu7u7293efz6XS6goKCgoKCseVjZFnu6Ohoa2uLRqMWi6WwsHD8RIirYYxv+OsajUZbWlq6u7sVRUlJSamurjaZTLGvdTqdsQmCHMc5HI6KioqxoToIob6+vosXLwYCAa1Wm5ubW1RUFBtEegVFURobG1mWnTt3rvr/s/fe8XHUd/7/fKZvr9JKq7bqktVl2cYd29jYYAOmGkw17QgkJJBcyC+5R8jxzd09crmQwIUWDgIJxQYHGxdcsI0rLiqWZFm9rlZltavtbdrn98eAImxZlo2ssprnQw8/1qvZmbd2Z+c17/fnXXi+s7PTZrOVlZXJZLLe3t7W1tbZs2cjCFJbWxsbG5uYmNjQ0BCJRMQnBwYGzp8/n5ube0FTGwmJSaGrz/2Df//sxoVZT9x9HUVcMmNcYlogCeEVACFstw3+vzcPqhXUv2663hx7Yae0EWm3DT73u52luQk/27SUJqPfBReXM2tra4cXLCIIQtN0UVGRJGMS0QHPCz/7n108L/x/T6wY8QZXYhoR/dflccQXiHyws6rP4XvoltlxxjGN1RUEOOgJcpxgjlHPBBVEEARC2NHR8eGHH/r9/uHPGwwGo9EoCaFEdIBh6HVFKR/tqnK4ApIQTndmxKV5XOB44Whlx7HKjpsW58wtTBrj+AhBgH0OP0Gg5tiZMo8eAFBYWPirX/3qguoOgiDi4+MnyyoJiXGnJMf8/vaKrl53blqsNE9mWiMJ4Vix9Xs/P1SXkWK8Z02RjBprwrQAocMVIHE8/qKJE9GKmNcjtqGRkIhijDpFcry2st62dG6afMzXBIkpiJSDNyZYjt92sK7P4X9w3WyT4Qou8QKELm8Ix1GD9pKNxyQkJKYjcprISDaeqbVGItJ4wumNJISXhxdgeV33zsP1189JK8qOu6JMaUGAbl+IJLBRBlNISEhMR0gCT03QOz1BW79XkLIOpzOSEF6eXrv3ve0VMTrFzUtzqCsMgIQjbDDEqhUUPVJPmeFEIpGurq7GxsaBgYGL+6cwDNPd3d3Q0NDf389x43z76fP5Ojo6RmnYdu2AEA4ODvb09Ez8oSUkvicAIElxGpWCqmnq4Xmp59E0RlojvAwMy+37uqmhfeDnj16fnmS40gVxhuVYjlfKydFf6HA4PvroI3E2r16vf+CBB5YsWTI0UMLj8WzevPngwYNiyeDGjRuXLVs2fNyESE9PT2NjYyQSIQgiLS0tKSnpspN4Raqrq//2t7/97ne/G5pHP2GwLLtv376GhoYXX3xx7K/iOK65udlqtUIIVSpVVlaW0SgNxJGYBOJjVVqlrPxc9/oV+aPMn5GY4khCeBnarK5dhxuWzE5dPjcDu/K2JhFW4HlBKadG2YbjuKNHj3722We33XZbSkrKBx988P7772dlZSUlJYkbHD169P3337/99tsLCgr++te/bt68efbs2cPHQYjs3Lnz448/1mg0Yk/OdevW3XfffWNJWrHb7adPn76g7G9i4Hm+vb393Llzo2wDIWRZliCIoYYAfr//9ddfr6mpiYmJCQQCKpXqscceW7p06biMKjx58uRHH3304osvDh/9ISExIjE6pV4ra+9xBcKM1HR0+iIJ4WgEQszfd1aQBHbfzSUUeTW3eyzLc7ygkI12geZ5vqenh6bpFStWxMXFHTlyxGq1Do+O2mw2hmEWL15cUFDw1VdfdXd3jxjGtNvtOp3uZz/7mVqt3rZt29tvv11cXDxnzpxLtSXzer29vb1yufyCvQUCAZvNBgBISkoSG8R4PJ5gMKjT6bq6uuRyeXx8vFg1H4lELBaL6JuyLNvf3+/xeGQymdlspmkaQiiOqpfL5b29vTRNm81m0RhBEAYHBx0Oh0wmG6WlA4TQ4/FUVlba7fa1a9cqlcqhd8xut5eVlT311FP9/f1vvPHGm2++mZ6enpaWdqn9eL3e/v5+FEXj4uLE/fh8PrfbbTQaBwYGwuGw2WxWKpU+n6+ysvLLL7+87bbb0tLSEhISxuhVS8xMSALLSDa2dw/2OXwGjVzqtTZNkb7klwRCuP/r5hNnux65rWzEOYJjgRcECOHoMRMcx9PT091u98GDBzEMa2ho2Lhxo8lkGtogIyNDJpMdO3assrKyqqrqnnvuGTGGCSGUy+UWiyUuLs7pdH700Uc2m620tHREIezt7X355Zfr6+tlMplMJmMYRny+ubn51VdfdblckUgkIyPjmWeeMZvNZ86c2b17N4qiLS0tKIo+/vjjdrt9x44dfr9/zZo1Tz75JIqiH3/88bZt28TREzfccMOjjz5KkuSuXbuam5vF4RUEQdx777233XYbiqJVVVVvvvmmzWbT6/Ver3dEC1mWraio2Lx5s9Vqvemmm7Dv9isXp2Skp6enpqZWVFT89a9/9Xq9I38EPF9RUfHee+9ZrVYEQdLS0p555pm0tDRx6m9SUtKpU6fcbve8efP+5V/+pbu7e+vWrTab7Xe/+92CBQuefvppvf4qP3qJGUJmimHPMdg34JuVZpJ0cJoiJctckg6b64OdZy0JulULs646+i8IEEJk9DHWKIrm5ORkZmb+93//9759+5588sl169aFw2GPxyNuUFxcnJub++c//3n79u2PPPLIrbfeGgwGXS7XxTk1PM8Hg0G3293W1oYgiMlkwkaad4EgyFtvvdXY2PjEE0/ce++93d3dwWAQQRCfz/fSSy8FAoGnn3762WefLS8v//TTT3me7+/v//DDD0mS/OlPf6rX63/84x/v27dv06ZNK1eufPPNN2tqahAEMRgMDz744C9+8Yu1a9du3bq1tbVVEISWlpYtW7aQJPmDH/zAZDL95S9/6ejo6O/v/8tf/sKy7HPPPbdgwYKurq4hGRaJRCI1NTW//e1vf//73yuVyp/97Gd33333xVOIGYbx+/09PT2tra0mk2nIX7wAh8Px2muv8Tz/ox/96NFHH62vr//DH/7gdDodDscXX3xRW1u7cePGhx56aN++fYcOHUpJSVm7dm1cXNyPfvSje+65R6qGlLgsmSkxAoR9Dh9EpMTR6YrkEY5MmOF2Hqkf9AR+tHFBzPeofIAQgQgEyGg3in6/f+/evW63Oz09HUGQpKQkFEXfeustmqaffvppr9f72Wef2Ww2s9ksCILYWfvVV1/FMOyJJ57QarXDd9XU1PT73/8eRVGbzXbvvffm5OSM6GyFQqEDBw7cfvvtK1euRFG0v7//1VdfRRDk3Llzx48ff/bZZ71eLwDAYrFUVlaKGpmTk/P4449bLJaenp4dO3b88Ic/LCsrKy0tfeutt7q7u+fMmbN48eKenh673U5RFISwu7s7OzsbRdGsrKxnn31Wq9XSNP3888/39fXJ5fKqqqoXXnhh2bJlJSUlra2tra2tQ7bxPH/mzJmXXnopJibmySefLC0t1el0F/8VLMseOnQoEAg4nU6Xy/XQQw+ZzeYR396qqiqPx7Np06ZFixbxPC/O+rDZbBBCiqI2bNiwdOnScDh87NixEydOrFmzJjU1VS6XFxcXS31wJMZCYqwaA8DpCQoCMoYm/BJTEUkIR6a1y7nveNNNi3LmFyV/n+ZJKIoAAPhRx8nW1tZ++eWXd999d1ZW1iuvvPLqq68++uijzc3NeXl5EMK6urqPP/74jjvuKCoqeuWVV15++eWHH364qqpq3rx5F+eGqNXqWbNmGY1Gs9mcl5d3qbBeMBgMBoPx8fE4juM4HhsbK+6qr6/P5/PV19e3t7cjCAIhLCgoEH1KvV4vJo/o9XqSJC0WC47jcrmcoiie5zmO27dv3+bNm2NjYyORiMfjEWs8UBSNiYkR83oMBgNBEKFQCEXRcDhsMplQFJXJZAaDQTycCABAp9MlJSV1dna2trYWFxePqOXial9xcbFMJktLS8vKypLL5SP+sV1dXUPLk6Iwoyjq9XohhARBxMXF4TgublBZWTkpGUMS0xqZjNRp5C5PKMJwBD4O6VoSE48khCMQYfl3t51RKeg7Vxfi3y8lGkNRFACWHa1Ez2q1BgKBwsLC3Nzcp5566r/+679+8pOf6HS6Rx55RBCE3t7ecDicm5s7d+7cn//85//xH//xy1/+kiTJp5566uJoYUJCwp133hkXFze6VTiOQwh9Ph+EEELIMIwYZVUqlSRJ3nfffampqeKyv1wuF48yNCn+4scIgvh8vpdffnnt2rUbNmzo6+vr6+sbOtbwLSGEgiBgGAYhFB1NQRAu0B4xUPyb3/zm6NGjX3zxxalTp9avXz9//nyj0Tg8EwHDsIKCgo0bN47+lyIIolKpWJYNhUIIgkAIxTJNuVwOABAEIRKJQAg5jnO73TqdTkyNkUaySIwdgCCJJrXHHw4zrFIuCeG0RBLCC4EQ7j5cX15ne/KueQljG7Q0CjiOoSgIs6OVwJvNZgjh9u3bIYQoiqakpFRXV+M43tbWlpGRERsbKwjC3r17xdGAqamplZWVer2+s7PT4XBcIA9jRKVS5eTkHDlypLi4OBgM7tq1S5SlrKwsi8WydevW+++/X6PROByOIUdwdARB8Hq9FEVhGNba2jpcCC9Gr9ebzeb9+/fHxMS0tbUdP378AtcWw7CEhIT169eXlZUdO3Zsz549dXV1Tz/9tPgOXCmFhYUffvjh559/DiEMBAJbt27NyclJTEy0Wq0ej2fLli0IgjidzvLy8o0bN8rlcpqmw+FwdXV1OBxOSEgYl5IMiejGZFQ1tg9EmEloSSExLkhCeCE9du/HX1QnxWlWLcgay9zd0SFxFMfQYJgZZZuioqJ77rln8+bN+/btk8lkiYmJL774Yk9PzzvvvCOTyZYvX/7kk09u2bLl+PHjNE3Hx8e/8MILTqdz69atCoXi1ltvHbpSEwRxqdSYC0BR9Ec/+tHvfve7H//4xwkJCfHx8WIQVTz066+//vzzz+M4rlarH3jggaysLBzHMQwTFRf9FgRBAAAURYldth9//PFt27YdPnxYr9drtVpxAzH0OnRccT+JiYmPPfbYW2+9derUKYvFkpKSMmLCJ0VR6enpSUlJS5cudTgcQxOJxeOSJDnGPzY9PX3jxo0ffvjh3r17SZLMzs5+/PHHxQJ8giAcDsevfvUrn883b968lStXkiRZUFBQUlLyb//2b6tXr/7JT34iZY1KXBa9RhYKsywnCeF0RRrM+x04Tnh3W/l728tf+uGNy+amf/8dOlyB/3r7KwCQ//7pzaNsFgwG+/v7fT4fhmF6vd5gMEQikd7eXoPBYDAYQqGQ+FsURbVardFoFIv2NBqNXq8fWkKz2+3hcDg+Pv7ipjMXIxYvulwuhUKh0WjcbndqaiqGYYIgiM8LgiCTyUwmk/hbt9udlJSEYZjf7+/q6srOzsYwjOf51tbW2NhYjUYTCAS6u7tZltVoNBBCnU6nUqnsdjvDMGJngHA4bLVa4+PjlUplOBy22WyBQECj0chkslAolJKSMoq1EMLhji/P8zabjaKo4UUmoxAOh3t7e71eL0EQsbGx4pv22Wef/ed//ucf/vAH0eU1mUwGg0GMl/b19TkcDo1GI9URSoyFXUca/m/r6f/6yZosS8xk2yJxNUhf8u/Q1efec6xx1YKshSWWcdkhTRE0hdsH/TwvYJf2L+VyeWpq6vBnSJIcyt2XyWQWy3fsoSjq4mqBi2feut3uvXv3imuBQ0+iKHrDDTekpKQkJSUNNa8ZalGGomhiYmJiYuLw/Wi12qH0VKVSOWvWLPExhmFZWVlDz+fk5FxgwHChomk6MzNz6LGYIjtGLgj/YhiWnJw8/BmO42pqampqai5YcTSZTEuWLNFqtRe8vUO71Wq1s2bNGr5/FEXNZvOlclCjiUgkcv78+fr6eoZhjEbjwoULtVotAIBhmLq6uqamJvFOpaCgID09fcj/jkQitbW1jY2NLMuaTKbi4uK4uLjvWUguCEJXV1dFRYXH49FqtaWlpSkpKQAAjuPExkNut1smk2VkZMyaNWsoK4pl2ebm5nPnzgWDQaPRmJeXl5ycPGKcgGGYnp4epVIp3ut8H1NHRE4hXlc/I2VaTVskIfwOm/dUsxy/YU0RSYxP20AMA0o5ae3jfcGIVnVhbsu1hmGY8vLy/v7+4U/iOF5SUjK6BzbtEATBZrMdP348EokMfz4rK6usrOyCIhORlJSUVatWjfirmQDP8wcOHHj11VdNJpNCoWhpaTEYDHPnzgUAvP7669u2bVMqlWq1uru7WxCEf/3Xf129ejVBEOFw+P/+7//ee+89s9ksk8lsNpvFYnnjjTeGxInn+TGGrIeAEHZ0dPz0pz8Vb8L6+/u9Xu99990HANi9e/drr73GMEx8fPzg4KDX692wYcNjjz0ml8uDweD27dvfeOMNmUym1+sdDofFYnnppZdGDBIMDAy8+uqrZWVld95551jiJVcK43f01B+IhNYhSPTfP0UlkhD+k9O11j3HGu9eVWhJGLdlIRQArUrG8bzDFZh4ITQYDL/4xS8u6KAGALi6rJOpDEEQK1asmD9//gWhfoIgLlUUn5+fn5aWplKpZmZbrEAgsGvXrqysrB//+Mdqtdrv9xuNRhRFt2/f/v7772/cuHH9+vUKhcLhcPz2t7/97W9/m5mZmZ2dffr06Xfeeefxxx+/+eabSZL0er1nz54dnk/0m9/8Ji4u7pZbbomPjx+jIobD4T179vT09PzpT3/KysoKhUI0TRMEUVdX984772RnZ//whz9Uq9XBYPCTTz7ZunVrXl7esmXLKioqXn311YULFz7xxBNqtdrj8fT29o7YVIHneavVWltbq1AoOjs74+LiKIpyu92BQABCqFAodDqdqPEej4eiKJ/PJ5fLtVptJBIZHBxkGEY8qfR6vRj2HxwcDAQC4jqFSqXyer32Xqt7oKuroz1Wp0hMTJyZZ9S0RhLCb3B7Q3/dVq7XyG9clDVe7iCCICgK9Bo5y/IDg4GM5ImekCCuOE7wQScFAIBcLr9UKeGIkCQpZYQ6nU6e53U6nVjrGQwGP//888TExLvuuku8oMfExDz//PMbN248depURkbGe++9N2vWrPXr14uOl8lkEjs8DO3whhtu2LZt2y9+8Yv58+evXLkyIyMDANDX13fo0KHh9yhms/n6668XHwMAUBT1+/3BYFCtVotLtjzPV1dX+3y+p556StwJgiB33XVXeXn5vn375s+ff/DgQa1W++STT6anpwMAYmNj09LSRpTeQCCwbdu2+vr6wcHBwcHB+++/Xy6Xv/vuu+ICNkEQjz766LJly86ePfvKK6/IZLLBwcFly5bdfvvtn3zySU1NDc/zZ8+eNRgMzz333IoVKw4dOvTpp58SBBGJRGJiYn7wgx80NjZ+/NEHbmfvm2/876nCgn//93+XzqtphySECIIgECInqrtqm/seu2Nu6vi5g4jYElMjYzm+3+kfx91KSHxPFArF2rVrX3zxxaeeeur++++/9dZbtVqtw+Ho6upaunSpTqcTtQcAUFhYqNFoxF48p0+f3rBhw/C7q+HZvAiCLFy4sKCgoLKycuvWrZ9++uldd911//33ezye48ePD3UEBADk5+cPCSFJkitWrNi5c+cLL7xw55133nfffQkJCeFwuLOzMz4+3mQyDTlYMTExZrO5o6ODZdmOjg6LxTJU8AoAuFRak0KhWL9+fWVl5XXXXffQQw/FxcUFg8EHH3xQJpNFIpG333577969paWlDMOcO3cuLy/vmWeeSU9P7+rqOnny5COPPJKenv7KK69EIpGSkpLOzs4//vGPGzZsWL58eTgc/tnPfvbFF19s2LDhgQd95bWtTzz5zLyywmsRepW41khCiCAI4vIGvzhSn2TS3n5D/igpLVcBhgKTUcWwvLXPDSEihUwkpggYhi1fvtxoNL733nsvv/zy9u3bf/Ob39A0zXGcUqkc3s0Hx3GxfxCCIJFIRKlUjhL6wzBMp9MtW7asoKBg165df/zjH1Uq1YYNG1566aXhmw1XCxRF09PT//SnP33wwQcff/zxzp07n3/++SVLljAMQ1HUcEvEshmxsbto51iirxiGGY1GuVxuNBoTExMpiqJpWhCEzs7Onp6eYDAYCARCoRCEUCaTPfzww9dffz2GYXV1dRRFZWRkiHLb0NBA0/Tp06cHBgZ4nq+pqRFrh5qammiajjHGkiSVkJiYkJBwRZ+CxBRBEkIEQZBTNV2NnY6fb7p+9MGBVwEAQKeilQrKPugPhRn5qPOYJCQmEoqiSktLs7KyTp8+/dJLL7322mtPPfUURVE9PT3Dk2+9Xq/H4xF9RHHV8OJu78MRm63v2LHj8OHD8+fPLyoqEvvTDg+NpqSkrFu3bui/KIqmpaU999xzt9xyy2uvvfbWW28VFRXJ5fLBwUGxV58Iy7Jer1dcyxRrQDmOu4r6loqKirffflts5tfd3W0ymUTbxFRtUVwTExN7eno++uij5OTkY8eOrVmzRqVSeTwen89XV1fX1dWFIEhaWtqcOXMIguAFAUgLg9MZSQgRjy/8120Vs9JNpXkJ1+JcltGkxawb9IRcvrAkhBJTCgzDNBrN9ddf/+mnn7a3t2u1WovFcuLECYfDoVarxWv79u3bI5FIYWEhiqKLFy+uqqqy2+0XFNgMEQgE3nzzzc8//zw7O/v555/Pz8/X6XSdnZ39/f3D5fPiOWIAAKVSWVhYuHr16t///vcIgqSmpn722WdtbW1DtT3Nzc3d3d133HEHQRBZWVm7d+8+e/ZsWVnZlf7Ve/fuhRC+8MILRqPx7bffPn/+/MXbtLe3m0wmjuPq6+vXr1+/evVqiqLUarVMJnvssceysrKG+kvgOB5heBLHxjeYJDGRzHQhFAS4eW+1fdC/6fY5GiV9LQ5BkVhKgv6rUy0OV+D792yTkBgXHA7Hn//85+zs7Ly8vLq6uurq6rVr12q12gcffPC555576aWXHnroodjY2CNHjvzlL3+5+eabxe7nmzZtevzxx3/5y19u2rRJr9dXVVUdPnz4f/7nf4aqUH796183NDT8/Oc/nz9/vkajEdUiJSXlhRdeGH704SFNsVGtVqtdtGiR1+v99NNPs7Ky1Gp1WVmZxWL55S9/+fTTT6enpzc3N7/77rs6nW7VqlUURa1atWrPnj2//vWvn3jiifT0dLEgctOmTUOlscOhaVqtVovbpKSkEATh8/lcLpfdbj906NCIJTShUMhqtWo0mpiYmFAo1NPTo9Fo8vPzTSbT66+//vjjj2s0GrHlRVZWlgCIcMjX1dmuVpDp6emXGoUtMWXBXnzxxcm2YTJpt7ne2HwyNUH/4K2zZdQ1WeVGUdTnD+/7urko25yepJciKBJTAQhhZ2fn/v37d+zY0draunz58oceekicW5KVldXV1bV37949e/Y4nc61a9c++eSTYmhUr9dnZma2t7fv2bPnwIEDTqdzwYIFZWVlQ8IWExPz0EMP5eXliW3NxScBAMR3uSCe6ff7jxw5snv37tOnT6enpz/22GMpKSlqtTorK8vj8Rw6dGjPnj0tLS2lpaVPPPFEamoqiqJ6vT4/P9/hcBw8eHD//v09PT15eXmzZ8++IHlHRKzHKC8vb2hoSExMLCws7OrqOnLkSGNjo16vT0lJmTdvHsMwNptt0aJFYmOKrq6u2tra1NRUmqbr6+vffffd3NzcvLw8cb1w3759R44caWhoyMjISEpKOt/mPHa6rq2hsrene+nSpVdaSSkx6czoFms8L7y/o/LtT0//4edr5+QnoddMourb7L96Ze/apbkb15aMY22GhMT3IRKJuFyuYDBI07RerxfbxiIIIgiC3+93uVw8z6tUKo1GM7weQBAE0Z2CEGo0GrVaPVzVBEG4Cn+I4zhxJVLMtRnKxxEEIRwOi8V8NE3rdDqapof0VRAy0ACRAAAgAElEQVSEQCDgdrs5jlMoFFqtliCIS91oMgzjdDoFQTAYDGIFpMfjoWmaJEmO43Q6Hcdxg4ODer2epmkEQZ555hmNRvPTn/5UqVS2tbU98cQTDz/88L333jv0WrEGUTzo2/84vf/IuWfuKc3JSLi6PvgSk8uMDo3aXYEDJ1uWlKUWZ5uvnQoiCKJTy9IS9W3dgxGGk4RQYopAUdSIE7tQFFWr1ZfquoCiqEajuXiRb+i3V2EJjuN6vf7imlcURUcpD0VRVKVSDTVMCAQC+/btO3bs2AWbzZo1a+3atXq9fvik5eFdA4dsGN5Xz2w2Hzt27P3334+JiTlx4gSO43PnzhXvFS5+ba/dazTqM7PSYwwjd2+QmOLM6Fj2wVMtLm/wzpUFJHFtbwi0allGsqHV6nT7wtf0QBISMxYIodjg7QKuzj978sknH3300WAw2NTUlJ+f/8orr2RnZ19qV/0Ov0pB0aRUQThdmbkeodMT3LynpjQ3IcsSc60jGTSJWxL0B061tnQ5kuJGvpWWkJD4PiiVynXr1t1884VjXgAAV7FoZzAY1q9fL2a6ir1vRhFUa797Tn4SRUrBnunKDPUIBQFu/qI6GGKWz8tQTMhQaYtZp9fIzjX3zeA1WQmJa4tYzHABV526MrS30d3KfocvFOZi9UoSl4RwujJDhbDdNnjwVEtOakxpbsI1XR0cIs6oMmjk51vtHl9oAg4nISExMXT0uAAAMTqFlCMzfZmJQsgL8OuznT127wO3lKoU49xK5lLIaCI33eT0BM+39l9+awkJiWlCS5cTRYHJqEIkHZy2zEQhdHmCRyvarytOKciMR9EJOnlxDM1NjQmGmLONvYIghUclJKIBCGFDxwCOAXOsCkhKOG2ZiUJYXtfd2eu+dVkeTU1crhCKggSTJiVB19Bm73V4J+y4EhIS1w6vP2Lr8xh1SoNGIUVGpy8zTgg5XtiypzrbEpOXHjsxq4NDaFT0wmJLi9Vh7XVP5HElJCSuEb0On9sXyrYYpfrgac2ME8KvTrd29boXlFh0misY4jouyCgiP9NE4HhNU1+E4S7/AgkJialNu23Q6QnOzkvEpY7b05mZ9eH5ApHth87rNfL5RckT7A6KJMVpy/ISK8/bfIHIxB9dQkJiHGE5vr17kCSwvHST1Gh7WjOzPrzapr6mjoHl16XHGVWTEtDXqujiHLPbF6pt7p2Ew0tISIwfoTDb3j1YnGNWK2lpgXBaM4OEMMLwp89ZBQGuXTKLmKTSVwDArPRYjYo+cLKV5UebbiohITHFcfnCjR0DZbMSaXLmtuiKDmaQEDpcgZPVnasXZRt1k5nfZY5R52fEtVqdtU2SUyghMY0Rv8LZqTE4PoMupFHJDPr8TlR3hMLc8nkZ1KTevlEkPq8o2eMLH6vsYFh+Ei2RkJC4aiBEjpa3p5h1JqM0cWLaM1OEMBzhth+sy7QYk+I1kxvNR1GQataX5JrPNvR09Lgm0xQJCYmrpc/pO9fan55k0Gtkk22LxPdlpgjhkYq2AVdgbn6iVjX5Z61WTS8qTe21e88193HSSqGExHQDIsiBky2CAAuz4ghpHv30Z0YIYZjh9h1voghidl4SNgWynAkcy88wZVpiztRa/UGpjkJCYprhC0ROnO1Uysn8jLgJa9Moce2YfFWYAJo7Ha3dg3PyEs0xk1M1cTHmWM3c/MTmLofUg1tCYtrR3Ono7nMvKrGolfRk2yIxDkS/EPK8UNPU6/WHb1qSTU6ZyZkYBuYWJhk08i+ONknF9RIS0wiG5cvPdUcYbuWCTKmzWnQQ/ULoCzIVdba8dFN6kmEqxEWHSIrTluUn1bX0n6qxStN6JSSmC25f6GR15/yilKQ4rRQXjQ6mkDBcI6x97saOgWXz0pUTNXpwjNAkvrAkBcPA0ap2lzc42eZISEiMieqm3v5B/4rrMpRycrJtkRgfol8IvzrVqlPLZqWbplpXXABAUpx2xbyM6oaeutZ+QfIKJSSmPBGG33W4PiPJkJFskEbSRw1TSxvGnUCYOVHdmZFsMMeoJ9uWEVDKqQUlFqWcOlHVGQgxk22OhITEZaiqt7V0OktyEwxaxWTbIjFuRLkQnq6xegORvIw4GU1Mti0jAACSZTHOL06pauhp6XRMtjkSEhKjEWG43UcbUBTMyU+U2qpFE9H8WUYY7kh5G46hhZkmbKquadMkvqjEIqeJnYcbvP7wZJsjISExMhAidS3955r75hYkpZh1kzLHTeIaEc1C2N3vaepw5KWbzLHqqRzNz0wxXleYfLahRxyOMdnmSEhIjECE4Y5Wtoci3K3L8xQyKU0mqohaIYQQNnY47IP+FddlyKipGBcdQkbhi2ZbSALbd6K53+mbbHMkJCRGwNrnPlHVuXJ+ZlqiXqqaiDKiVgjDEa6upU+nkWenxmBTuxkgACDVrF+7NLeh1X7mXDfLSd1HJSSmFjwv7D7SgKJg2dx0OS25g9FG1AqhP8Q0tA/MyU/SqmRTOCz6DTKaWFRqsSToDpe3STWFEhJTjeYu55Hy9uIcc0ayYepfTySulKgVwh67t9/pK8yOk8umdFx0iOR47fJ5GbZ+z5GKdp6XVgolJKYK4Qj3+cE6lueXlqVJq4NRSdQK4ZlzVoNanmTSTpfkLgDAvKKkFLPuwNfN7TYnlOrrJSSmABDCc819p89Zy/ISc9JipNXBqCQ6hZDh+DO11vhYtcmonGxbroAYnXLFdRnWPs+e402BEDvZ5khISCCBEPvlyRaeh7etyFcrpFkT0Ul0CmFT+0Cf05+eZFBPsf6io4NjaGluwoLilK9OtVY39PBSKYWExKQCIXK+pb+8znrz0pzMZIPkDkYr+GQbMP5AiJSf7xYEITctBp1K4ybGgkErv2lJTlOn48uTzVmpMTE6qY3TVAQiCBSgAOE3/0JEgBD5NpwNIQKRb25iAAIQBAEAAQAA8QEKUAQAFKAASBfWKY7LG/xkX41Bq1haljY1u1NJjAtRKIQMyzW1D1AkbjFPv3IfAEBehmnl/MwdX9WfONu5dmnulO2JE/UIAuR4geUEjuNZnmdZXnzMsDzD8YEQE45wEYYLRTiG4YIRluMEBIG8AHleEL15gCAYBgBAMQxgKCBwnCQwmsIpAqcpXEYRChlJkTiOowSOEThK4CiOYQSOEQSKY+hU7gIxE+B54cDJlvq2gfvXFSfHayfbHIlrSBQKYZ/D1zPgy00zqZX0dLyQEDh2/dy08vO2Pcca8zNMaYlTJV1bEASWZSORCMdxE5/LAwDAMIwkSZIkUXQcRGLIqxMECCHkeCEUZn3BiC8Q8QcYbyDiD0S8wUggGPH4I/5gxOOP+AIRXyDi8oZCEY7nISL6eEP/DpkEvnEEEeRb1xAiCEQQBIreI/LtQwIHKjmlVJBqBa1R0So5qZSTKgWlVlAqBaVW0EoFpVKQKjmlklM0RWAYAACgkjc5IXT2uPccb0owqRaWpJJEFF4qJYaIwk+3u98zMOhfd30uNWXm0V8pJr3qxgWZb35yas+xxvvXlmpUk7xEDyEMhUJ9fX2Dg4Mcx4nPTLANAIgagKrV6ri4OKVSeRV9EgQBMhwfiXBhhvMHI0530OkOOD2hQXfQ6Ql4/YwvGPEFGF+Q9QWYMMNDBAUoCgAGUAxFMYCiCCpDSSVNYwCgAKAIgiAAHaaCYMha8cGwNwoiUBRDQXwMIYRQiAh8KMjb/TzS64OCIAg8hDwUeIBAOY2r5KRSTqgUlFpBqpWUQSPTa+R6jdygVcTo5HIZSZMERWEkjknu4/gSDLP7v24eGPT/aONCk0EpvbvRTbQJIccLHT0ulhdy02NJYroKIY6jZXmJVfU9B061FmbFLyhJwSZ1sTMYDNbX1weDQblcTpLkJF5zeZ632+1OpzMtLS02NnYsa8CCAINhxh9kvIHIoCdo7XW3Wp3tNpfN7g0zPMcjvIBwPOQhClAcw0iAkximwFSUCiNEb+9bXftG7QAyzPn7/kD4rdcIv9XNb2RS4Bkvz7rcjDAQEngPhDyGQgIFGIpgKFTIiESTJj3JkJaoTzCpdWq5SkGpFBRN4dOlZGgqU9/Wf+h06+LZqXPyk6bvlURijESbEIYjXJt1MD3RYNAopvU9slGnuHlpTkP7wBfHGjNSDPHGSZunyDCMqIIajWbS31IxOhoMBjs6OiiK0ul0F2wAIeSFb+Kc/U5fn8NnHwxYe91dve6uXk/fYIBlIcAIFCNQjERxCiNJDCMIjEAxEkzK3QYA38RR//nPN2DEd3KeBYGHPCvwLM8xDB/x+5g+t/vU+QGBZykCJMaqU+K1yfFac6w6zqgyGZQxeoWMIjAMxVBJGa8Mpzu4ZU+NQkbcvCRn0uMxEhNAtAlhKMK22wZLcswq+bRvAJGbGnvz0pxtB+q+Ot22fkUePUmtwzs7O91ut8FgQCYjIjoiNE0HAgGbzaZUKgmCQBCEF4RQmAuEGJc31NnjarU6O3pcfY6AfTDo8jMCxDCcRHEaV6gpnAQojmIEQPFJ1/UrAkUxBMUw4pvrMoQC5DlB4ERptLkZq3OQP9tHoIJOTcdoZfExSkuCLiPJkByv1ahohYyUUYS0snhZwhFu99GGhvaBDauL0hL1k22OxEQQbUI46A4OuoPpSYbJko1xhCCw5XPTzzX37T7akJliLM1NmPirGMuynZ2dOp1uShWiAABIkvR6vS63ByPlTnew1+5t7Bioa+lv73b5QhzDIRzEMFJOkAa5nkZRHAAUAeCbVb2oAAAU4CSKiDd8EEKIiAUdPOtjw66eQH1XL1FlI3FEJScykg35mabMZGOcURWjU6gUlKSIIwIhrGvt332kISc15vq56RQ57S8jEmMh2oSwsWOApnCjThEd33O9Rn7T4pzf//XIzsP1SSaNyaiaYAOCwSCCIBiGTRFfcAgcx/1+/75j55p62Ib2ga5eLyegGE5iOI2TWlIhlxF0NMne5RDTVlGAIChG4KScUuihwHNsmGWCdn+ot9p+uKKbxKElQZuXHpubFpOaaEgyaZQKisAxqURnCI8/sudYI8Pxd99YGGtQTKuQgcTVE21C2Nzp0KpkBq18sg0ZH1AU5GWYVi/K3nWk/mhlx9rrc2lyQj8yhmGmoAqK8IJw4FTXeRvACDmpSqBxEsNIFCPGM5NlOgNQjKAUBKWAUBB4VuAYnou0D4RabB37vu4wGeRJJlVuWsysDFOySavXyGQ0Mb1ixeMOxwtHK9pqmnrXXT8rN900uRlqEhNJVAkhz8PmLodGRevUssm2ZdxQKag1i7ObOgb2nWjKzzDlpMVO5NGnpgSKAAShFDFKgxKg2Exy/q4YAFAMpzCcIhClmI3KsyGb299ld5w61ycjazOT9WX5ifmZcRazzqCVz0wBgAjS2D7wyb7a5HjtinnpcqmPzEwiqoRwwOV3ecI5ltgoG5WSEKu+ZdmsN7ec3H20IS5GrZ3wNDYI4dT0FVCcQDHpgjV2AAAAYCiKEQSthgLPMcFgxF/R5D1VV2FUkyW55pLc+PwMU2KcViEjcWwGKaLd4ftod1UgyKy7PdccM2lJ2hKTQlQJYUuXk+P5ZLM2+m5pS3LMi0otX55sSUsy3LgwSzbhqUBT0DWcgiZNLwCKEbSKoJU8xwpc2B8JHKzs+7q2JylWmW3Rl+Un5abGxuoVMhk5FW+CxpVQhP3yZMu55v7bVuSV5CZgM+kOQAKJMiHs7HWxHG8yKEHULf7LZeSqhVkNbQNb951LidcVZcdPWDaQ2AHlil7C87zH4/H5fBiGaTQapVI5NR1KCQRBEARgOInhJE4pacHIMaE2u6e1p+vAqfb0RO3i2amz8xIykozR3XK6rrl/7/HG4lzzmsXZymk1skZiXIgeIYQQ9ti9EMIYvSLqdBABAEmJ192+suB/Pzy+83B9Qqw61jAVRy3yPN/T03PixInz5887nU4cx+Pj42fNmjVv3rzY2O+sbgqC4HK5Kisr7XZ7QUFBYWHhlR5L8gjHFwBQgKGkjCBlKo4NsyFvbYevtrU81dw0vyj5uqLkHEuMUkFFWbwUQqTX4d28t5rA8fXL82L1qqi7eEhcnugRwlCYdbgCaiWtUdJR6X+gKCjLT7h5ac4XRxu/OtN6y7JZE1YrOUbJgRB2dna+8cYb1dXVKpXKYDCILWBOnDjBsuy6detw/JvzLRQK1dfX79mz5/jx45FIZOPGjQUFBdfyL5C4IgBOyHBCRsm1HBPqcno79zYcqegsyjJdV5Scn2kyGVRRI4def3j7gbrWLue9NxVnpcZE45VD4vJEjxC6fWG3L5wYp43iPvEyili9KKely7njq/rURENprnliFjPGmCwTiUT+8Y9/HDt2rKSkZNOmTRaLhWGYlpaWI0eOoCj6TRtNCD0ez/79+3fu3Gm32yGEPM/zPH/t/wiJKwbFKRKnCFrFc5E+n6v3pPVIRUdJbvzK+ZmluQlG3bQvs+M44WR1574TzXMLkpbOSZv4pXeJKUL0aMagJ+j2hoqz46O7Q65RK1+3NPflvx3dur/WZFAmxV3z/p9DAnbZLf1+/6lTpyiKWrlyZXFxsWiYyWQqLi5mWVasR2QYpry8/P33309MTNy4cWNjY+OxY8fGuP8RDZO41gAUw0k5Tso4JhwOuQ9X9ZXX9SwoTl4xL710VoJGSU/T5hUQIs2dju2Hzptj1XeuKpCGYM9kokcIPf6wNxBOjNMSeDQLIYqC/My4W5blbdlbve9E0903FqmVU2JtH0IoTitEUXQoBCqiUHznEiOXy9euXbt06dLY2Fi73T6xZkpcNQAnZThBkzINE/IeKLfVNPXPyTOvXJCZkxqjU8unnXfY7/Rt2VcTDLOPrC9LTdRH5XqKxBiJKiEMhNk4owrHo2T14lLIaGLVgsw2q/PQ6dbMZOOi2anXukXWGH0vcRyE3W6vqKiYM2eO0Wi8eBuCIEpLS4uKisTG2UN7lty76QEAOCnHCFrgtK6ga8/XXSfOdq64Lv2mJbl56bHTSEt8gcjnh85X1nXfdWNhWV5i1Cx5SlwdUSKEvCB4fWEKx9VKaiaMnNFr5HeuKrD93fPpvpqEWE168rW9nx3jGqFcLl+zZk1bW9tXX30FAFi1alV2drZSqbygYTdJkkO7vSbmSlxjAEAxgpar4zhG5Qu4PtnfWNvcf/Pi7KVz0mP1iqlfhMdy/ImznXtPNM3OS1o5PzPK+m9IXAXYiy++ONk2jAMsy5+q6epz+lYvzNZGUX+1UVArZSSBH6lod/tCmSlGhYy6FlIYCATsdvuQdI0OiqLx8fGCIFit1nPnzp0/f95ms+E4rlAoKGqE+C3DMJWVlU1NTYWFhcXFxVdqWzgcbuxFBoPSVWySAADFSZxSYgTd7/TXNNo6bE6Kwo1aBTWxHXGvCAiR+jb7h7uqtErZQ7fOTorXzYRbZ4nRiRIhZFj+aEV7JMItn5ehmhn1sBgKTAalP8QcPNWmUdIZyYZrERMWhZAgxtSOGQBA03RWVpbJZGIYpq2tra6urqqqyu/3JyQkqFSqC3bCMExFRUVzc3NBQUFJScmV2iYJ4VQAABQjKIJWsQLa0T1QXtsRjrBxRpVaSU3NSGmfw/vXbeV2p/+BdaXFOROUdy0xxZm6N25XBMfxbm9Yp5FP5VvRcUeloG5bntfR4/riWENakv6aDiwcexhTo9GsWrWqpKTk5MmThw8frqmp2bp1K8uyjz76qFL5nSYAw/cphUmnMwDFCFppwEm51zfwtx3VjR2Oe28qKslJoKmp9X0c9AS37j9X29x3z+qisrxESQUlRKLkPOB4we0LGbRykozmlNGLiTOq7lpVSODYp/tqrX1u4drICbxCAACxsbE33XTT008/fcsttwiCcPTo0ZaWlgs2+z6HkIRz6gFwUi7XmklVwunzzv9+9+gHu6p6BrxT55MKhdmDp1q/OtO6ZHbainkZdFQ3jZO4IqJECHke+oIRtYImo7p2YkQKMk03Lc4532rffui8xxce9/1f9YUMx/HU1NTbbrstLS3N6/W2tLSM157H5eUS1wIUIyiFXqZN7HGB97ZXvfbR102djsk2CkEQBEJYWd+z46vzWSnGO1flx+gVUzFuKzFJRIsQCkI4wilk5AyMdZAEvqQsdXGp5dCpliPl7RGGmyxLLu4RAwCQy+U6nQ5BEEEQLvVCSdKiCgBwUq7UJQqkYf+pzv9+5/CJs50MO5nNgwQBNnYMfPzFWRlF3LOmKClONzXXLyUmiyiRDYblGJZXyGeiECIIolPL71hVkJ5k2H2kvq6lnxfGWVfGEqgUBKG9vf3o0aP9/f08z4tPsizb2dnZ0dEhk8lSUlKk0OjMAWA4rYql1OaaNs8f/3Z8+6Hz/mBkUiyBEFr7PB/uOjsw6L9tRV5OaqwkghIXMLWWsq+aYJhFAaAIfGae4QAglgTdvTeXvPLB8c17qmONqoRY9QS/FYIgNDc3v/vuu3l5eaWlpWazGUVRq9V64MABu92+aNGijIwMBEEghP39/RUVFYIgiJmlLMs2Njbu2LEDABAfH19SUoJG3TjJmQkAKCXTYjhpdfT93z/OeH2hDTcVT3zRni/A7D5SX9PYe/vK/AXFlhmVTycxRqLknPAFIjiOksTMvYCiABRkxq1dmvP+55Wf7a/duLZUrxm3esqxuF8AgJSUlNjY2OPHj585c0aj0aAo6vF4GIYpKSm588471Wo1hJDjuKamprfeemvIZURR9OzZs3V1dQCAsrKyWbNm0TQ9XpZLTDIA4KRCpk30ePre+/ysP8RsvLnEoJ24bt1hhtv/ddPh8rYlZWlrl+ZOkX6EElONKBHCQIjBMTSK506MBZLAls/N6OpxHzrTmhinXbMoe1yS18cYhAQApKWlPfvss9XV1a2trXa7HUXRWbNmZWZmlpSUJCYmin4eiqIWi+Wuu+66eMkQAJCUlDTG4n2JaQSGUzJNXNg38NmBBpbjH1w3e2KmaYYj3NGK9u0H6nLSYu9Yma/XyCfgoBLTkShRjlCYwzF0BqaMXoBeI79nTZFtwLPjq/OpibqirPhxSQoYoxYSBJGWlpaUlMQwjJg1g2EYQRCitok7AQCYzeY77rhjxD1gGAYAGOPhIIQIMjNj4dOPb7UQ+/yrJoGHj981T3eNO0DxvFDd1PPBriqlgrpjZUFinOaaHk5iWhMlQsgLAgAATM9xMOMIAEiiSXP/zaV/+vvxD3edNWoUCSb1BCfIEQRBEKNVaKEoOmLHNYnoBkVxWhUb9sHthxpRFDy8fo5Re61cNAiRjh73J3trBQg3rivNSY3FpIVniUsTJSeHIEAAECkZTCQvw3TLstzmjoEt+2oc7mC0pldOVt4oAIhGgccb6IQYOt5A65RSXfZYQVGMVsYglG7X0eZP9lZfozxSCJFeh/fjL872O333rC4sm5VARPtEGonvSZR4hAKEAEGk2iARisRXXJfR3efZf7LZHKNevyLvqjPlcByfsrUKPA8F4ZKfuFqBLy4w6NXkUPQ0wgg9jvC5dq/bz171Qc1Gel6uPs2s0CgIDEN4HvpDXIstUN3iae8LCt8Wrhg11A1lMRdnMQs8PN/pq2r2IAiioLG5ufrEGNoX4E7Wu/oGv9MMQSXHlxQaKRL9um6w1zn+fRImCxQjaJUp7IPbDtZrlLJ71hSN+xCxQU/gkz01p2u67lhVsLQsXUoTlbgsUXKK8DyUIqPD0apkG9YU9Ti8O746n2LWzitIvro2pHK5XBTCqXaTIQiCP4KEuUve6cfp6duXmJNi5WGWF4RvVhP9Ia6hy7f9WG9Dp4/lr0zdKQKdk6tbNz8uO1mFAiTCCrwAMRQQGFiYb2gvCv51T+fZZs+3R6ceXp0MABKKfKeQnOUgSfSJQqhXk2vnmwrTNf4Qp1MTmw/agsM21iiI2xbHq+R490AomoQQQRAUw2llrNdt+/vOqhi9Yvnc9HEs/w0EmS+ONh463bpkTtrqRdlKuZR7JXF5okQIhxIxJtuQKYTJqHpw3exXPzz+wY4qvUaekWy8iltviqL0er3L5ZpqJQ0RhrW5EE/4kmFJAkdxDIQi/M6v+3qcIQyAOANdkqm9bpZeqyDe+Ly9tScwdkcXAGRpsXHD8sQ4PX2u3VPe6G6x+X0BXinH4/V0YYY6O0mZn6oeEkIAEBQFLh/z/t6u4fsReKS1NyA+xlGUwFEIEYpAF+Ybqpo9Z1s8w4+IoQCN0oA/ihO0Otbptv3t88pYvbIwK25cvrzhCHfoTOveE02z8xPvvrHQqFN8/31KzASiRAhFpmQAbzLJtsTcsbLgzx+d+NvnlU/fuyDOqLrSqw0AIDs7++uvv2ZZdvQUmImE53mHm2kZIALMZU5glhNO17vOd3oRBBA4aOjyP7ImOTtZOTtL29kfYrlLdn27gMxE5b0rEuP19IHKgS2HbH2DYZYTBIigAJzDvMfOOXKSVcHwd7uIQSQY5vedsV9o/HePGQhzvc5wskm+ak5sQ5c/zExmK7IJBOCEXKaKb7Z2bdlTnRyv/f5JpCzHnzln/WjX2QST5t41RYkmjXRnLDFGomQNGcMAlFpWXgSOowtLLOuun1VVb9t9tCEYYq5iJ2q1Oi8vTyx+FwRhct9k0YwBV7DGito89GVNgRDheMhykOWEYJivana39wYpAkuIkY09Gkfg6PpF8WYD3Wj1fXywu7M/GGG/WQ0UIGQ5wRvgTte7zrV7Lzo4wnLwgh/huw3w/CHuVL3L7WdLMjXXzZpJQ2IBwGklJo/9usa291gTf+lWtGOB54Vzzf3vba+gaeLu1YWpiQZJBSXGTpR4hBSB84LA8d/ruxSVyGli/Yq8gUH//hNNiXGa5XPTiSuvtoyPjwcAHDx2FhEYjYomJ6mTHccj/jC0e4VmO9HlokdZILwUgTAfDHNi3HLsr0qOleWkqDgeHq8d/7wVCJEmq0+vIm6YHbuiNKbJ6u8Z23iE/z4AACAASURBVCFQANQKXE6N/GkKEHqD3IVO6hQDAEDJNUG3/9P9tVkWY+mshKvbD4RIc5fzw91VHC88cltZYVb8uCfgSEQ3USKENIULApSEcET0Gvm9NxX3OXzvb6+IM6jyM0xXmpuAYRhOq4/U+Ty+cKxJRmKTcJWBCMILIMii7hDhj2A8vBobVDJcKcMFCBmWH7tnm2KSa5VEMMI3Wn3j3tAcACQUEY7WOMuydTkpqpIsrf10PzeGRB6KRG+eb5plUY/oRDKscKBi4EjNlBiBNAooRlAKo9XetWVvjSVBd3XNX3rsno92nbX1ex+6dfb84hSSmOmNNSSulCgRQpLAJI9wFJLitBvWFP/h/aNvfXLqp48ssZivbAyNIMCjFR3nWgdxpdk1oLp2dl5TaBItzdKkmxXBMN/aExy7pKmVOEVg/lCkdzAyJJ8L8vRG7T8zEgUBOdvi6R4IDT0DADCqyV8/nDP0DMsLZ+rd+8u/s2qIAoCioKnbf7TGeeui+CVFhsom91j8ThSAGA2VYpKP6PxEWEGtnBbfboBTClymr6izna61rlqQdUXOOoRIv9P38RfVZxttd99YtHh2qqSCElfBtPiqXB6KxAUe8pIQXgIUBSW55gfWlrzz2Zkte2oevX3OFSXUOTzB3UcbBCCj5PprZ+S1gMDRwnS1VoWjAFji5AvzDQYNefK8q6rZPXYhJDAURRGOh77AP2c93jjPlJX4zXuIAYAARCXHPzrQPfyFGAbiDf/socNy0KgZKZsfIv4gd7ByoChDnWFWXF9s3HLIdlmrQgz/9/3WfxzpGfG3AkQ8gasvl5xIAEApud7v9u3/unluQdIVOYUub3D7wboTZzvXLM65cVGWTBo6L3FVRIsQErgAJSEcDYrEVy7IdHqC//jyXFKc5vaVBfSYC41P13Sdb3XQ2hSATrPbbRmF3bM8geMhCgBJoGGGP1Dp+OyorX+Yb3dZxAwhDAUKGgt9m9W5++u+U9+q2qICw+wsrUbxnaswRBC3n/3ff7QP34/DO3K+kgCRzv7g/vKBB1YmLS40VjS5LyhAHNEqh+dqsp+mIBhB4jJ9bbO9urF32dz0Mb4qHGH3n2ja/3XzwhLLnasKDBpp6LzEVRIlQqhUUAzHhydvOPu0gKaIdcvyrH2ej3ZXxxnVi0otY4kjhRnu4y+qBUxGUBMxMWB84XihotHt8DAChL4A19Ttb+sJuPzcFeW+Bhme5SFFoDE6yuljxJeeqneJvwUAMRtks7O0F74MwggrXJRKekkirHCmwTU3V5efql5RGnOoamD07VGAqOQERY683AshEghP9WSZYQCCUvo9rp1f1S8qsRBjOC2DYfbgqZYte2sLs+LuWVNk1EolgxJXT5QIoYwiMBQNhlmx2cdkmzN10avpu28stNk973x2Rquii3LMF79dEH6niPt4ZUdTp5NSJUw7dxBBkBDD7z1tr+/yIQjC8zDMCsKVZ7v0OML+EKuSEZmJyiar/wrSbK6QflfkaLUjO0lZmqXtcYZHP5FlFPbgjUmlWdoRt2I4Ydux3t0n+6+NpeMPipOAUJxvGzh9zrqwxDL6xgzLH6/q+HDXWUuC7p7VRfHG6bpuLTFFiJI6QhxHVQrK6w+z3HS5BZ4cAACZKcYn774uEuH+vrOyzzGCvzLoCYTC3ywvsRy/46vzvIASMvXEWjo+QAEJhHlfkPMFuWCEvwoVRBCkzRboc0YoAp2fp1MrruG9I8sKVc2e2jZvvIGeP0tPX6I0QoQXoNUearT6m7pH+rH6p1fgFACUoDWDPuZIRfvo32IIYXVj70e7z2pU9KO3z8m0GK+ufaCExBBR4hFiKFDKSbcvxLL82Je+ZiYoCoqy4zfdPueNzSe37KnZdPsctZIefiEpP2ezmLVZqbEAIJ097qZOB0ErMXzm9mz0hbidX/elxcsL0jT3rkj66IDVG+CGcm1QAC5urn11QASxuyN7TvXnWdR5qSoUBYHQJaP9EVbYX24/XO0ceVcQXnaVcaqB4RSCyZo7HX0DvqT4i0LNCIIgCM8L9W32dz87gyDIo7fPyUmLnUEtCCSuGVGiGRiGKmWk1x+RPMKxgAKweHaqtc+97WCdRkXfs7pIIfunzp2q7QIokpUaAyGobep1eUKUNm6Gj8A9XjtoiZOvnR+3em5snJ46Xe+yDoQCIU4lw+MNdEGaGkGQC9NQAZBT2PUlxuHPQYj0OsNNVv+lDsTx8Hyn73C1Y8080+hBfgiRQJgPTJtVwMsDUJSUaax99harc0QhFATY0D7wl62nPf7wI7fNKciMk1RQYlyIFiFEUZWCdnmCY+8eOcNRysnbb8jv6nN/uq82Pka9cn4mjqEIgrCcUHHeFmdUCRDheb7F6mR4oJiGaTLjS4TlP/3K5g2wd16fMDdXV5iudvvYQIRX0rhWSVAk6vAwF+fF6JTEs3d8JweSF+ChqoFRhBBBEE+APVQ5kJuiykhQCHAGddAFAMVJhd8ltNsGF3GWi1sgWfvcf99Rae3zPHHn3IWlFmm+ksR4ESVnEo4BjZJqszoZVkocHStGneKpe+a/9MaXH+6qSjJp8jJMAICWTseAK9Bhc4XCDMcL7d2DOKWYjmkyfc7w58f7EIBcMOfvqvEGuZ1f91W3ehbkGQrS1QY1qZbjEVao7/SVN7pq2rydfcF/Hn0w8re9XSRx4Ro8hLDR+s30CZeP2XO6X05hXfbgd7dBmrr9b+/qyE9Vu/xMW09gXOyfFqAYDnBZe/dgOMINF0IIYf+g/8NdZxs7Bu67uWTZXGnKoMR4EiUnE45jOo281+kLRyQhvALMMeqn7pn/h/eOvLHl5L9uuj4pTnOupY/jeGu/xx9kIITWPjdBj7xaM8Vx+ZjdJ/sgAhh23IKHYUZosQVsA+HPT/TiGEAQBEKEF2AoIkS+27PN6Y18erhnxLjdUPs0b5A7WDkAAIhcNHEiwgrVLZ76Tp8gwAg7g4IcAKAoTnf1usMMp1J804sAQqTf6f9g19lTtV23Ls9btSBTUkGJ8SVKskYxDNVr5MEQ6/VHhJkTS/reAIDMSjdtuKm4pcv5xpaTTk/oXHMfzwu2PrcvGAmGWKcnhBPfdz7OpCBAJMQIYWacm4NCiAQjvMvHDriZATfj8DAuHxtmLiypEAQkFOGD4RF+mG+FTYAwzAihyMgWcjwMhvkwM7NOZ4BiAKMGPaFg+J9tcQKhyLaDdQdOtqyYl3Hb8jy1cmqNxpSIAqLkxgogiFZJK2Rkn8PLcXFSv8GxQ+Do8rnp3X2eLXuq//Z5RX2bnReg2xfu7vNiKGA5hMKis21VcqxsdrZWNmqJAoIg5Y3ulu7AzJKjSQVFsQgLBwb9KfFaBEGCYXbXkYa9xxoXl1oeuKVUq5qWt2USU5woEUIEQVRKSikne+w+luMlIRwFjhO8gTDH/7O0HCLIkrLU86392w+eD4QYBEEECM+39hu0cgRg0TrXzWyUlWReXgi7B0KttgAi6eC1B8L/n73zjm/iPh//56a2ZNmyZEm2vPfeC0zAEAhJgBDIZCQhswlN0zS/lqTpNykZbZpmN7tJyILQBIoZKQEM2AYMGLDxxtvykrf2STc+vz9EXWIMMdPY3PvFK5FPp7vnpLt77tkcgqAAxVga9A7YAAAOJ72jpG7jf04mR+tX8FqQ54oxdRShQiqUSwRdfRaGTxw9LwgKunot2/bXNrYP/NcrByEEg2aHxU6NaMdj1R3ZSQYEQZEpWjhR2WTu6ndivzRSasB8nXknJwoIXfYBAFAMJyFA7E43zXDFx1u+LjgeavBZviBVq56ULR14JgVTRxHKpUKZRNhhMrv5UsLzgqFoeKDv8gXi/Uebtu2rbesedlD02b03q5tMoQYfgExVPQjsLtbe6/zl9XiuChAAlnZTtj4UJyUCxOGkj9d0fL31uNZX9vjdOYE6L75kkOfKgb3wwgsTLcPlgcCxspqOhrb+2VlhCpmIv2rOA46hMokgMsh3RnqIQetF4NiwlaJcP5vaw7IcioABMy2QeE/G8gmeSQfjttNOC8fQCIQsxx2uNAoFxK/uzokI5Juo8VxZpkjWKAAAx1B/jQIA0D9sv6DZAtcnCAACEvdTyW69IeYPq2549ambFt8Y5yX7WT5ed78VAt7PzHOVQFAcIAgAkHLTR6uMjcaB9LgAXgvyXAWmjkUIADDbqKNVHaEBqjD+4hk3KIqIRaReLU+LDchONKAoMmRxutwsx0GG4TiACiU+tMvusg/gpHSqJs7wTDgIABzjcjvNAHIAAA5CmmFbOgctdkqvlktEJH9F81w5ppQiBADsKW3y9hInR+sxbOoYu1cBBEFIAvNVSjPjDRkJAT4KsZth+wZtHAdxUuwY6gQIEIi9EIT/VnmuDAjgWNrtHILwtBMCQuCg3HUtfSdP9QAAtL4yoWBqVvLwTDhTJ1kGAKDzlQtIzDRooxmOr6C4CFAUEQmJmBB1uEF1c17UoYr2178osg11AAilMg0fKeS5kiAIio/q7Q4hcFL0yVPdbd1DB463Lrs1JTFSy5uGPJedKaUISRIP1CmHLU6z1SkR8Q+PF4nHOvS0//eSCfuG7BKlgRBe7323ea40KHq6aBVBAIqivkrJjPQQDEV7+i3dfdaG9v63vylZeEPMnJwIqfj6HQrGcyWYUooQABBmUO090jgw7NDxVUeXTIfJ7KZZnBCLZKrrfAwTz1UAQVBP+p5ERGYlBlY2dCtlontuTiIJjGGhzeEy2yiXm7E7Xbwi5Lm8TLWQT3yEn8XmGjQ7fnlVnvMyaHa8++0Bs83JcjTgc2R4rgIIgmA4iiCBWuX9i9JuSAstPNLUYTILBYRUTPqpZBGBqvhwP7W3bKIF5ZlqjNcitNvtJ0+e3L9/v9vtjoqKmj17tre3N4TQZrNVVVUdOHBgcHAwODg4Nzc3NDRUIBAAACCEg4OD5eXlhw8f5jguMTExMzNTpVKh6CVpX5fLVVNTU1RUNDQ0FBISkp+fr9PpEASx2+319fX/2VlYfXD/d1iDDFscGRkhkUg8n7JarZWVlSUlJVarNSEhITc318/P7+IkYVn2iy++2L179/r16y/lQK5lnBT99lcHegdsuclBR6s6GJcdn7ojCbU+wjX3Rvj7nq49hRA6XGxDh23nkd7yRgt11miIqwyBo0ISZVh4dmvvKQeCohiCoXHhfkE65c0zomqbTV8XHP/Tr+YIBTgAgE9a5rlCjCtrlKbpDRs2vPzyywEBAQRBNDQ0qFQqg8HQ39//yiuvrFu3jiRJkiRPnDjx+eefYxgWHR1NEERbW9trr722YcMGuVzudrv37t3b1dWVlJQkFI7RPJ7juMHBQY7jSPJ8Tg+O4zZv3vzSSy8JhUK5XN7c3KxUKgMDA2022xtvvPH+++9zHEfRoOJkVcGm9QiAsbGxAoHAZDK98sorH374oVQqxXH80KFDTU1NaWlpY0oyHqxWq0gkysjIuLiPX+MwLLdtf+3Gn04umhV36w0xB0602ilGIJ6Uw5jGg0EjmpepkQjx9l5nzwA1ZGVEJBYZIEuNVIoEWE2r9TIPsLgQcAxJCfdaNsfgIyfae53uKT2SCULW7RiWCsGi/NiYMI2XTOSg6MIjTRIRERnky+fI8Fw5xmURWiyWkpKSnJyc559/HkVRh8NBEITT6dyyZcuuXbtefPHF2bNnkyRpMpk+/fTTDz/8MDExMTk5ecuWLeXl5a+88kpqaiqKoh49JxaLz97+wMDA119/feLEidWrV6empp5fkt27dwcGBj799NM6nc7pdGIYhmHYnj179u/f/+tf//qGmfnf/li1+2B1gnr4u+++y87OTktL27x587Zt2957772srCyBQDA8POxyuUaMxVG0t7dXV1fPnDlz//79Dodj7ty5JEkePny4tbU1Ly8vICAAQRA/Pz+XywUhHBoaKikpmT59em1trdFozM7ONhgM4/lKr2Xau4a+3nYiKVK7cmGqSEgE+3uX1fZxLI1O0TEUHjPD4qC/3W2sb7MCBBEJsDlp6sV52sV52to265HaoYnShQiC6FTC1EgvDnKFJ/qtEyLE1YJjaZamAgKU0SFqFEEEJD4rM7S0on3rvtr4cG1ksO9EC8gzZRmXIiRJUiQSnTx5squrS6fTyeVyAEBfX9/WrVtjY2Pnzp3rMa38/f0XLVpUUFBQXV3t7e29f//+vLy8lJQUkUgEANBqtaM2y7LswMDAvn37vvjiCwzDHn/88bi4uIqKikOHDjkc/wvyZWRkpKene9ytAoFAJpPV1NS0t7f7+vpKpaf9dT/++KPHTapUegf7q8wOJGfG7MJdW+vr60NCQgoLCxcuXJiVleVZ39f3fFdURUXFmjVr4uLijEZjX1/fG2+8kZOTU1JS4nK5Pvroo6+++kqv1+/bt2/Tpk1z5sxpa2v74x//GB0dbTQaKYoiCOLNN9/MyckZ/w9wreGg6Le+LkER5Il7chUyIQBgXm7E0eouN2URSnwmWrorCMcBi50esJ7uM/fvkq4wvSQtymtuhvr4qeELVYQkgSokhIBAUQSwEDhdrMVOj4zkBQCgKCIVYjQLKTcrJDGFBCdwlOOAjWKsdtqzNxxDFBJcJMBQBBA4KhPjNAMZlqPc3AQaqVcICDmasqIIG2ZQGbReAAAEATpf+b23JL/4/q7dpQ2BOi++jpDnCjEuRSiRSO6+++61a9cuXbp0wYIFixYtio+Pd7vdRqNx4cKFZzoYFQpFQEDA4ODg4OBgd3f3bbfddi734/Dw8LZt27Zt2yYQCO67775Zs2Z5e3ujKOp0Os1m85mKkKIojjvtERKJRMuXL+/q6nrmmWdmzJixaNGipKQkgUBgNBpTU1NFIhGCAJ1arpQLT7UN+6jUvb29Nputq6tryZIlYxqjZ8NxXFdX169+9at77723urp69uzZ0dHRmzZtslgsjz322KFDh5YsWcKyLE3TAAAIIUVRfn5+b775ptPpfPLJJw8cOJCenk4Qk/KKdbmZL/5dVnmqx9Pm2LPwxpyILwqO9QwPC0Re108poYNiO/udqdDLR0FeUGQKQYDOR7hwmjYlwkujFGIYcLk5Y6/zYNXgrrLeAYvbs5qvF/n4opCqFkt1i2VuhiYlQuEtI11urrbduuVA9+GaIRRF4oLld+f7+3oJSAKNCZSvXhzqZjhjr/PfxV2d/dQVOeyJA7IM47L6q+W5KUEEfvo0wzA0IUJ7c15U8bHWrMTA1Bj9xArJM1UZlyJEUTQzM/PTTz/dv3//P/7xj82bN7/66quxsbEsy44K6SEIgmEYAABCyDAMQRDnim+3tLS8/vrriYmJzz33XFhY2EjeSmZmZmZm5qiVz9xIYmLiW2+9VVRU9P7772/duvX5559fvHgxwzAYdroIyV+j0PjIyuu7aAZ6JPHIeUGR9gcffJAkyZSUlICAgLy8PI1GQ5JkQEBAX1/fqDWlUumtt96q0+nsdntWVlZ/fz9N05NUER6pNG4prM5LC5k3LWLkZiQRkytvTX3p470sTeGCsf3JUxJPZgoCLyw0pVEKn7ojLC5YbneyJZUDwzZ3hL80Jkge5CeWifGvfjJ6sm/EAjwjWqnzEc7L1ChlRFWztazenBymSI308paRdidb3WoBAGi8BTIRgSKIkEQ1SgEHoc3BTMVoGWTcdgHquuumzMz4gDPfkEsF86ZFVtR3r99+IiZULeKNQp4rwHizRjEM0+v1d911V25u7v333//hhx++/vrrMpmstbWVZVmP8gMAWK3Wnp4etVotkUgkEklXVxdN02Pmv8TExPz1r399++23f/vb395///0zZ85UKBQYhh08ePCnn36yWv8XDcnPz585c+aIPYcgiEajWbJkybx58x577LGCgoIbbrhBoVD09fXRNC0UCjU+Un+NYuvuequxU6fTiUQimUzW1NTkcrnGnx3jkRlBEIIgRo5uTFXqWWfkhdPpHLFfJxe9g7b1O8qlYsHjd2VLxYIz38pNCQozeLf2divUoddJQaFEiPv7ChEEtPY4xu+GJHD0pkxNbJC8e4D6+3eNNa1WACBJYLfnaZfdaMhP8S2u6K8z2jwrYygSoBGbBql3f2gqKh/gIAjTS55YHBIRIJ2ZomrosFU0mR/9e8X8LPXKeYFH64Y+3trab3YDALgp5xflWNpl708K852dHTbq3AMAhAT4zMwMXf9jRcHemiVz4vnuiTyXnXGdUhRF9fb2siyLoqhcLjcYDAzDCIXCmTNnHjt2rLy83DPtwePthBDGxsYGBASkp6cXFha2tLR4NuJ0Ok0mk9t92jUkEAjmzp371VdfrVixoqCgYPXq1d99953ZbJZIJHq9PugMvLy8RuxFh8PR29tL0zSCIFKp1N/fH0VRjuNmzJhRX19fWVnJcRyCIHHhamqgQUTikZGRSqUyPT39X//6V319vUdFMQxjMpk8vk0eDyzHfbu9vLVr6NfLclXK0Wafyks8f3okoK1uh2VCxLuaeHybS2/QxYco7E52x+Ge8Y969pYRyeEKCOGOUlNVi4WDkIOAcrPbDplONpmlYnxGkurM9Qct7s9/bC883s9wkIOw1eQ4XDvEsDBQLdYoBRACjoOex6r/voZTTwtCyLkcwyLcPW9axJgz6AkcuyE9NEin/LG4vrG9/+pLyDPlGZdF2NnZ+dxzz0kkkri4OE813po1a7Ra7fLly0tLSx988MH58+crlcqDBw/W1tY+88wzCQkJOI4vWbLk6aefXrFixbx580iSPHLkSHBw8Jo1azQazciWfXx8lixZMmfOnIMHDxYXF4eHh6enpyclJZ1HkrVr1zIMk5iY2NbWVlhY+OijjyqVysWLFxcVFT3yyCM33nijVqstLjnUfvLAylWPREZGCYXCu+++e9euXffcc8+CBQtUKlVZWZlcLn/ppZfOnzVzXVF4uGnrvppbbojJiAs42/OGYei8aZGb91R19ndgpAjDp2BfD6WM+PXtoQ4Xi2OIQkKqFCTDwi93tp0y2saveqRiPEAtctNc4fGfudCdLvZEw3BSuCLS8L9yTAjBsI2uavnfswXHwc4+p5vmfBSkUka2Xx9zg1maoqy9CTHq6SnBY1p7CAL0avm9Nye9/FHhrkONBp2Sd5DyXF7GZRH6+/svX77c4XB8+eWXw8PDb7755qpVq1AUjYiI+Pzzz2+77baSkpKNGzf6+Ph8+umnDzzwgCc0mJ6e/sknn+Tm5u7cuXPnzp1RUVEPPPCAWq0eLQGKKpXKm2+++dVXXz1/7QQAICgoaOXKlUKh8IcffmhtbX3++ecffPBBoVCo1+vfeeed5cuXl5eXb9y4USQksuY9JNCkuRgEABAXF1dQUHDbbbcVFxd/9913Pj4+q1at8vEZOwdSqVQmJyd7XiMIEhMTo1KpAAAEQQQFBanVao9vNioqymOVRkREKBQKz4FoNJrAwEAcn2SN65o7Bj/94YhGJbtjbrxQOPYtxk8l+9VdORhwU7Y+MBXrujEMUSkEOh+R2kuIY0h9u+31DQ3bS01npnr+IgSGiAW4jWJGkmI8uBmupceBACAgfnbFQQjPnJ3JQTBsoxkWCgiUJK4LByDkWMrWr5ITy25N8fE6ZzobhqFJUfq50yL3Hmk81To6Ts/Dc4kgU3WG7Rf/Ltt7pOn3q26ICdWMuQLLsmcf+0iyz/WD3el+55sD+440v/CrORkJ/ti5u+1wHHzts/3f766V+gQTwqnT5io2WPbc8kgCRb/e1d7c7YAQON1sZ6+TuvDq9SiD9J1fJ/YOu5a9VDbqrawY7z8/ENXQYXv8rZMAgGCt5KOnkxo7bX/6rNYT+QMAoCiSECJ/dlkkw3Jv/qvpaN0QiaPzszT3zw88Ujv0UUHLyJpTBeiyD3GOnntvjnv0jqxfTGeraTL9/YsiX2/JHx6cNWqINA/PpTDJbJfxkxyj3/BjRYfJEh2iPvsCo2n64YcfPnbs2Kjl0dHRGzZsuH46OUEIisqa95Q2rlyYmhqrP48WBACgKLL81pSaJlNNa7uXJhLBptTJ42a4pi57Vcsl1axzEDAsJxKgQhKl3P/ToziG+HkLIAQO6nzKFQFAJsYxFNgpbmo3kfHAuCjK0p2ToF0yJ2E8F12oJ2tmR/lPB0/dPifu/KcrD8/4mVL3sjPxVysCtF5Hq4zZiQaZZHQeGkEQS5cuzc7OHrVco9FcP1oQANDSOfjBd6WJEdp5uZHjmeCo08jvvy1t7Yd7rANtMlXQ9VNWOE4oNzdocXtJybQoZcnJgZHlIhKLDZK5GVjT9rNsI5EAU8rIAbPb45rAMETnIyIJ1DTk6je7AAAQAA5CAAGGIlOsaoJl3PZho1YluOfmJF/vcZXlCEh8ZkbogeNtPxbXxYf7RQWrr6eLlecKMmUVoURExoSoS463WmzU2YoQADB//vyrL9U1Rf+Q/cPvSgFAls5LOE945kwQAHKTg+69JenDjUedFpNI7ofwT+VnMGR117Zb8xJUC7L9WrodPQMUAIAk0Jw476xY70Gr+3DN0MjKCAL8vIWrbg78fEdbY6cdAGBQizJjlBiKtJscp6OMELpojoPQS0rIxPiAp3wCTvqABmQZymKSEMyKW7OSoy+gTF7jLbvzpoS/ryveXdoQqFOKzxHS5uG5IKasIhSQeGSQb8He2lNt/RqVDOdrj34Ow3A7D546Utn+wG3pSZG68VsbJIHdMz952Opav+MkhgsEUu/rpLJwPNid7N7j/YmhivhQxbPLIorK+51uLjpQlhHlBSHYe7yvqct+5voQwphA2f+7J+Jg1YCdYqbF+YToJG0mx66yPo9nleWAachFubkwveT2PF1rj4PA0X0n+iZ1ZxkIOco+gDDDdy9MvvWGGAK/gGsTx9H0uIDZWWElx1pykgJTY/yvnJw81w/jmj4xGUEQACE8WmWkXEx6XMB4/H7XFY3t/R9tLI0P1z68NFMi7RSzmgAAIABJREFUurByCALHooJ9O3qGG1uMKCHCcHJSDyxUSIi4EIXNyZTWDA1aLikbBQLQNUDZKUbvK/LzFqZHKtOjlf6+QrOD2VXWu3Fvl9N1eqiTUkbeku3X2U9tPdgdppekRipTIrwkIryl2/HNro6KJvPIBl00p5DigX6SCH9pUpgXhiDHG4aHbZO1ChZCzmUfZO0986dHPrQkQ3ThJh1JYFIReay6s8tkyUww8Jc2z6VzYRYhx3EsywIAMAw7e5jf+d+9REa2PP6P+Pt5BWiV5XVdZqtTIiYv+lbtaRd3JQ5qorA6XF8WHEdR9N5bU85u5DEelHLxI3dk2Ryustp2qNALxMrJqwuNvc53f2hiOdh1OcwsloM7Sk0VjZYog9RLSiAIYqeYlm5Hg9HGnFWQ6KLZwuP9R2uHIg0yIYnanGxtm9XY97PywSEr/c2ujspmq6+C5CBo6bZfFjknBAg5yjbA2HtuSA26f1HqxZ17AIAwg2p6avC/C6sLSxtvyovi/T08l8gFKEKKoiorK8vKyjAMy8nJiYqKOrNgjqKoqqqqw4cPEwSRlZXlGUk4agsQQrfb7VFpKIqSJDlO1eJ2u/ft2yeRSNLS0jxjKMaDWEikRuurG3tqmnv9fOXYxeYaUBS1cePGzMzMqKio8X+KZVm32+0J5uA4fp62q1cZloNb9lQfrTIuX5AaHuhzcUIhCAgN8PnjI/kvfrDnRH0ngmKkUD5JdaGL5jwhussFhKCjz9nRN65yeIblGjqphvMKMGyjiyomfUcVCKHLMcTYe6anBDxzf57PWQ2Mxo+AxGekhxw40bqjpD423C/E3/syyslzHTJe16jL5Vq3bt2TTz45NDR07Nixb7/9NjY2NigoyPMuTdM//PDDc889193dXV5evnnz5qioqMDAwFEbsdls//znP7/++uvCwsKjR486nU6VSuUZ0nR+zGbz22+/3dnZmZGRMZ71R1AqxD8dOEWSeGqM/wWFIs5kcHDwkUce8ff3Hym0BwBACM+j2DiOq6ysfP3113fu3Ll3797GxkahUOjt7X1Zau0ZhmlsbDSbzTKZ7EKNVAhh5amej78/YtAqVy1OU0gvvhgLQYBcKkyO1jW29xmNnQgmwHASQabgs7mAxFRyUiEhZGL8XP+kYhxCQI+7GZtSRt6a4zdode890e/4r790CgM51mUfoK2duckBf1g18+w2fhcEggCpWCAgsB9LTnlJhVEhat4o5LkUxntfttvtX3755dy5c99++22j0bhs2bKqqqq8vDzPjXhwcHDv3r15eXkvvvhid3f3s88+e/To0by8vFEbGRoaKiwsFAqFs2fPbmpqevnllxctWvTYY495BhyejWdwhIdRyxmG4TjOM5UXQZAR76XHPUsQBIqiLMv6yMnIIJ/Gtv7+IVuAnxfLsgzDAAAwDPPoJAihZ1iEZy84jo94Xz1vQQjPbqLNsmxjY6NcLlepVGMOmmBZtqKiYs+ePcuWLZPJZEePHv3hhx9efvnl6dOnn0t9nnlQI/qSYRgEQRAEoWkaRVHP8qGhob///e9yufy3v/2tWq2+IHexxe76995qDnKrFqf5KMaVKXp+9Gr5U8umffDdoUMnOzhWLZSqpl5NRUygdHGeTkSe71bLQfCfI72jOqudBwihi+FoZrKnf44LjmUoay90DczOCn14ScYlakEPBI5mxAfkJgXuK2tOjwuIDh3dsoqHZ/yMVxGiKCqVSq1Wq81mq6+vZxgmODh4xBzBcVwkEjmdTofD0dDQ4HK54uLixtyOQCDIzMxctWqV2WwmCGLXrl0LFiwYUxFCCPv6+g4cONDZ2RkcHDwyoRBC2NPTc+jQoY6OjvDw8IyMDG9vb4fDUVRUZDAYOjo6mpqa0tLSoqOja2pqSktLoQ1vaIHGbrPGW+xpEe5wOOLi4nJycmQy2eDg4KZNm+bOnVteXt7Y2Dht2rSkpCSSJDmO6+jo2LVrl8vl8gycOlM2mqZ37Nixa9euhx56aMaMGUql8mz1BiH08vJasmRJaGhoTU3N008/ffjw4czMzDFduwzDdHV1HT58uLOzMygoKDs7W6VSYRh24MABgiBwHD9+/LhKpZo+fbpcLt+3b19VVRVBEJ9//vlNN910pp16fiCEh8rbjlYZVyxIjQv3uyxd/BEEiQjy/cNDM9/95sCe0hYHS4sV2immC4esdE2rVXheRQghMA25xr/NYRv97S6j2UY7qCluDnIs7Rjuwljrovzoh5dkKMZqq31x+HhJ5uZGvLf+4M4Dp8KDVLxRyHPRjFcRisXi+++///nnn3/mmWfa29sfeOCB2bNn0zTtSSFRKpX5+fkvv/zyq6++Wl9ff+utt06fPp1hGBRFx8yp8dhYI/bcmHscHBz861//Wlxc7O/vb7FYWlpaPL7W5ubmP/7xjxRF6fX6zZs3Z2dn/+53v6Np+rPPPuvt7ZVKpS6X64033rj99tvr6+sBAEePlWPqjEMVsSopu3btWrFYTBDEP//5z8cff/zhhx/u6el57bXXdu/ebbPZAABvv/32xx9/PHfu3O7u7l/96ldms1mv1//www/9/T+L0AiFwocfflipVH788cfbt2+/++67ExISvL29zzbOPAeLoqineduYB8uybFlZ2dq1a81ms1ar/eqrryIjI//v//4vIiJi69atJ0+exHFcIBB0dHTs37//6aef7unpGR4exjCssbFxaGjo7A2ei44eyzfbT0QF+U5PCbqMuXYIAvx8ZL+7b4ZSJt66v9Y64JZ46TBcMElDhmfT2uNo7XH88noXwrCNXr+n4/Ju85oDQoZ22oeMMpJZclPifQtTLyJH9DwgCIiP8EuK1B6saMtICMhKNKBT5ZTjucqMVxFSFGWz2dxu9+7du//whz889NBDAwMDGzZsuPXWW0NDQx0Oh9lspml6w4YNjz/++IoVKywWy/bt27Ozs2NiYs7cDk3TTU1NhYWFdXV1RUVFM2fO1Ol0Y+7x+PHjjY2Na9eunTVrVmlp6Zo1awAAbrf722+/pWn6+eefDw0NPXr06HvvvVdbWxsWFma32xMSEtasWcMwzAMPPFBUVPTOO+8kJiY+++yz67cd3n+4fsmc+A8++MDLy4tl2XfeeWfbtm0rV6707CsgIOD3v/+9VCq94447ioqK8vPz9+/fb7fbv/76a61Wu23btieffHKUeBKJZMWKFTNmzPjpp58+++wzhUJx77335ubmnrmO3W4/cuRIfX19UVGR0+lMTU0d04/qdDoLCgqUSuX777+v1+uPHj364osv7tq1KygoyOMRXbt2bXx8fEFBweuvv15XV7ds2bKamhqZTPaHP/zB23u8aQJWu+ub7ceHrdSqxelqH+kvf+ACUcpFDy5J16nl32w7MTBkFEh9CZF8SoYMecYD5Fi30+y29/r7kPfdljU7M+zyakEPIgExKzOsrLpz54FTYQYftfflP7F5rgfGpQgZhvnxxx8/+eSTF198sbS01DML12w2f//993l5eTRNFxcXf/DBBytXrqyuri4uLp4zZw6O45s2bQoMDBylCB0Ox44dO8rLy9Vq9ZIlS5YuXXquAGFDQ4NMJktMTCQIIiYmJjIyEgAwPDxcV1fX1NT0zjvvCAQCp9PZ39/vmeIrFApnzJih0+k4jlOr1SKRKCwsjCTJiIgIqeh4p2mosqFHDPtLiou6u7tramo88T/PvhYsWODj44OiaHZ2ttFoZBjmyJEjcXFxfn5+JElmZ2ePKSSKooGBgYsXLxaLxR999FFAQMAoRWgymd544w25XB4eHv6nP/0pOzt7TIvQarW2tbUlJyd7TN7ExMTIyMimpia3200QRHR0dEREBEmS4eHhOI53dXWN8tOOB46Dh0+2Fx1ryc8KT4k5X2ftS8FLJlpyY3ywv/LD7w7XthoZWiWU+qJTqyUpz3jgWNppMbHOgeRov9X35kYHq69QfzgURSKDfefkhH//08lpKUGzMkP5BqQ8F8G4blIURRUXF0dFRa1YsSInJ+fZZ5998sknY2NjFQpFWFiY1WrdsmWLXq9fuXKlxWL505/+9Je//CU2NpZhGL1+dPMkhULx5JNP/uY3v/nFnXrSMkdpDk+2i0flSKVSAIBMJhsJknncsB4/5IhLFkVRf40CkYs+XLel6+SW2fk3TJs2jWXZ2tra/30L/01OIQjC7Xaf6c88l3gcxw0PD584ceL777+vq6tbvHjxiH05QkhIyBdffBEWFnb+I/XMwRjZ13k8xhddyNg3aNteVOerlCydGz9mw7nLBUlgWQkGtbf0o42HD1caHcMugcyXIMRTxk3Kc34ghIzbTll6BCg1Ly/ioaWZWtWVHVQiEZF5aSFHKo17ShsTI7RXwtvBM+UZ740VwzCz2Tw4OKjT6Z555hmPFzQ2NhbDMAghjuN2u72vr8/X1/eJJ55wuVyfffZZcHCwj4/PRXdF1Gg0NputtrbWbre3tLQYjUYAgJeXV2BgIEEQubm5CxcuXLBgwYwZMzzzAs+DTi1PjNRVV5YHGAyrV69etGhRSEjI+av6wsLCGhsbTSaT3W6vqalxOn9WE8ay7PHjx9euXfvFF19ERkb+4x//+PWvf32uAYe/iFQq9fb2bmpq6u3ttdvtlZWVra2tISEhJEkyDNPe3t7Z2Wm1WpuamliW1ev1OI6jKGq32202G03/cocRluV2lzZ2mMx3z0/SqmRXWiMhCBLi773moZkP3Z4e4ANcZqPT1scybgCuhwTJ6xnIMi6npcdlNob4kavvyXn6vrwrrQU9BOuUs7PC2ruGSk+2c+Mfo8zD81/GZREKhcKZM2f++c9/fvrppxMSElpbWymKSkxMLCkp+eCDD+69996FCxeuWbPmz3/+c2pqamtrq9PpzMjIKC8v//TTT1evXi2Tnb4YzrbwzkNaWtqmTZvee++9lJSUU6dOtbe3p6eni0Si+fPne7JyUlJSHA4HQRB33303SZJnbtljEXqWIAiCY+iNOeElBw219Xv/9a9/EQSxZcsWj3WF/JdREs6ePfurr776y1/+EhgYeOjQoVGy0TR97NgxrVa7evXqgICAMSN/I3v/xSOVSCT5+fl///vfn3vuueDg4BMnTpAkecMNN3iSV48dO/byyy9HRESUlpampKQkJSVJJBKDwfDDDz989tlnN998c3p6+vm3f6qtv2BvTUyIOj0ugMCvRj4ngiBKueiOeYnxEdrPNx8tq+m2U1ax3A8jRXzUcEoCIce47A5ztwBz5yb7P3h7Zqi/92VJSx4POI5OSw46WN6261BDSozOX+N1dfbLM2UYV0E9iqKhoaHh4eFGo7GpqcmjAJ544glfX9+urq6EhIT4+PjExESj0Xjq1ClfX9/HHnvsscceCwoK6unpSUlJGSmBZ1l2eHg4MjLyF72FAAC5XB4WFtbR0dHV1TV//vyMjAx/f39PwCw2Nra7u7uystLtdsfHx8fHxxMEMTQ0FB8f70m96erqCg4O9sQX7XY7QRDzZufVdbj6ze6B7gYUcPPnzw8ICPCMYTKZTLNmzfL29kYQZHBwUKFQpKam+vr6hoWFlZeXW63WVatWaTSahISEkQYCOI6npaXl5uYqlcpzlfHZ7XYI4fTp0yWSX6iawjAsKCgoJCSksbGxs7MzNTV19erV4eHhCILs2bNHrVYnJyfX1dWlpaU99NBD/v7+GIb5+/tTFGUymWJiYgwGw3k2brW7Pv7+cIfJct9taaEG1dVMq8Mw1E8ly00OFJBYb9/g0GAfx3IoRiDoOVOFeSYdEEKWply2fsbWHaKTLLsl5df35voqJVd5aJRQgLMct6e0USwURAX78qUUPBfEBE+ohxCazWaHwzFKDKFQ6OXldXmHxe8oqvtwY+kfH8lPjwuYkPswwzADAwOeiv4zkUqlcrl8TN3wu9/9juO4F198ccSqviBYDu493PjONwdmZ4Xff1vaFY0OngcXzVY39Gwvqi050W6hUFyoJIVyBLtWes7xXBwQchxLux3DnMusEIMbc8Jumh4VHqi66F6Gl0iHyfzml8XDVucz98+IDFbz5xbP+JngjD6n07lu3brNmze73T/r+j99+vSnnnrKz8/vMu4rKUonEhIlx1sTIrRCwQQceHd395o1a5qbm0ctv/feex9++OEx/atyuRxCeNE5MkNmx39K6n29JQtmRl90g+NLR0BgydG68EDVjLSu9T+WVzearPZBkcyXEMoQlM8pnZRwLO12WimrSSLgkuN0K25NiQr2vRIFEuNHq5LNzYl4b/3BIyeNQTrvCbnGeSYpE3yukCSZn58fGBg4qo2ZTqdTKBSXd1/eClFarP+u0oYlN8YH+HldfWvE29v7wQcfHBwcHLU8IiLiXLbvkiVLAADj7zN+JhyEJSdamzsGH1ic7j8Rx3smCILIJILpqcGxYZrtRXW7D51q7e52UBZCrMQJEYrh/FDDyQGEHMfQLjvtHCSBMzHc+6ZpkXNzIybwMWsEDENTYvQp0fqSEy1ZSYERgb+QQ8fDM8IEu0avMkVlzWs/2rP8lpS75idN+TFmbV1Df/5wj1opeXL5NL+rkrw3ThiWa+0c3HukaX9ZS7vJzgAhIfTCBRIExfhUmmsWCDnIMrTLSlMWAeIK0cvzM0Pz0kP9NYprysNdXNby8feHp6cG37cobcpf4zyXi+vLe5AQqQ0N8NlRXDdveuTUbkLhcjPbi+p6B2x33ZR4WXocX0ZwDA0zqAL8vObkROw62FB4uKm9p5OyCQQSb0Ig5WOH1xoQQo5105SVsg8KMDpc53XT9Lgb0kNUXhLi2tM0CZHaiCDfQxXtOUlBceGaiRaHZ3IwZSfUj4lQQFAuuuREm0GrDAnwmaqdCSEEtc2mb7eXhweqbp8ddy24rc4Gx1AvmSg5SpcUrRULMZfLaRkeoJx2CDmAoAjq+XGm5g80SfBkw1C00+y2mQTAGhOkWHBD9CN3ZGQnBsokwqtWHXFBeKat7SltFJBYTKiGNwp5xsP1ZRECAGZmhH33n5OHT7ZPSwmUSy5+Gt+1jINy7z3aTLmYhTNjvOSXrdn/lQBFkXCDKkinnJsbeby2s+R466m2AZt12IWICKEMJ4S8gXj18XhBGbfDTVlw6JIKYXyiJjc5MCVGr1crrnJdxIWCYWhMqCYlWn/geGtOUmBChJY/f3h+ketOEfp4ifOzwnYdbOjqtciDp6YibOkYPFTedkN6cHy4dlIUVBE4FmbwCdIrZ2WE1TSZ9pQ2nmzoMQ0OO4FAIFYSAomn+nCixZz6cBzLMS7GZXM5zCTq1vuIk6MNs7PCIoN8ZRLBtWkCno1KKZmZGVrV2HOooj0icIJzWXkmBdedIgQAzM4K315Ud7C8LTTA5+p0WrmauN3Mj8V1BIHlpYVIJeREi3MB4BiqUorz0oKzEg21zb37y5or6rvbunodwwhCyHBSghEiFMcRgPKdSy8nEHp8oIzbwbrtkLFJhSAu0ic5SpeXFhwWoMLxyaH/RkBRJDlKlxSlK6vqmJkeGhnsO9ES8VzrXI+KUKeWZ8YHFBTWzJsWqVXJp9JNFUJ4sqHnWE1nRrwhJOAie59OOCSBJUZqo0PUnb3m+pa+E3VdVQ0m01Cf04FATIgLpDghRDAcRTBeI140EELIsZBlGNrBuO0odElIqNWKEyOjEiP8IoJ8/Xxlk8KdMCYKmXBGesgn3x8uOd4S7O/NRwp5zs/1qAhFAiInKXDvkaadJaeW35oy6R54z4PN4f7p4CkXzealBUtFk8kcPBuSwIL13oFa5fTU4L5B+4m6ztKK9uaOIdNAl5VGCKGMEEhQQohiBMpX5V8IHEtzLMPSTpqyMm67TIT6+0oiA3WZCYFx4RpvhVgkwKdAXC0hwi8swOdwpXF6akhEEF9TyHM+rsc7CIKA5Gh9RKDqx5K6udMidL5jD0ScdEAIqxtNx2s6c5MCww2qazypYZygKCIRkRI9GaRXzp8e3WQcOFbdUdNkauka6unrctlxBBejhAjDBSguQFEMIHy66SgghBBAyLE0x7pZmuIYJ2CcApwzaKShhqCEcL/UWH9/P8Xktf/GRCoWZCcFvvvNgcOV7QatF99ohuc8XKcnh5dMdNP0qHe+OXCovG3RrNjJkgVwfhxOuuR4C0ngc3IiJqqt6BVFQGIxoeqoYF+zjeo0mVu7hmqaexta+00DFruLo+yAQ0iMEGGEAMNJBMERFL1uK/Qh5CDHQo5lGRdLUwztxAAjJIBCiOgDZJFBhshgX4PWK0DrJRUJJr/5NwY4hsaEaiKDfEuOt2YnBoYZJmukgOcqcJ0qQgQBc7LDf9hVefBE26zMUKVcPNESXQaMJvOJuu7spMBQg8/UMAfHBEURpVyklItiQjUzM0LtDrfRZK5uNNW39BpNloFh85CFcnAYTkhwgQjDhShGICiOYtiUNxMhhJBjIMtwHMPQTsbtYNwOAQaVcoFKIw7QqKJC1LGhGr1GIRWRAhKfwieJB61KNj01+J+bjlY19ATqvKZeZhzP5eI6VYQAAJGQWJQf98m/Dte19GclGCb7QzHLwn1HmjAUyUowTPbo4Dg57TUVkWofaWqMnmG5nn5rQ1t/Y1t/S+dQh2m4p7/fYYMAISFKAJREMQLFSBQjMIwA/51GOWm142mHJ4QcxzIc6+ZYmmNdgKMRjgbQLRFiOr3M388QpPeOCFSFBfqoldKp4fkYP57uo4VHmg5WtOUkBfLD63nOxfWrCAEAWYmGgsLqLXurk6K0IsHkLjZq7Rw8UmUMM/iEBnhPtCwTA46h/hqFv0aRlxpstlG9g7aefltXr6XDNNxhMvcO2O2Uk6IhRUEniyAoiREkhgkQDP9vZPH0v2svExVCCCHkPGoPchzkGI5jONrNsi7I0SQGhQQiIhGpmND4KPRquV4j16sVfiqZr7dEJhFO1FykawGdWp6dGLi9qLayoWeWd9g199vyXBtc14rQVynJSwv5YktZTVNvSrR+8l4kNMMWH2/pH7LfdVOiXDo1uwSMHwxDvRVib4U4MkjNsKybZt00a3O4O3vNxu7h1q6hTpN5yEINW+0W+6CDYliIIiiB4QSKkRhOIBiBohiC4giCAvQMBXkVgBAC7rTa404H+TiO4TiaY2iOpVnGzbE0jkKxEPeWCpRyoY+XQq+WBeqUQTqln0omFhEkjhEEjmNTtYHghYGhaGZCQOHhxtKT7RnxAVMyds5z6VzXihDH0NzkoC17q7/ZdiIyyFcqnqwexa5ey+GTRoPOKzbMb4rl/l0KCAIIHCNwTCICSrkowE+RlWAAAFAu2jRg6zSZewasA8POQYvDbKEGLQ6LlTLbbXYHzUIUIDhEMIigCEAhggIERQAGUBRBMATBEBRBEAxBEIAgAEERBEEAAv6brXpm7QEE0PM/j5YDgIPwtMIDHHfawvMktkAOQA5AFgAOAA6BLIAsAlkMhTIh7uUlUipkXnKhl0ykkAp9FGKtWuavUWh8ZHyR3Pnx85ElRemKj7fUtfSlxeqnQGUIz2XnulaEAIAQf+9ZGaEF+2or6rtykgIn40XCcrC2udfYM3zfojQfxVTI+rnSCAVEoE4ZqFMCACCElJuxO91Wu8vhpB1Ot8XhGhh2DAzbLTbK5qTtDrfd6bI73G6GZljAspDhAMtBhoEcBBwHOHj6BYQeHQfAf/8LwGk/62mNCRAUBSgCUARBUYAhCIYBHAcYhuAoQmAISWASkUAiIsUiQiYWKBUib4XYSyaUigVSMSkVC2RigVhEkAQ2GU/UiUJA4slRuj2ljUerjFHBvrxRyHM217sixHH09hsTfjrYsLu0MSlaJxFOPqPQSdEn6rp8vaUJEX58sdSFgiCISECIBITK6/SwKggBw3IMy3IcZDnIcRzHQY6DHmVpdbjsTrfN4bbYKDfNuWnG5WZohnW5WZphIQAcy7Ee3QgAQACGIgBBMBRFUUASOElgOI6ROCYU4CIBIRGTUjEpEwukYlImEQgFBIaiGIogKIKhCI6hGIZiKO/kvCRQFAkz+MSGag6fbJ+dFS6VCPivk2cU/H0T6NXyRfmx/95T3doxFBs2+QaYdfdZ6pp70+MD9H6KiZZlKoAggMBR4qx+Q9faWEee8ePjJUmL96841V3V0BOkV/LOZJ5R8PEkAACYkx0uEZFbCqtphp1oWS4MCMGRSiMHYVKkdjKaszw8VwEURVKj9UE6ZVm10WyjJlocnmsOXhECAIDWV56XFrzzwKm65r6JluXCMNuospoOrUrOd1Pk4TkPWl95UpS2q8/abByYaFl4rjl4RQgAACSB5WeGyaSCdVuOOSj3RItzAVQ39nSZLLHhGoX0mh7Ay8NzNhzHVVVVbd68maIoz58ul8vpdLrdbjiSbgQAhNDtdjudTpfLxXHc2RvxfIqm6TM/NQoURdLiAgAAJ0/1uOlfcPyca48jyymKOlsSCOGY8l8EDMNYrdazd8FzheBjhKcJNfjMyQ7fUlhzorYrJyloUqQnuNxMRX23m2ZjQzV8+yieSYfdbt+wYYNEIpk/fz5FUVVVVceOHXM4HCqVatq0acHBwRBCu91eVVVVVVXV39+vUChiYmISEhKUSqVnC8PDwxUVFdXV1Xa7Xa/Xp6SkhIWF4fjYt7UAP4VB63WyvrurzxKkU55LKpfLVVdXd+zYMbPZLJPJcnNzw8PDcRynKKqmpqaiosJkMkkkkqioqKSkJJVK5cngtVqtlZWVlZWVw8PDGo0mMTExLi6OIC6yTUddXd369eufeuoplYr39FwNsBdeeGGiZbgmwFDUoPXaUVzncjOZCYZJoVe6+yxbCmt8vCTzpkXKpXxSOM9kAkJoNBrffffdO+64IyIi4uTJky+//LLVakVRtLW1VSwWR0VFWa3W9evXv/vuuyaTiWXZhoaG7du32+32+Ph4kiTNZvM333zz6aefWiwWiqJOnDjR1taWnJwRXTusAAAgAElEQVQskYyd1mS32/oHLSUn2sMMqmC9csxWqxDCioqKP//5zyaTCcfxpqYmgiDCw8MJgti8efPbb79tNBo5jmttbd24cWNfX198fLxYLHa73Rs3bvzb3/5mtVppmq6uri4uLp42bZpcfpGTbQYHB5ubm9PS0sRiviDqasBbhP9D5ytfcmPCxh/Lm4wD8eF+Ey3OLwAhaO8ebu0cuuumRC/59d5NhmfSQdN0WVkZTdNRUVEMwxw9etTpdD733HN6vd5sNrMsy7LssWPHPv/88xtvvHHVqlV6vb67u3vdunXr16+PioqaM2dOcXHx119/vXjx4pUrVyqVytbWVpPJJBCMfiJkWXZwcLCsrOzw4cPawDipmCyrMiZGqL1kIk+nAwzDcPz0CEaWZY8cOTI8PPzCCy/Ex8ebzWa32y0UCmtqat59993s7OxHHnkkKChocHDw+++/f/PNNxMSEm6//fa6urpPPvnkpptuWrVqlVqt7unpqaioOJcOs9vtlZWVwcHBra2tQ0NDMTExarW6sbGxtbXVYDBERUWRJKlWq2fOnCkWi51OZ21trUqlMpvNnZ2d/v7+ERERJMmnxV1meEX4M+Zkh+06eGrjfyqignyJazvH2k0z9S19IgEeFaIWkvzvyDPJoGm6tLRUrVb7+fkBAAQCgcPhOHXqlJeXl5eXF4IgFEUdPHhQIpE88sgjOp0OAKDX62+77bbdu3cXFxcnJCT89NNPGo1m8eLFarUaABAeHh4eHn7mLliW7evrO3HixMGDB3t7e+Pj47Mz4gfojkMnmlF7s4x0eSJ5kZGR06ZNG9FbQqHQ6XQ2NDQEBAQolUqPgvzPf/5jt9vvueeekJAQBEF8fX1XrFhRUFBQWlp6yy23bN++XaFQLFu2TKvVeuTU6/XnOvChoaG33npLp9O53W6LxeJwOObNm1dZWelwOAYGBh5//PFZs2a1tLR8+OGHr7zyCoZh69ato2kawzCKogYHB1euXHnLLbegKJ/ecTnhv82foVXJ87PC9h1tPlJlnGhZfgHKxdS29IYafPw1Cr7PCM+kg2GY1tbWgIAAgUBAEEROTk5QUNALL7zw1ltvHT16lKZplmW7urr8/f092gUAgCCIt7e3wWDo7e3t6+traGgIDw/39/cfc/s0TZeUlPzlL39Zt26dt7f36tWrV61aFRcdnhCpdbmZ41Ut7caOrq6urq6uwcFBlj2dPoPjeG5ubnx8/BtvvPG3v/2tpKTEk8hTW1ur0Wh0Ot3ItSaRSGJiYoaGhpxOZ3l5eWhoqEYzripkmqYbGxsZhvnNb37z6KOPHj9+/LvvvluyZMnvf/97gUCwZ88el8tFUVRXVxfDMAzDdHV1dXd3r1ix4qmnnhKJRJs3b3Y4HJf67fP8HN6S+Bk4js7JDt9RVPfFlmMxoRql/NpNxRwwO0wD1rzUEB8vPorAM/lgWdZkMsXHx3v+DA8Pf+6557Zv37579+5Dhw49+OCDc+bMYRiGJMkzn/MQBCEIguM4lmVpmiZJ8lypMQ6HY8OGDSdPnnziiSduuukmLy8vz/LYUE2g3segDXv0jgyxEAcA4Dh+prMxPDz82Wef3blz586dOw8ePHjfffctXbrU5XIRBDHKDhvJhXG5XCRJYth4fUgoit53331hYWF+fn56vT46OnratGlutzs9Pb22tpam6TNXFolE2dnZ6enpDocjNzd3+/btFotFKuVHSl1OeEU4Gn8/ryVzEz7eeLj4WMvNM6Kv2RE2p1r7EIAE6735Lts8kxQEQRiG8bxGUTQiIsJgMMycOfO99977/PPPs7KyJBJJc3Ozy+Uaifw5HI6enp7o6GiFQqFQKPr6+sxms7f3GKPHRCLRggULBALBgQMH7HZ7Xl5eUFAQSZIOS599uOtwTw83XEMCBwAgNjZ21qxZI6oFQZDg4OD7779/xowZb7311meffZadne3j49PY2Gi320fSOFmWbW1t1Wq1QqFQpVL19fXZbLYxJRkTjycWRVGJRCIQCDzKfkyljqKoSCQaWdntdrvdk6nEa1LA30NHg6HIgpkxIf7eO4rqLNdqEwoIYU1zr0hIBJ47C5yH51oGwzAfH5/+/n4AAMMwJpPJ7XaLRKLo6OjIyMihoSEIYUxMjNFoLCoq8rguXS5XWVlZf39/RkaGRqNJT0+vqKg4ceKE512apvv7+z2eTAAASZKzZ8/+/e9/n5+fX1lZ+de//vWrr77q7u4mcDQmRO2kmM5eB0mSHktuxOhkWXZgYMCjeqOiohISEqxWK0VR2dnZFovlyJEjHiXEcdyhQ4dqamoSEhIEAkF+fn51dXV5eflI5Z/JZLpCDkwIIV9feNnhLcIxkIrI+xalvvRR4f6y5oWzYq9Bk9Bso9q7h70VYl++ASbP5ATH8bCwsIaGBk8t/Lfffjs0NBQSEmI2m0tKSnJzc9VqdV5e3t69e1977bWKigq1Wt3Z2Xnw4MGZM2fOmjVLJpPdfPPNpaWl77zzTlVVlVKpNBqNCIKsXLlyJFGFIAitVrtw4cK0tLTCwsJjx44FBwfn5eWtuMO3qX93fLTuoSWZo/rUUxS1adMmo9EYFBTkcDi2b9+enp6u1WoNBsO+ffv++c9/Njc3a7Xavr6+nTt3ZmRkzJ49G8OwWbNmFRQUvPbaa+Xl5b6+vn19fa2trb/5zW9CQkLGPPZRQf2RPxEEOfP1qBXGfIvnssDXEY6NUi5qaO8vLmvJSw2Wiq+5Er26lr49h5sSIrSpMf74We2heXiufRAEsdvte/bsyc/PV6lUFEXV19efOnVqcHAwPT19+fLlPj4+crk8Ojqa47jm5ua2tjaXyzV9+vS7777bz8/PkzgTFRXlcDgaGxs7OjowDEtOTj67jB1BkJFKfH9/f7FYjGFYXUtvW9dwYqTW6+d5ACiKOhyOpqamU6dO9fb2JiYm3n///f7+/hKJJDo6GgDQ3Nzc2tpqtVqzs7MfeOABg8HgcV3GxMQ4nc6mpqb29na32x0fH5+enn52LQcAwO12t7e3z5gxQy6XcxzX1NQUERGRnJwMABgYGMBxPD093eVyDQ0N5ebmkiTZ3d0dEREREhICIRwaGnK73dOnTz9XrSTPxYFcYiugqQqEcN/R5rUf7r5tdtxjd2Zfa3G4rXtrPt109Fd3ZednhV1rsvHwjAcIYUtLy3333ff0008vWLCAZVmHw8EwDIIgQqFQKBR67B4IIUVRnlZnGIYJhcIz02c4jhtpaYbjuOfdX9w1zbDf/1T51dbjf3wkPycpcNS7DMN4jFQEQQQCgVAo9OTIjEjCsqxHkpHYnuddT0s2COHIu2PuneM4m80mkUgwDIMQ2mw2DMM8IUOKoliWFYvFLMs6nU6PtnM4HARBeLbmcrlcLpdUKuXLJy4vvGt0bBAESY/zT48L2FlyamZ6aGy437XjjGBYrrPPwrCcRiW7ZnN5Jgue+925Mg95rhwIgmg0mnnz5lVVVc2bN08gEIzZhwVBEJFI5MkWORtP/siFmkc4hgXplQiCtHQMJEfrRT/3juI4LpPJLlQSBEHEYvFIMSKEcNu2bTt27BhlaYhEojfeeGPkSBEEOXNfQqHwbBnOTBAVCATn0q88lwJ//Z8TiUiw7JaU37+xY3tRXWiAj0h4kW0DLztWu8vUb1N5iRVSwUVECxwOR0NDQ3d3N4ZhGo0mOjra40qy2+0NDQ0mkwlCqFKpIiIizrwxWSyWU6dO9ff34ziu1WrDw8Mvvb2F2+1ubm729KxSq9VhYWGei9/pdLa2tnZ1ddE0LZfLg4OD1Wr1SG663W5vamoymUwAAI1GExwcLJVKLy5qQlHU7t27FQpFZmYm363j6iMWi5cuXdrS0nKV94sgQOcrD9J51Tb32eyUSHBFShFUKlVISMiZiS0eY/dK7IvnEuEV4TlBEBAdor5tdty/91TPzY1IitJNtESnMdso04A1UKuUii742dDtdhcUFPzrX/8Si8Ucx+E4/sYbb/j4+AwMDLz//vulpaUYhnna+aempv7ud7/zJIsPDw+/++67+/fvl0qlEEKWZR999NFbbrnlUo7C5XLt37//008/RVHU49R67LHHUlNTLRbLDz/8UFBQ4Ha7URR1Op2hoaEPPfRQcnIyhmG9vb3ffvvtrl27EATBMAzDsKVLly5evPjiHpMZhqmvr1er1WlpaZdyLDwXB4IgoaGhQUFBV98iV3tLA3Xex6qNZpvL1/vyK0IEQdLS0hITE89eftn3xXPp8IrwfOA4Om9aRPGxlq+3Ho8J1Vwjg63NVso0YEuJ1otFF2ykDg8Pf/PNN9nZ2bfffjvHcX19fZ7KpPfee2/z5s1PPPFEamoqgiBHjx7929/+JhQKn3vuOYIgvvzyy4KCgieffDIxMdHlcjU2No4ZWuY4zmq11tTU1NXVLV68WKFQnEeSoaGhdevWYRi2Zs0agUAwPDwcEBDAcdzevXu/+eabWbNm5efnCwSCpqamzz777JNPPnnppZfkcvnWrVu///77hQsXzpw5E0XRtra2c7nFIIQOh4NlWQRBHA4HiqIKhYLjOIvFAiGUy+VCoVAkEt1yyy0ikUggEHgCPCRJ2mw2CKFMJhOJRPxt60qDouiEhLtEQiJYrzxwvKWz1xzsr8SugAw4jvMu98kC/zv9An4q2dzciM//XbbzwKmbZ0ShE31nhBBY7JTFTml95aMyv8cDy7JWq1UsFnvS5zyJcHV1dQUFBXfeeeedd97pcU5GRkbW1dVt2rTpgQcekMvlH3300Z133rl06VKP4ZWUlORyuUZt2WKxlJWV7dmzp6enJycnBwBQW1vb2dk5soKni7+naSQAgGEYz8AarVbr6+vrWdjf319YWOgpZ/Y01oqNjXU4HOvXr6+pqQkLC9u7d29mZuZDDz3kaRSSkJDgaT5y9pEyDLNly5aKigqJRNLZ2Wmz2WbPnu12u6urq3t7e2fNmnXnnXeSJLlt2zZfX98777yzqKho69atWq22p6fHZDJlZGSsWrVqZNwPz9Qj1OAjkwqbjINZCQaM5HNPrmv4n/8XIHBsVmaozlf2/U8nu3otEy0O4CBnsVIEjsmlgot4jJXL5TNmzPj2229fffXVY8eOeZo5tbS0mEymm2++eSQsLxKJ5s6dOzw83N7eXlNTMzAwkJOTM+J+xHH8TDuMpumDBw++8MILH3/8sVKpfPTRR++66y6CIMr+P3vnHR/FdfX96dt71ar3joRQQRIgIXo1NhiDK4bYvI4d23FcQniCY+LYfhyXj+O4PnZcH4rBNh0kikFUoS7U+0ralbSrsr1Oef8YZ6NHokhCgID5fvhjmZ25c2e0M+fee875nZKS/x3Cjz/+ONQbJBaLFy9eXFZW9re//a2wsJDOUzYYDE1NTUlJSTKZjN4NRdHk5GR6atjV1WW1WlNTU31yWfSa6mXnbRRFGQyGvXv3AgBAr52+++67NTU1S5YsmT59+p49e5qbmwmC6Ojo0Ov1dIGCAwcO9PX1LVu2LDc399tvvx2aH81w5xGkFvO5mFY/4MWZv/LdDjMjvDYqmeDhZSlvfP7LsfNNDy2demtLFRIEZbK6+FzWONZFAQDgcrlPPvmkXC7fv3//uXPnli1btn79ejpY3FdilEahUPgqbqMoeiXtKJIkL168+F//9V8ajWbjxo3Tp0+nw+pIklywYEF6erpvTxiGfTM/AAD4fP7atWv5fP7evXv//Oc/5+TkbNiwgZYbFggEQ2Ub6cQvj8dDr3COXsWKoqiEhIS1a9dGRkb29/eXlZUtW7YsLy8vJiYmPz9/YGCA3se3s1wuf+KJJ2JiYmbNmvXVV191dHQwyUU3FIqiTCZTRUVFR0eHUCicNm1aQECAb6WU/raqqqqtrU0ikUydOnXotz7oTAOSJOnoXxaLNcq1Vj4HQUHc0G+1Odx87s0OlfJ6vT/99NOMGTOuUqdilJAk6XK56MyTMd2BsWI2mz/++OMFCxYkJyePPEVjY+OBAwceeeSRoY/5sWPHLl269Nvf/naSB7syhvDaQBCYlRyckxZacLYxa2pIVPCtrBlNkKTF7hLyWDzOeB5dEAT9/f0ff/zxuXPn7tmz51//+ldAQACKogiCGAwGtVrt+313dnYiCCIWixEE8Xg8g4ODV2pQLpfHxMQYDIba2lo/P7+oqCgIggiC6OrqGjoFpIsMDHUcSqXS1atXZ2ZmHjt2bOfOnVKpdObMmSwWy2Kx0Kla9G5ms5kkSbFYzGKxcBy/Uk8ui1Qqpae5IpGIx+NJJBI6NgdBkJFGTiAQiEQiCILYbDaPx3M4HIwhvKHYbLYPP/ywuro6JCREp9MdOXLkr3/9K11TCQAAk8n0xRdflJSUBAQE9PT00AOm0NDQoS1QFNXR0fHtt9/a7XYYhgUCQXp6ekZGxmXzH4bh9Xpsg3obITAM2NXya+8/sbhcrjfffPP999+/fkPY1dW1a9eu3t5eCILEYnFqaur06dMnRJWbljKw2+0xMTEsFovL5fb39x8/fjwmJmZktcX+/v7i4uKVK1cO3ajVaouKip588slJbgiZpdFRweOy7p8/xYsTPxypJIhb+XIkCMpkcY7bENLw+fyYmJgHH3yQz+dXVlZqNBqxWHzkyBGf7L3b7T5w4IBarQ4NDaWlOoqLi336yEMBQTAiImLr1q3r1q1ra2vbsmXLJ5980tXVRQdkHhvCqVOn9Hr9sMM5HE5kZOSqVauSkpIaGhpEIlFQUFBFRYXdbqd3IEmyvLzc6/XGxsYGBAQgCFJeXj4OFcexhr1AEMSsi95oTCbT9u3b586d+6c//WnNmjWXLl0yGAy+bzs7O8+dOzd//vzNmzfff//91dXV1dXVw1qgKEqr1e7bt48kyfDwcL1e/+abb548efKyv9VhkCTptHT3DwwaB2wTfGGjgKKo3t5enzLqSOjqHENvyJXQarUFBQUYhkVERBgMhq1btxYUFEzIrxfH8fz8/G+//dZsNgMAgKLozJkza2pquru7L7v/yIHj7aKMyswIRwUIAOFB8rzpEXtP1BaWteamht2qeEKSJK12N4+LcVjjWRpta2vbt29fZmamXC4/efKkxWKZNm1abGzswoULd+7cqVAocnJyvF7vgQMHzpw5s2nTJrFYDEHQhg0bdu7cqVarZ86c6Xa7z549y2azH3nkEbpNes1zyZIlqamp586dO3jwYFdX10svvbRkyZKcnBzfqSEI8iUm0gP57du3Z2VlaTSaysrKurq6xYsXazSa3NzcTz/99OOPP162bBmGYRcuXNi5c+eMGTPCwsIQBKEdnDKZbNGiRSiKVlRUoCi6ePHiK6U5M0xm6BwYOiFHr9dLpdKhCwa0FjateKDT6ehKhCMbIQgCRdHc3NwlS5ZotdpNmzYVFhbm5uZedlJIW5eSkhKHwxESEmIb7B5wY8ZBO44TnZ0dlZWVVqs1MjIyISGBz+f39vaWlpZGRka2trYajcZp06ap1erq6urm5ua4uDjadW21WsvLy9va2kiSTEhISExMZLPZXV1dZ8+eTU1NLSsrc7lc2dnZISEhEAThOK7Vas+fP89msxMSEq50W7xeLz0/Li0t3bBhg1QqHVZuAkEQFEWHCoVjGDZv3rxZs2Y1NDQ0NzefOHEiLy/P50ofCkmSfX19VVVVHR0dcrk8OTnZ398fhuHS0lKXyyUSiWpqaiAISktLCwwMLC4uPnv2rE6n++677zIzM9PT0xMTE2mvQXh4+Cj/yrcFjCEcLWwMnp8VdaasfcehyugQhUZxGRWMmwBFAW4vIWKh45MYRVFUp9N98MEHOI4jCLJhw4acnBw+n//CCy+IxeITJ04UFBTQChovv/zyihUr6JXSjRs3IghSUFBw4MABFoslEAhWrVo1rGUIgvz8/JYtWzZt2rTu7m42m83lci+rFUKDIIjVav3888/p6tszZ85cvnw5h8OZP3++w+E4depUVVUVAABsNnv+/Pn33XcfvdSzcuVKiqJKSkqKi4tRFBWLxYsWLbpsHTi6jLjVaqXlAgQCQXh4OL2eg6JoaGioQCCAIEij0SiVSgiCJBJJeHi4T6YyLCxsmNOUYcKRSCQrV6788ccfGxsbBwcHf/Ob3wytbRsQEJCcnLxz586uri6j0fjkk0/SQc5Xwqf84quyO5LW1tb33nvPbDarVKqCgoK6S2WQn9jQby0qLtn+v9/x+Xw+n3/s2LFZs2atWbOmo6Pjo48+kkqlSqXSaDR+++23SUlJXq8Xx/Fdu3Zt2rQpOzu7qqrq559/ZrPZLpfr66+/fvbZZ++5556mpqatW7dmZ2dLJJLe3t4DBw784x//UKlU5eXlW7ZsCQ4O5vF4Bw8eHNk9HMebm5sLCwuLi4sFAsGyZctiY2MvXbp08OBBp9NJ74MgSEpKCq3Fc9k7gGHYVSZhWq32008/1ev1Go3m1KlTP/7447PPPjt16tRTp06dOnWKVlXV6XSnTp16/vnnzWaz2Wy22Ww9PT0mk4lOK0IQRK/XkyR5J8m8MYZwtIAgGOQnfnDJ1Le/PHniQssDi5LQW6F2TQEUTpAIDI0v80mj0bz00kudnZ1Op1Mul9NJFLTj8IUXXtDpdH19fbR5UKlUvifNz8/v97//vU6nMxgMHA4nICDAF9U5DAzDQkJCAgMDr/6QgCDo5+f3hz/8QafTWa1WoVAYFBREC8RIpdIHH3xwzpw5vb29JEkqFAqNRuNL6QsICNi4cePy5csNBgOtcSOXyy+bPoEgSF5e3vTp0+lJRkJCwosvvhgcHAyCoFgs/u1vf6tWq9lsNp1EgWFYWlpaUFCQbxD9/PPPy+XyO+lRn4QQBOFyuYqLi7u6uv7xj3/MmDGjvb398OHDDz74oEKh8Hq9Xq+3qqrKaDRu3bp18eLFLS0tJSUl99xzz7ABlsfjaWpqOnXq1OnTp+vr65955pnLCrjQ4c2dnZ0vvvhifHz8uXPnSsouWVwWvcFUdTpfIuT89re/FYvFu3btOnTo0KxZs7xeb2dnZ3p6+rp16+x2++rVqxUKxebNm/l8/h//+Mdz586lpqZGR0c///zzEonE4/E8++yzP/7445IlS9xu98DAQGpq6sqVKzs7Ozds2NDe3i6RSPbt28disbZs2QLD8MGDB48cOTK0ey6Xa9euXXv37pXL5fSAkhZU4nK5gYGBPrcFHS82bIjmdrvr6+shCDp9+nRHR8eyZcuu5CU9duxYa2vr73//+/j4+MbGxtdff/3nn38OCwtzOBzt7e2PP/74zJkzGxoatm7dWlJSsmTJksrKyubm5qeeesrf358OJuDxeD09PR6P505SyWEM4RhAEXjmtNDCktYjZ+tnTgu5JbUAKQogCBKCQGhcKqMQBCkUiqFhXT54PF5UVFRUVNTIr0AQ5PP50dHR0dHRoznLaEp108/zyBBQelQbEhISEhJy2Z5wudzw8HDfyozBYNizZ89IV8rs2bPj4uJ8PZFIJL6kQAzDYmJi6M++4Au5XO6ruQoAwFVWrhgmBIfD8dlnn5WUlGzZsmX37t1HjhyJiYmpqqrau3fvihUr3G73/v37L1269Je//OXIkSPnz5/Pysqqr68/evTo/PnzhxnCwcHB77//vqCgQCQS/eY3v1m4cOGwAhQ0Ho+nubk5LCwsKSlJIpHMnDkzIEBT0+1o0+prLpb6yXkff/wxDMOdnZ1dXV20H5qiqHnz5tFLskFBQYmJieHh4SRJBgYGmkwmWiC7qqqqvLx8cHCwtbVVKBTSfjKBQDBr1iyZTAZBkL+/f09Pj9PpbGpqmj9/Pp1Ku2LFis2bNw/tntPp3LlzJ0VRa9euzcjI8JmZsLAwPz+/oe43DMOGXeDAwMCXX34pk8no/KV77rnnss+g2+2ura1VqVQJCQlCoTAhISEhIaGuro52AQYFBdGZS9HR0WKxWKfTIQhCn4uuHgz8WwSVlkcfxx990sIYwrEh4GIPLEx684tfth+qeOGxWTdfa4aiKC9OIjB8I7Qwbkd8wqTDtk+dOpWuV3BLesVwdSiK6u/v/+mnn+bPn79+/fqoqKiPPvrorbfeslgsERERdMH3Q4cOpaamPvroo9HR0f/zP//z5ptv0svdI/3BUqn0ySefzMvL43A4Uqn0Sg5jiqJojwD9q4BhGIFhHhsZMDscLq9arY6JiUEQJDo6eunSpYGBgfX19QAA+LxxGIYhCAL+GwAACII4cODAtm3bcnNzo6Ojy8rKfOYBgiDaVtEf7HY77QodKqs9rHt8Pv+ll146fPjw119/XVJSsmDBgpiYGBAEKyoq9uzZM3RpNC0tbdmyZUMnZHK5/JFHHklPT6fvwMiQTt8d8Hg8viuCYZheR6WtLH11wL99t77tQyFJ0uv13io9oBsHYwjHBgiC0aGKnNSwA6fqUuMD5mZG3vw+EASJICAMM+4rAACAgICAZ599dqRThM7WuCVdYhgNtCCf1+vl8/lz584FAOC1114zGo1//etfuVxuX1+f3W7HcZzFYs2aNcvtdm/ZssVms23evHnkWx5FUX9//8jIazyMCILIZLILFy709vYKhcK2trbBwX6pKAIHEDaHr1Aoli5dSs81R1mQxO12X7hwISoqat26dWw2+8SJEyMHZDQURWEYJhaLz58/v379epIkS0tLR17FjBkz4uPjKysrT5w48eqrr2ZlZT322GMKhSI9PX3o0mhISMiwER6KogEBAde8AxiGKRSKpqYmm80mEAgMBkNjYyPtLwcAQK/X9/X1BQUFDQ4OmkwmhUJBnwXHcd/zRRCExWKRSCR32MPFGMIxw2VjS3Niz5W37zhSGROmDFBdTVHzRgCCIElSTIobja+WG8NtBAiCMpls+fLlhw8fZrPZGo2moqICQZCQkJAffvhBKpVmZWXNnz9/165dIAgGBASUl5ez2Wy5XL5nzx6xWLxixYqhTQ0t7IXGt7MAACAASURBVH4VMAxLTU3dv3//+++/HxERUVlZaTYNhgUJDF4yZ/bcS1Wn3n333aioKLPZLBAI7r33XmBEmfhhNeJp83P48OGCgoLu7u6ysjI6CXJkAXq67sTMmTPffPPNN998E0XRkydPKpXKYXvCMCyXy/Py8pKTky9cuHDy5Mn6+voZM2Zc1k0w8hTXvAMQBM2ZM6e0tPSvf/1rUlISLRq1fv162mug1Wrff//9zMzMiooKLpc7bdo02g2/e/fub775JisrKzMz0+122+12lUp1h8moMhXqxwwIAlwOxuNiR881sVlofIT6ZpbGdXnwwpJWHhdLTQicJCLgDAzjAEXRhIQEiURiNBoHBgZCQkLWrVu3cuVKGIZRFI2Li4uKipJIJD09PQMDA8HBwY8//vh9992HoihBEMnJyb52PB4PQRBpaWlDI04vC72y6u/v39fXRxDEvHnzYmNjxXL/zn7q3kXZmdNi+/v6enp6AACIjo6OiIigKMrr9WZnZ9MhVEajMS4uLiwsDIIgm83m5+cXHx8fHBwMAEBLSwuXy501a1ZwcHBGRgZBEG63e/bs2Twejy4rP2XKlICAgODgYLFY3NXVhWHYmjVrlEplcnLyyG7TjvDQ0NDU1NSAgIBrFgjzeDwkSSYnJ18phG0oCoUiICBgcHDQYDCoVKoHH3yQrkFWWFhos9lycnL6+vqkUumaNWumTJlCB2ZDENTX1+fv7x8WFtbc3Hz69OklS5YEBAQMa7mrq6uoqGjevHlD0zbKyspaWlpWrFgxycucMRXqx4nV5vrn9nOltbqtz8yPC7/GEziBmK2urZ8cEws5zz6ULRLcOVFbDHchtKXBcZyu6k6Xnvd4PCAI0itvOI57vV66+jzt2aIz6oZmDhAE4fV6URQdpT8Yx3HfKUiSLK3VvfE/Jx9ZPm3JzCgIpOisAJ/2kNvt9imWud1un+eP7obvM47jMAzTIgxsNpsgCDqoEgRB2i3nc0zSO4MgiGHYmLp9FQiCGOr7HM3+tO2kxxz0Ua+//nppaenbb7/t7+9Pd4/eTvefTtZEUfTDDz+sq6t79dVXR9rv8+fPf/DBB//93/9NDw5ovvjii4KCgq+++mqsxZNvMnfU9PZmwuex7smLr242fH+gfMtTc9nYTbqTIAhgKOzxEl5i/HoNtGSa0+mkRdR4PN7QdRUcx/v7+51OJwzDEolk2LfXCd04h8O5SorhjcPlcplMJqlUOsnHp3cJ9At32N9iqJGjX75X+paGLks5dEtvb+9nn312+vTpYXsuWLDg8ccfl8lkQ5f12GwMQxG32wtB8LDi23QA82VPPbTPI6vGwzDsOxAEwWEH+o6dqEiukXfAZrN98MEHhYWFw3zn8+bNe+6551gs1sh4Ijabzefz6fTfoduH9t/lclVVVc2YMeOyqfoIgvD5/GFBNCwWa9x1s28mjCEcJyAIhgVI52dF7DhcefBU3Yq8ePimLJCCIMhmIQ6X1+u9Ytbw1XE6nTt27MjPzwdB0GKxpKSkPPvss0MTKn7++eeff/4ZgiC73R4XF/fyyy+PrCxotVqPHTs2MDBA1/mbMmVKRETEaM5uNBo3bdqUk5Pz+OOPj6//10NZWdn777//2muvxcXFjfIQiqKqq6tLS0sJgkAQRKPRZGZmToiQIwAAXq+3q6tLIBAMzdxguE74fP7s2bNH+tUiIyMvE2gDwygKO904Qd45a2MsFis3Nzc4OHiYIYyIiLiSb2/hwoUZGRlXV7SnKOqhhx6KjY297DgyNDR03bp1w5ZnMzMzw8PDJ7nQKMAYwuuBhaFzp0ddqOz86Wh1XLgqNkx5E04KgSCbhQ6YHG7vOPN4mpqaPv3009WrV8+dO7esrOzdd9/Ny8vLycmhh3IOh+Ott95asmTJAw880NTU9Kc//enhhx8eaQh7e3u3bt06bdo0Pp/f0tKC4/jWrVvT0tKueXYcx7u7u+m8pZuP0+nU6XRDiynSroGrjFgJgti/f/+OHTvy8vKcTmd5eXlmZubrr78+Glnna2Iymd57772MjIyHH374+ltjoOHxeFlZWdOnTx+2HYKgkZMwBIExBHZ5cPIOMoQoik6fPn1o7Reay94Bmri4OHqB+irN0vE+EARd9nmRyWSZmZnDWggLCwsNDZ38WUyMIRw/IAio5fzHVqS++s+CQ6frgzUSLvuGhxRDMCjkseqdbofTO74W7Ha71Wqlc+dbWlroui2+b71e78DAQFBQUHR0tMVi8bkKhoHjuMvlevLJJyMiInQ63YYNGz755JPU1NQrlQZ0OByDg4N0WWDfKJWiKLvdTm+nS0MgCOJ2uy0WC5vNpmtQiEQiLpc7ODjocDj4fL5EIoFh2O12m0wmOrNKIBCIxWIYhm02m9PpxDDMarVSFOVb1KUoilaKgmF4ZEEJk8n0ySefBAUFzZ071xcvPqzzTqczICDglVdeQRAkPz9/06ZNK1asyM3NvdLFWiwWumIGndRFx3f09fVxOByn0+l0OrlcrkwmI0lSp9NVVFQIBIKOjo7LZsgxjI+Rq4VXAoFBFIFcbi9xO2hDj57R3wGa0eQF0vmFY/r2dkk3ZAzhdQHDUGKk6t458UfPN6UlBM6aFnrtY64PBIZkYq7Z6rI5hteIHyXh4eFTpkz55ptv2tvbjx8/vnbt2oSEBN/vVSAQzJs3r6CggKKow4cPr1mz5iplYoRCoVQqZbFYGo1Gp9PRi4cjd+vv7//qq6/OnDkjFApRFKVVYOi6AV988YVer6cf2hUrVsyZM6euru6DDz6Qy+UGg8FkMoWEhMTExNTU1HR0dIjF4ueff56OLN+1a5fZbKZlgp944om0tLRjx47t2LFDrVbTEXHTpk175pln1Gp1c3PzJ598otVqeTyey+WyWP5PdWUej5eUlHTo0KHTp09nZWXNnTvXz89v5NNLh89xOJzp06d7PB66luFI6HXUjz76iF40drvd99577+rVq61W64svvqhSqWw22+DgIARBTzzxRHx8/I8//tjS0uJwOGw228aNG+Pj48f0p2S4figKoOj0g1vdE4ZbyO1hriczPA62aEa0Usr7bn+ZcdB+o0+HwJBMzLNY3dbxGkKZTJaRkXHq1Kndu3c/8sgjTz31lNVqPX36NB0IB0HQ/Pnzz5w58957761bt27jxo04jh88ePBKlY8IgqiqqmppaUlLS7usFaQoqry8/MiRI+vXr3/55Zfj4uLoEksWi2X79u3Nzc3PPPPMpk2bwsLCaNvmdrvb2tpMJtMzzzzzwAMPHD16ND8/f/HixX/4wx8cDkd+fr7L5QoPD1+3bt3mzZtffPFFj8dz7NgxHMcdDsfFixdlMtlzzz23evXqwsLCyspKgiB27NjR3d393HPP/e53v5PL5T6FDhoMwxYsWLB58+aFCxeeOHHiqaee2r17t68I1DDsdvv27dvp0lGXfXPabLZ//etfNpvtj3/845///Oe5c+f+/e9/Ly8vJ0myublZp9M99NBDmzZtEgqFH374oUAgWLlyZXh4+Pz58//whz+EhYWN9U/JcP2QFEUQJALD4Lg0CxnuDJgZ4QSgUQmX5MR+tP38zsOVT96fcUPT+0AQ5PNYCAKZLE4vTqDI2M5FEMTevXtpOceLFy/a7XYMw4qLi7dt25aYmIii6LFjx955551Zs2ZduHBBq9XOnTu3pqbm1VdfTU5OHhZo4PV6f/e733E4nL6+vtTU1N/97neXPaPH46mrq9NoNDNnzpRIJBwO59ChQwAAmM3mkydP+vn5dXV10X47nU5Hz7SUSuX999+fmpoqFos1Gk1KSsq8efNonWKDwUAQhFqthmFYq9XSmpD9/f20248Wx6Jzs/bu3dvb22u1WsvKytLT09PS0thstsFgKCkpGdZDOgRm2bJlqamp27Zte/311zUazYwZM4buU1paumbNGofDMTAw8Oqrr16pDEJfX19xcfFrr72WkpICAIBMJvvyyy+rq6vDwsJYLFZeXl52djZJkrNmzfrggw+6u7uVSiW9TDo04vyuwuPxOBwOOt+cTp8A/p1W4XQ6KYpisVh0HoLvEDqrweVyQRDE4XDGKnFCUZTL5aJzIbhcLkGQBEGhKAQAlNPpdLvdvhoOw45yOp10IgSXy72eFT8cx41Go0wmY0KXJw+MIZwAUATOTAouq9UdO980NVaTmRwM3ciFFh4HFQs4xgGb24OP1RCaTKadO3cuXrz44Ycf3rNnzyeffGKz2bRaLe2fs1gs7733XlJS0l/+8pf9+/d/9tlnMAzT+b8jA6ZhGF6+fHlgYKBSqYyOjr5SvBlBEA6HQyQS0XlgLBaLnjh6PJ6enh4QBC9evAgAAI7js2fPFovFg4ODMAzT7j1aNYbNZvtkG2n/YmFh4XfffcfhcPh8fnd3t7+/P+35owPZQRDk8XgwDFssFrfbjeM4XXGJfttedtpKEER1dfWBAweKi4vnzp07MlnY399/zZo1QqEwMjIyKCjoSi9ft9ttNptpVWUAANhstkwmo4uv0q9XCIIoiqJvptVqvZudggRBNDU17dq1q6OjAwCAxMREOsfc6/VWVFTk5+c3NTURBBEYGJibm5udnU1H6jqdzosXLx49elSr1bJYrISEhKVLl4aHh49yadPtdhcVFR06dKi/vx9BkNmzZwdGTCVI0utxHzt6tLT4glarRVE0Kipq/vz5U6ZMoW2VyWT65ZdfTp8+3dPTQ5eAX7Zs2birdOl0uueff37r1q2JiYnjOJzhRsAYwolBIuI8sCippqV3z/Ga+Ai1+EamuvM5LImIozNYnC4vnzu2uGS3293V1XXvvfeq1epHHnkERdH3338fAIC3336by+V2dXXp9frs7Gy5XP7YY4+JRKJ33nmnvb2d/nZYUxAE5eXl0brAVxkg0zlVfX19tFii1+v1JSMrFIqUlJTNmzfTh9M5zm1tbde8hMOHD/N4vJdffpnL5b799ttXqr5GzycgCBocHKT3cbvdw2qcAgCg0+m+/PLL06dPp6SkvPzyy/Hx8SNzHFUq1dKlS+mpwFVefxiGCQQCnU5HTxkdDgf96gT+XXKILthNy5dctgbI3YPZbH711Ve9Xu8TTzzh9XqNRiN9f4qLi//85z/7+fktXboUBMHjx4+/8sorr7zyCl0C8+jRo2+//XZkZOSyZctcLtf58+fVanVQUBBtsQYGBvr7+wMCAq40wqitrf3b3/6WnJy8atUq+lfh8XoJgjpy6KC5syhretqqVavMZvOuXbsKCgreeOONjIwMr9f77bfffvPNN0uXLp05c6bBYDhx4kRkZGRWVtb4giHlcvkLL7wQGBh4PXePYWJhDOHEAIFgeKDsoSVTP9998VBh/ZpFSeMrkzQaxEK2Ws5v6ey3Ob1jfZXyeLy4uLivv/7a399frVZjGEYQhN1uP3HiREJCgkqliouL++mnn6ZPnx4eHk7X1EYQ5NixY3Ra0jCDN5rINAzDoqOjt23bdvTo0ZiYmO+//16n0wEAIBaLZ8+enZ+ff/To0cTERKvV6nK5kpKSrnkJtPI9HQja1NRUXFx8lZE1m81OSkoqLi4uKipCUfSrr74aFudiNpvfeuut/v7+P/3pTykpKUKh8LJ2jlZhvubFKhSKtLS0v//973QM0VdffSWVSukodqfT+d1339ECxwUFBcnJyWq1mg4lrampaW5uVigUI9NU7lQoiuru7q6trX366acXLFhAS8YgCDIwMPD999/7+fm98cYbdJTWzJkz//73v+/cuXPOnDlut3vnzp3R0dFvvfUWHXa7fPlyWnSGbtZkMr3//vsoij700ENxcXHDtCBIkmxra7NarYsWLcrJySFJEsfx6mYjThDNTQ0P3zP/d08/JZVKSZLMzs7euHHjnj17kpKStFrtzp07N2zY8PDDD/P5fBzHV61axeVyL/tjcDgc+/fvT0pKamlpqa2tTU9PT01NraqqOnnyZFBQ0JIlS8RisdfrbWlpiYuL83q9x48fp/NwLly4QIcu+4qFMdxMGK3RCQOCQKmYq+81F5a0RQTLb1wJewSBmzv6y2r12ckhavnYVBswDAsNDTUYDPn5+adPn+7t7V2zZs3atWtra2vb29uzsrJSU1MHBwdPnjx54sSJrq6uVatW/eY3v2lra+vp6UlJSfG9cRwOR11d3cKFC6/57gZBkH62jxw5UlFRoVKpYmJiwsPDp06dGhoa6nQ6T5w48csvv5SUlNDik06nkz6XUql0Op0tLS1RUVG0qWtubhYKhenp6XK5vK2t7cyZM62trTKZLDIyMi0trb+/32q1ZmZmisViHMdra2tjYmLoc3V1dR09erSxsTEuLk6hUNCF4nzdCwsLu//++6Ojo+kaxSMvobW1FYbhvLy8awoNYxgWHBys0+kOHDhw7tw5Npv9zDPPJCUlORyOn376KTg4uKGhga4D/vTTTyuVSrrMaXFxcXV1dUxMzF01R/R6vUePHm1rawsLC6OrQEMQ1NXV9f777z/wwAM5OTm0aBmfz3e5XCdPnpwxY0ZHR8fRo0c3bNiQlJREr0MM9SwCAECvXff19f3888+lpaUoiqpUqqHr2AMDAwUFBXQ+DO2la+saKDjf6DG1PLfxkaioSHqYJZFI2traWltbs7Ozjx8/3tnZuX79+qCgIN9y/ZXWxi0WyxtvvJGfn28wGJxO5zvvvNPR0VFUVMTn87dv326z2TIyMoxG45YtW+bNmycQCD777LPvvvuus7MTgqBdu3Y1NTXl5ubeYXrWtwcUw8RBEGR5nW75M1//4e39vX3WG3eifb/ULn/m6/0na71eYqzH0oVU2traWlpa+vr6aPFDo9Go1+tJkiRJ0m63t7e3Nzc3GwwGWmbQZDL19PQQxH/O5Xa7Ozo6PB7PaM7oa1Or1VosFoPBMDg46Nve2dnZ1NTU1dVls9lIknS5XN3d3XSghMfj0ev19M4URfX39xuNRlpZsa+vr7W1taenx2g00hstFoter3e73fQ16vV6OpmPJEmTydTa2qrX6y0Wi06no5fghnbv6v3v7+/X6/VDL/+at7elpaW1tZVOkaQoqqenJzc391//+ld3d3dLS4tvO30nOzs7tVot3fO7B6/Xe/bs2QULFsTHx/+///f/Ll26RFFUZWVlSEjIwYMHh+5ZWFi4aNGiX3755YcffsjLy2ttbb1Ks/SPqq6u7p///Ofy5ctfeOGFofvbbLZt27ZlZGSkp6dv3bq1s7Pr8On6rAf/kTV3dX19w9B2vv766/vuu6+mpmbTpk2PPfZYT0/PaC7KaDQuWrTo5ZdfNhgMZrN51qxZU6dObWxsdLvdn3766ZIlS/r7+1tbW9PS0urq6ux2+9NPP71kyZLOzk6LxfLpp5+mpaVd/eoYbhDM0GMigSAwJlTx0JKpn+8uOl7UvGp+4liDWUZJgFok5LO6DRacIBFkbAFsEAQJBIJhwihDJb64XO6wIEaRSDRs5odh2DAnh8Ph2Lt376VLl4ZuRBBk6tSp995779A2faemVfaHeR9ZLJZaraY/oyjq5+fn+2poPI5MJhsm5jT0oiAIGnrg0P6PVIS55pR6ZBxQfX397t27h6WUIAiyfv36kJCQkbeX7hKGYb5L84Fh2MjYnLsBBEGmT5/+zTff5Ofnf/bZZxs3bnz33Xc5HA79Yhq6Jz1ooOdJFEURxNXEBX2lG3JychobG0tLS3U6XWjorwm+PB5v5cqV06dP37lz5/bt2ysrq9LnPuRx22HcTVH/x9OM4zitw0JR1JWc0FciMzOTrk0fHR2t1WppLwO9/jGs8xAExcbGBgQEkCSZkpLy4YcfmkymMZ2LYUJg8ggnGBYLzcsIz04OPlRY36Ttu0FnCVAKBVxWR4/Ji49TcXTCIUnysm+osb5EbgsIgrjsdV3pYrlc7po1a0YvcHqXAEGQSqVas2bNRx99RJLkmTNnEAQRiURdXV2+3xIdW4TjuEajoUsC1dXVXaVNHMerqqreeeedLVu2YBi2devW1NTUoTtgGBYSEvLcc8+9/PLLjc0tZ8+XuOxmY6++p6dnqOZRdXU1rRcRGBhoNBp7e3vHdF30B3p1l/58pfGWz9cIwzBdbWP0J2KYKJgZ4QQDAoBMzL1vXuI7X536dl/ZX56edyMKU0jFXH+lqLPX1G9yCHiTQtCWz+evXbuWGlHV646U7IiLi4uOjh65/UrRNAKBYP369beL3NRNgKIo2vD4+/v7knMQBFEqlVlZWfv376cr3lEU1dzcvGPHjpiYGLlcjmGYTCb77rvvpk2bRueo0GVS/Pz86DtvNpu//vrrffv2paSkvPTSSzExMSKRyHfbCYLo7u5msVi0mh2fzycJyu4m/f0UTe3E/v37p0yZIpVKKYo6fvz42bNnH3nkEaFQOGvWrK+++mrfvn1hYWF0CodOp4MgSK1W34jf9sgniOEmwBjCiQcEwZhQxfzsqG0HK3blV61dlDzW1ctrAkNQXISqpbOvq9cc4j9Zwswmv7TuREEHkY7pkLvn5owGesr12muvhYSESCSSqqoqgUAwe/ZsuVy+YcOGzZs3r1q1KiUlhSCIsrIyjUazYcMGgUDA5XIfffTRLVu2rFq1Kjk52ev1trW1rV279uGHH6Zvb29vr8PheOWVV7KyskaWD8Nx/MiRI9u2baNFfCoqKuLiE1C/kJCQoKXpT3//9edr166NiYnp7++vqqrKzs6+7777MAyLjIx87LHHPvroo/Pnz0dERAwODra3t2/ZskWpVI78m4L/xvffoTNC3/bLbhz5X4abBhM1ekOAIUgp5bXq+i9e6goPkvkpBBP++4Yg8OTFVrmElxBxQ0amDAw3DhAElUplSEgI7YfLysp66qmn4uLiIAhSKpUZGRkymYyiKIlEsnDhwo0bN0ZFRdHxnMHBwTNmzBCJRCAIqtXqJUuWzJkzx5f0IpFI6MyfYWI0NDAMazQalUpFkqRQKFy6dOl9968pqhuIDlU8unJOWuo0Pp9PURQtnvDoo4+qVCp6xBMfHz916lS6zbCwsAceeCAjI4PNvnyuMAiCU6ZModPtvV5vVFQUHeMKAACfz586dSqGYQiCTJs2jcfjkSQZERERHh5OH8tisTIzM29Jqc67HKZC/Y2CJKnqlt7XPzkWGiD90xN5E15NftDifO2ToyI+59mHsmXi4dnuDAyTHzpeFxgxkfLF8o38auS3Y11wHnrS2lbDG5//cu/c+PvnT7l6s0NDZq4uqkCSpK/D9CF0U3Tj9GeSJH0fhu5Ab2fGtTcfxmlxo4AgMC5MuXbx1LoWw+HT9RNe7YyFIaH+0rauAcOAbWJbZmC4OdDTQTqiZNgK4ZW+Gvnt9Zy0q8fMxhCVlH/NZukMQhoQBHfv3p2YmBg2gvb29mFLoENXQX2fh34YugPd+FiviOH6YXyENxAEhrJTQsrrdT8eq44IlqfGT2SUPAuDI4Pkh07Vd/aao0LkMBOIwcAwRtp1gygKKyS8sR44Y8aMf/zjHyMjPOnV1AnqHcPNgzGENxa5mLtyXuKWDwu2Hyz3Vwr9Jk5uBoagYI1EJuFV1OnS4gMkwrtXvpmBYRzgBNmuH2RhiFQ8ZkOoVqtVKtXI7YwVvE1hphE3FggCo0MUjy5PKavTHznT4PbgE9h4oJ8oJkxRWqsbMF++WCADA8OV6Oo1GwfsGoVgfAlI4OWY8E4y3BwYQ3jDYbOQ3PTw2RkRR840VjboJ7BlAZcVF6Zyurwtnf04cQfmrTMw3DiatX1mmzMiSIbAzGvwbof5BdwMZGLumoVTeBzsm71lxsEJi20BQTAuXCUSsGuaeyePxAwDw+SHIKmWzgGb0xPiL53wNF+G2w7mF3CTCAuQrZyX2NrV/92+codzwlSUYsMUgSpxk7ZvwMSsjjIwjJZBs0OrH/BXClUy/g0to81wW8AYwpsEgkBZU4Nmp4cfu9B0sqRlolYyQRBMSwwwWV317cYJaZCB4W7AOGjv6DHHhqoEYyxtzXBHwhjCm4dYwFk1f0qwn+Sno9U9RutENZuWEIjAUGVDt905vPY6AwPDSEiK6jKYe/utCZEqAX+ClS4YbkcYQ3jzAEEwLED64NJks8313f4yp2tiFkilIm5yjF9ZbVdnN1PAhYHh2rjceHVjj0YhDNZIYIhZF2VgDOFNZ1qs/4KsqHMV7ftP1U1INgWbhSTFaPoGHZeaelzuiUzPYGC4IzHbXHWthrhwZYBKdO29Ge4CGEN4s+FwsPnZUcH+0t0Fl2pbeq9f6hUCwYhAWai/5GRxy4CFCZlhYLgGTe1Gu9MTFaLgMw5CBgAAGEN48wEBIEAlWndPCo4Te47X9pvs199moFqcFKNp6Rxo6xwgJlrUlIHhToKkqPJ6PZuFRgbJmXBRBhrGEN4CIAhMjPRbszi5trX3yNnG608BhCBwZkqoVMQ9X6l1uZkK1wwMV6TbaG1oM2oUgkC1+Fb3hWGywBjCWwMLQ+ZOj0iM9Nv3S23Rpc7rL4YVE6qICVHUtxk7e8wT0kMGhjsPigIq6/V6oyU5RsNlo7e6OwyTBcYQ3jLEAs7y2bEARf1wpFLbbbpOUwjD0LzsSLPNVdWgJxi5NQaGy2G2Oktqu1AEjo9QI+jw+vIMdy2MIbxlQBAYE6p4cOlUrX7wcGH99WcBxoYqgzWSs+Xanr4JS1JkYLiT0Habqpt60xMDVTI+4x9k8MEYwlsJm4XOnR45d3rkiYst5yvayeubFfJ5rMyk4JqW3oZ2I6PBzcAwDI+XqG0xOF3etIRAkYDJo2f4D4whvMXwudiy3Dg/hXD74crGNuP12EIEhqZEqQPUovyzjUxhJgaGYVjt7vLartgwRXSInNEXZRgKYwhvPQFq0cq5CTaH538Plndfn/RasEaSnhBY22JoaDMSJDMpZGD4DzUtvTqjZWqsv1LGv9V9YZhcMIbw1oPAUFpC4D2z40prPbZBRwAAIABJREFUdMcvNDmvI/8BQ+G8jAgBDztV0mp3MNKjDAy/4vLgp0vbOCwsJdYfhpj3HsP/gflBTAq4HHThzOjslJDDpxvK6/TXs0AaE6qYnhRc32ps1PZNYA8ZGG5fKACobe6tbzUkRqmC/Jj0QYbhILe6Awy/IhNx750Tr+s17zhcoZTywwOl4HjdGPOzoi5UdhRVdcSGKnlcbGL76YMkSYqirj8DchyAIAhB0LjvD8PdhsPpOVehtTk96YmBLIx56TEMh/lNTCIig+Ur8uL/uf3cj0erfrMyXSbmja+dQLUoJVZzoqglNy0sLlw14QbD6/U6nc7BwUGn00nedE8kCIIoivL5fKFQyGazIWaZi+GqUADQrh8squqYEu0XESiDmHITDCNgDOEkAkXg6UlBrV0D+0/VRgTJl+bEjm/0yuNgM1JCT5W0HT3fFKgWCyeu4hpFUVarVavV9vT0QBCEougtmZYRBOH1elksVkhIiEqlYrEY6WSGK+Lx4OW1erPNNSsldNyDS4Y7G8YQTi6EfPay2XEdPaaDhfWBanFqfMD4BrBx4cq0hIAzpe2zpoUlx2gmahRstVpra2u9Xq9cLofhWynMQVGU2+3WarUOhyM0NJSxhQxXoqfPeqFKmxTtNyXKj5kOMlwWZllp0qFRCFcvmAIAwK78qm6jZXyNCPnsxbNiABAoLGm7njDUoZAkWVtbSxCEUCi8tVYQAAAQBNlsNo/H6+vr6+npuSWuSobJD0FS5yq0gxbnzJQQuYR7q7vDMElhZoSTDhAE4sJVS3Niv/655OcTNQ8vTRGPSwVjWpx/cqymrE7X0jmQGKW+/pFwX1/fwMCARqMBAGCSGB4YhmEYNhgMCoWCy53g1xwdCUTR1/rvDxRFESSFEwSOkwRB4gSFEyROkCRFAhRAkRT575sDAgAIgiAIgCAIgSAEgTAMITCEwBAMQwgCoQj8n30AEPz1P//+zDARdPWaz5a3+ytFU2MDmNvKcCUYQzgZwVB4Vmpoa2f/L0XNwX7i+VlR43AWgiC4PDfujcYTZ8pawwOlPM71ho9qtVqRSARMGitIg2GY3W63Wq3XYwgpCiBIEscJL07iBOnFCbcHtzs9Thduc7rtDo/D5bHaPXbnr//cHgLHSd/OOEHSZSDpQFpfRUgYAkEAACEQAkEYBmEIRBAYhSEEgTAE5nJQLgflczAeF+OxWXwuxuWgXDbK57I4bBRDYASBUQRCYAhBYJhZ0xs7Ljd+tqytq9e84b40sZDRVGO4IowhnKTIRLyV8xO7ei17f6kN9ZfGR6jHMZyNCJRNiw84eq4pJzU8Nlx5nbJSJpNJKpVeTws3AgiCvF6v2+0e01EEQbrcuNuLu9y4y+O1O719g/Zuo1VvMPf0W/UGi8nqIkiKJAGSAugPBAmQ1K9bABAGIQgEIBCCQBACQIieygHArzM6+iwURYfUkgAFUBQJkCQFkBRJURRBkQQAUDAEQBAAgSAMARAEwiAAgQAEgywUlku4GoVQrRD6yfh+SqFUyGWzEBaGsFgIB0MxDGZEwq4ORQGdPaaTxa0h/tKkaA2KMLUmGK4IYwgnKSAIhPpLVy1I/PyHC7sKquQSnkomGOurj8vBZk0LPV3Wdqiwzl8lFAs419Mlj8cDQdCkmg7SUBR1lSwOkqQIkiRJyuMlBq3OQbNz0OIw9Nt1BotxwNbdZ+3pt/UNOggSBCEIhGAIgkEQAWEWBMEghIAQDCEICMEYjIK0/YOQiVlkoyiSxCkCJ0mCInGCxL0kTtHrrU6i22SvarFQJEFRBEkQXDaikvFVUp5KxveTC/0UArmUJxVxJUKOgIchMAxBIAyBzOqfD7cXv3ips9tofXJ1hp9CeKu7wzCpYQzhpCY1LqBjRvQP+VV7T9SsXpgkEY7ZksVHqGamhJ4tb89MDs5MDr5LxKUIgnS6cafba3d4evqs3X0WvcHS3WczDtj7zc4Bs8vqxEEQAWEUghAI4bOFEhBGIQgGIRiEYAhCwZtwo0AQglEAvkxZPIqiaBNIkThJEBSJkyTeY/F2m5xkk4Ug2hGIkghYMhFHKmIrpTyNQuivEmkUQqmIw+VgbBbCQpG7PEKyQz94trx9aoxfRmIgitwVP3uGccMYwkkNm4XMy4zq7DEfKqwPVIvnZkZiY6wmyuey7pkdX1ajO1HUEh+hHocpHcoknA4CQ3rlxQmzzW2yOPQGS02LobalV9ttcjhxD0HhOIBTEISwEJQNs8QCHguEYDpA5deFzckECIIgjAAAAgC+tBDq11gdgAIokiQIu9dpNjqbdIMAaUBgAEMADAElQk54kDQ+XBUVolBK+GIhh8fF7kL/osdLFJa0WezuBxYlKSRM7iDDNWAM4WRHIeWtnJeg67XsO1kb6CdOiBizUkxUiHxOZkT+2cbqpp7sqcE3U4qFIAgcx2kxNgiCEASBYXho/ymKwnGcIAiSJEEQhGEYQZBx9LBDP9huIDp6THVtfXWtBr3BRgIwBGMQjMIoD2Zz2CgbQliTzeCNhX9HlAIAAAAQDCAYhzaSFEngXhfudblxp8noaenW5Z9rY2NgqL8kIUIVESTzV4n85AKZiIthCAJDd/xMkaKoulbD6fL26BBFUrTmdv6jM9wkGEN4GxAeKH9g0ZQvfry4u+CSVMjRKIVjfbYXZEcVVXUcOdsQF66UinnjfjGMaUZos9lqa2urqqr0ej1JknK5PCoqKikpSalU0v33eDx6vb6mpqaxsdFkMrFYrKCgoJSUlLCwMDZ7bDF+e07WVWs9ZhsOwBiMctgiMYRgMIyB8K3RvrmZgBCMsngoiwcAAEUSJOElcQ+Ou5p7XA2drQjUJBdx1DKuv1IQHiiLDJb7q0QiPpvHwe5UizhocR670ORwuGenhwl4jNICw7VhDOFtAAgCKXH+C3qiv99ftl8uWLs4eaz1tdVyQU5a2Dd7SktqdHkZ4Tchgs7pdB48eHDHjh02m00gEIAg6HA4Dhw4sHTp0vXr13O5XK/XW1FR8eWXX7a1tWEYBgCA3W4nCCIsLOzxxx/Pzs5GkDH8OE0O1A0JeTIuCMN02t4Nu7JJDQjBMATDKBsFBBRJUhRJEt5Bt93Ybq9sMWEXO9goEKQWpcRpkmL8AlVipYzPxtA7aahAkGRNc+/ZsvasqSHxEeq7cFmYYRwwhvD2gMNC52SEt3b2F5xrDPIbs7MQReCZKaGFJa0/5FfGhCqC/MTjmyeNckZIEERVVdXnn3/OZrPvu+++1NRUCIJaW1uLi4ttNpvX66UoymaznTp1ymAw5ObmJiUlcbnchoaGo0eP1tXV7d27NyYmRqlUjr5XGEeEcRlX0FBAEIJBAIZgFMG4AKAgSZzwOBwuW7XWXtlcjR2qigmRp8b7x4QpwwOkcgmPjSEwfNsPIAbNzmMXmoV89oKsqOv0iDPcPTCG8LZBLuHfv2CKYcB24FSdv0qUGKke09JWgFq0NDfu8x+KCkva7l+QyGah4+jDKA2h2+0+ffq03W6fPXv2gw8+KBAIAABITk6eNWuW2WzmcDgURWEYlpGRkZqaOnXqVKFQCABAamoqn8//+OOPW1tb29raFArFOHrIcCUgCIHYQpQtJAkv4XUTuKu201bTViMVNAWpBVEhsqkx/pFBMpmYy2Fjt+kcESfIokudzR39C7KjokLlt7o7DLcNjCG8bQBBIDxQtmZx8sc7zu8uuKSU8saUHQVD0LzMyDOlbb8UN2ckBUUGy2/cu44giL6+PhAEVSqVz9sHgqBCofCZNzabPX36dAiCfKExPB4vNjZWIpG43e6+vjFUFaYoCgBuzzf3rQCCUQhGUYDH4kpIwmvz2CtbLVXNA4cKG8MCJNlTg5NjNMEaiVjAvu3cq53dpiNnGpRSXl56OAtlXm4Mo+W2Xwm5q4AgcGqMZmF2dGWDft8vtSarc0yHc1jomkXJZqv7l6IWp2s8StzU6ABBUCgUkiTZ0NBgNBoJghi5DwAAdATpyO0IgnC53FGea3JmdNwOgCAEwyibzZMJZCFsUZALklS12j7cXvxf/yj457Zz+WebOnvMLjd+u9xhm8Nzsri1XTcwJyNCJeff6u4w3E7Af/nLX251HxjGAAJDShm/32Q/W6aVirhBGgkyFr+OSMDp7bMcL2qOj1AppfwxLa42NTXxeKPyw4EgCIJgUVGRTqczmUwikYjD4bBY18heoMNnjh07plKpli5dKpPJRtkxl8tVrwcHndcrpnr3AoIQgqIsHsoSICy+3UU1tBkr6ruqm3r6TXYUhdkYgqHwZJ4gEiRV1dC943BlbJjynrw40fWJKDHcbTCG8PaDx0H9VaK6VkN1c29EkEwp5Y3+DYUgMI/DOlPWpjdYpsUHcNlj8BQ2NTWNUtgagiBalbShoaG2traiooJ2DQoEgqvEghoMhp9//rmtrS07O3v27Nl0KOlocDqd9d2MIbx+6DkiC2XzUbbQjUO6XktVg/5CRZvJ4kQQSMhjT1pzOGh27jxSZRy0PbIsJSpUMTk7yTBpYQzh7QcIghIhRyRgX6jU6g2WmDAln4uN8skHAUAm5pmtrlMlrYFqcai/dPSTwtEbQgAAMAwLDw8Xi8U2m62zs7OysrKqqsrpdCoUCjqbYtj+dHzNvn375HL56tWrw8LCRv8uc7lcjCGcQEAQhCAEwbgYR0SCmNXurazXldV29vRbQBDkc1kYCk+qHESCIAtL246db8rLiFiQHc0IqjGMFcYQ3q4oJHycIE9ebPHiZFiAbPRzOxgCA9Si8npdu25wSrRaxB9tSmJTUxOHM4YVJxaLFR4eHhcXp9FoPB5PR0dHVVWV3W6Pjo4eZlBJkqyurt6+fbvZbF6xYsXs2bPHVHGeMYQ3CBCEEJSNsPgIi2t1krUtPZca9Z3dgzAMcdkYhz0pxAooimrtGtx2qFwkYD+4OFkmZqrvMowZxhDeriAI5CcXGAZsJ4paFFJeyFichXwui8dh5Z9t5HFZMaGKUWaPjWlGSAPDsFQqjYyMnDJlCgiC9fX1Op3Oz88vKirKtw9BEG1tbd9++219ff2cOXPWrFlDVz0cPYwhvKGAEAQjLJTNRzC+1YY3aQ1FFa29/TY+lyUTc8fkor4RWOzuPcdrymp0DyxMSo7WTKqpKsPtAmMIb2O4HMxfJWrU9lU39YQESFTSyyw5XgmFlNfWNXCqpDU5xl8m5o7mwHEYQhoYhoVCYXh4uE6na2xs5HA4OTk59FckSWq12m+++aaoqCg7O/vRRx9VqVRjbZ8xhDcBEAQhGEXZfAjlOj1UfWt3RX2XyeLkczEBn32rzCFOkKU1XT8cqZyWELAsN47PCKoxjAtmMf32JtRf+uDiZIoCdh6u0uoHSXK0ke5cDrZoZgxJUjuPVI4+DWP0KQ0jMxx4PF54eDhJki6Xi95IEERnZ+cPP/xw8eLFzMzMNWvW+Pn5jbt9hpsBCCIsHlek5kmCei3I/x6q+e8vT+0uGNtvbwLpNlqPnGkQCdjLcuKYRVGGccMYwtuepGi/pTmxdS29Px6tHrA4RnkUBIJTYzV5GeFFVR3Fl7pw4oqFbceBzWYrLy+3Wq1DNzocDq1Wi2GYRqMBAICiKKPRuGPHjsLCwqSkpIcffjgiIuJmVsZgGDcgBKNsAU/sj4kCGnSez3aVvvN1YWFpq9XuvpndcHnwU8UtzZ39i2bGxIUrJ4PDkuE2hRFfuO1hYUhueli7fvD4heYgjXhZbixndPJpGArfv2BKeZ3+YGFdQpTaX3ltnZrRzL0oitLpdB9++GFCQkJGRkZYWBiLxerr6zt9+vT58+eVSmV6ejpFUVardc+ePfn5+UKhMCoqqre3t7e319eISCSKjIwcaw0KhpsJCMEYW4hgXI994EK1sb715LLc6OWz4wLU4puwUkoQZHVTT/65xthQZU5q2B2gkspwC2EM4Z2AWMBZNT/R0G87fLo+QClMnxI0yjeRWi5Ysyjpk53nj19oWrMoeaxVf68Ej8eTSqXHjx8vKiqSy+UIgthstp6eHpFItGTJktjYWAAArFbr+fPnXS4XAAAHDx4cNhcMDw9/8sknQ0NDJ6Q/DDcOCEJYfDnC4tvtA7uONVS39N43J2H6lCDxjRS8piigu8+675daigIWzYxmxLUZrhMmWOYOQcBj+yn4Fy911rcZY0IVYgFnlCtFShm/s8d07HxzUrSfQnK13PympqZRTtG4XG5UVBSPxyMIwmazOZ1OLpebkJBwzz335Obm0vI0JEm63W61Wh0aGurn56f+v4SFhcXFxY0yNsftdjd0Q0ywzK3i1zgaFo8EUV3PYFlNu8PlDVCLhKPOzBkrbg+ef7bx+IXmJbNi8zIiJmoAx3DXAjKBBncMXpw4eq7p811FaYmBG+5LU8kEo3SaVNTrX/v4aHiQfNNvZl8l4uDgwYNisXj0/SFJ0mw2G41GHMcFAoFCobhBS50Wi2VvGdwywJRhuvUQXpfLaiQ95umJmoeWJidFaybcSlEUVdXY/c9t5+US7vOPzFDJBBPbPsNdCDMjvHOAIUgl47u9RGFpG4pA4UGyUQrwS4Qct4c4fqFZKeOFB8ngK0SsNDU1jSnPHQRBNpstk8kUCoVQKBxTod0x4Xa7G3qYGeGkAIIRBOMBENLeZahv7YZAMMhPzMIm7E9PUUBvv237ocoBi+PR5SlRIUytLoYJgPEw31EI+ez75iakxGryzzaW1eiI0cWCsjDkvnkJkcHyAyfregzWax/AwHBlIBhh82Q8SZC2F/+f3cXfHyjrHxxtMPM1cbo8v1xsuXipc3ZaeGKkeqKaZbjLYWaEdxpcDqZRCMvr9Zcae6KC5RIRFxrFCimbhSrE3PyzTQRJTYnyQy6n1tjW1oai4ynne6NxujwNPZDJxcwIJw0gCCEYzOI7nO6KmvYBsz1oIgocEgRZ1dj9zd6yiCDZmkVJUhGTOMgwMTCG8A5EJGDzOdjp0na90RoVIhfyrlH/iEYq4hoH7flnG8ICpIFq8bBD3B7caDR6vR4YnlyBCSRJDlg9Db2o1T0ZjfTdDATBCMahAKi5vdvQb/ZXipTS6yoT2Dtg23G40mxzrbsnNSpEPpoRHgPDaGAM4R0IBIEquYAkyeMXmiAIig5RjMZJgyKwXMI7W9be2G5MTwzic/8zwSJIqq7FwONivT36MbkJbwI4jrf34k19bDc+uSw0AwAA4K+2EGnr7G3tNAZrJGr5OGNbXB684GzjqZK25bPj8jLCkUk2IGO4rWEM4Z0JisDB/hLDgO1sebtSwg/UiK8UAjMUiYgDQ2DBuSYhnxUbpvQlKdscngOn6pJig2yWQa/XO3kmhSRJDljcVV2w3symAGZ+MBkBQQhBOQCEdOl7WzuNwX4SlYw/1jVSgiAvNXZ/vac0Mlj24OJkAaMpyjChMMEydywiPnv1wqRAtXjboYqqhu7RiKhBILgwOzotMeDwmYbWrgHfdmO/raiqAwThuLg4BEE8Hs+4RUcnEIIgBi3OWh3QPsghKMYKTmJAEOWI2KKAeq3l811FVU3dYzqaoiidwbKr4BIIAUtzYhnXIMOEw8wI72REfLZMxD1T1t6k7YsNU0qE186yx1BYJRMcO99sNNmykoLpSWHB2cb8s40r5sT7KaUcDsfhcAyazCRJkCRJ3ApwHHe53d0DnspOqK6XY/MwAkmTHRAEEYQFwJiux6jtMkaFyOWS0eZ9Ot34gcL6wpLWFXkJuenhTPo8w4TDvEHuZCAITIrRrF2c/MWPF/ccr3n83jSp6NpiVNEhikUzorcdqshIDJqXGQkAwOEzDXan1+bwQBAklyurWgZ2nbzkpxCLhLxbEq/gJUCzEzbaWP0OzENcZlUDhkEeG0GGlKYjKcqLUy4vQRDjV5BAYZDDRoKUHJkIQ2GQIIFBq6fT6LQ5cY/nP8UXUATic5CRN4YCKIebcHtIAAAgEORxYBSGCJKyu3D8//YKhkAuG4ZAcORXtzEgiLGFFPX/2bvv8LiuOn/859w6vUuj3ptluUi2ZMkt7iXVcRxCYiCQQAILZL9f9tn9fReWbBaWfXggsBDwLtll2ZA4QEIgTlwSx3bcu2xLtlWsYvWRRjOj6XPntnN+f4yjKI5sy45ttfN6eMh4NLpzNRrd95z2Oai+1fWbN0783y8tyUq13vD9gxBuaHPvP9k2tzht/ZLiMdbRJYibQoJwiuNYelV1Qb8nvO9Ea4bT/OCK0hteSjiWXre46MT57lffPZufaY9LSnOHB2M8OBSZgZLPt/S/8m59Wz/lVkwa//gUxUYAKiqloGteRDOTtJ9fmZFm1yQegQGQZNTrEc61Bc+1BkNR+Rae1GZkF5Taamba0h0aDUdTECAAJBl5AlJ9e/BgnbfPK2AMKAjLck1fXp/16XyOy2j7sYFD9V4AgMXAPH1fTmayNhSTdx53n2ryqyO2MUqy8I8tTzfqmD992NvWF72Fs52gElmoqrWN7td2nP36o9XXbxdijF2Dob/uvcCx9Ka1s0inKHGHkCCc+nRabuOqsr7B4Bvv16c4jAvLs1nmBp1L6U7zlx+e//yvdu842BSOipKsAADc3rAvGPv9O2faesI6axai9TF5go7MWQxsUYbBbuK63LFIXKEpmGLVFGcZ5xdbdxwf2HG8PyKoN3VAh5nbvDpzUZndoGXa+yIXO0OBsKzj6bQkbXGmoTjToGGp1/b0SDKCEKTa+RnZxmBE7hiIjRyaFSUkyVeeV8cz5YXmJAuvIgwB7HLHXN748CN1Gio/XW/SsybdVGsAQYrm9bY4Vvee6EixG7+yoZKmr/kuisSknYeaGtrcTz40rzg3+W6eJzGtkCCcFhxW3WPr5nT3B15554zDqp+Rl0yN6DaUFfVC60BH7xAFoc2sMxl4m1lXmGW/Z37ee4cvxUU5UY+2eyDw+s5zJxv6NaY0VjOxCzxCAAHwBqW/HHS19UUoCloM3Jr5SUvnOB5emtrSG6lvC6pj3kjWpGM2r85cW5kcjCp/3NdzvME/MBSPxhWOpewmLjNJe88cB0V9PPwKIQQYdPTH/mdnZ0RQho+DMQhEPmqMQkBRUFaQJOOSLGNlsXWnf2C4F3Rqb60HKYo32IVA/K0PGjJTLKuqC0bdRElW1FMXenYfbaksy1hWlc+ToUHijiFBOC1ACItyHF/eMP8//nT8zd3nv/656tSkj5OMpqicNKvXH91/sv1Sp0dFmGdpg54XJcUbiA7vPH68rssXjFOchdOax+nnuDmygjwBsc8bBwD0DAqhqJzm0JTlmioKzZe6w9H4mBqFFAXnF1sXldklBb11oG/36cHhbBMl5PLGXd54mytKQSDJHzf+MMBxSe33xUMx5RoHBhiAUEw5cymwotyxaJbtTEug1yN8tp940qAohjck+f29f9hVl5limZGXfFX0YwC6+gPbDzY57cbPrZ1jIxstEXcSWT4xXbAMvbg853NrZ9c3u7bta4jGpeEvURS0mXXLKvOf2li5uqZQkpXWbu+5JlfT5UE0otnU1R8QZEZrTILUpPxs7gmK3W5BxSA9ScuxY33n63i6usxm1jMNHeEPz3pGtvCG+YKSJyDdwj4ugqQeOu/tHBAKMwzL5jpu+vsnM4bVak3O1u7A9gONsRHvxoRwNL7jYFP/YOixdbMLsx1Tu4lMjDvSIpxGGIZas6ioo29o+8HGrFTzyupCDf/xG4Bj6cJsR2aKee6M9L/uuXDqYk8wHB/57QhhoyWNYibxWubEakMV4bGHllHHlGQZIIT7z3mC127e3eoJAZcnvvu0+8vrs5fOcZxu9l/qiYzl+ygI8tMNmUmjt5NUhDvdsZ5BAY25+3ccQMhojLJoPXC6o3JWxvKqguGsi4vKkTOde4+13ru0pGpW1shufIK4E0gQTi9GHffI6lm9A8GtO87ZLfrKsoyrhmc0PLtgVmZ2muXo2c73j1xqbHcL4vDVH7Kaz1QrcnzZTVxWspaC4LIrKspj2pcDAJBs5c16VlZQfXsokSsQALOBNeo+8bfjD8sjG4sQQKuRnVdsjX306mEMXN54YmbpR48BLE3JKjpzKVA5wzonz7SmMtnli4fHELcanl5R7lhWPnojUpLxrpPugSGXKE3gIAQAQorX24LB2Jvvny8rSElUIkUIN3e4//zB+bwM27rFRVrNVJsuRExAJAinFwhhTrr1q49U/tt/7f/Te3UZKeYM59UDfhhgq0n70IqZ82Zm7D5y6e19FweHEjP4MVZVONrGFBMcTcHMZO1Di1ML0vWDQ2JdW2jsQZhi1TAUjAhqNH4ln1iGWj0/ubLk4z2KMQbHLg7tOjEgfzzbBeSn6f9mQ+5w21NF+P2Tg3/6sHfkUyc6/Ab84uHz3tIs4/wS66lm/+km/w3PSpbRmZaAPzL6OhAV4Uvdkc+yYvKuoRie1lga2gd2Hbr0pQcrKAr6grF39zdFYtLXP1ednXbjhYYE8dmRIJx2KAjLClOe3lS15Q/H/rDz3LOPVpuMmpFXG68/NuiLlBU68zJsX3poXkyQtu6sAxBihFRVpJhJ8wndaeO/sj47JMgMDZPMfHqSNhSV/3yw77IrOvY+Q5aFAACEP9GbquVpu5lPvGhWI6vXMIGIvKd2UFavTMDBAAyFpXOtweEZNAjj1t7IqFNVFQXVtQYvdoQqii1LyuxNXTfeElJWce2lQO2lwBh/igkLQshpTJHY0Icn25bMy8lwmg/VXq6/1P/I6rJ5MzPGUiCXID47EoTTEYSwZk5WR6/v7b0NTrtx05pZeu3He02cbeqLRMWZhU4IAEK4rXeIYniNwSEJQaTeylL08cIyVLKVN+kZDICsoGMXfCca/WdaAnHpJhYR+kMSxsCgpTmWEkQVACCr6N2j/fvPeRIPeHJd1tLZDgjBJ4p+Y9AzKLzxYV94RH9pXFRHLRODAfAFpfdPuQszDbMLzHPyzS5f/NMPm6ogzfKGpK5+16mid7opAAAgAElEQVQLPUJc/sueC7MKU1YvLGJGW1NBEHcCCcJpSq/lHloxs9MVeOuDC+nJ5mVVecPXnRP13SYDryiIY+n6lv5Llz0avV1rcnLaqzcpnOC8QfGvh1ydAzGEgSAiT0CM3XzFMpcvLsqqUccWpOvPtQQQvrIccHhFYHS0eaQYYFnBoah8neUTI8kqvtARPnzee291yur5SduO3KAsNcfAmpn20lzjqL8PRcXnWoPnWgOTojwbhJDlDbGY5sjZjhl5ySsWFFSVZTospIgMcfeQIJy+km2GZx9d8MP/3PuHXecyU8xFOQ4IoaKgi60DGSnmqCABwJ063xMWFJPTASHFcJNsLVdcRG290cYx9DReRyAid7ljZbnmtZXJjZ3hRKPwTgjH5MP1vjn5ltIcky8kX3+qJMfSs/JNKyqSRn2QJCNBVC9cDk6KIAQAUBTDaC2t3d6oIH3h/nKapifXRy5isiNBOK1lpli+uqnqpa1HX3mn9m+/uNhpM3T1+weHIhSE0ZikKOhsUx+jMVMMd+NjTVERQT1zKVCYYZxbaKmZaTtc75PHsKHVLcAYtLuiJxqGHl6aVlliZRkoiNd8opio7qkdbL5GxqsIdw7EZGVypCAAAEDIsLpYGB4917moPGe8z4aYdkgQTmsQgvIZ6Q+vKvuvP5985e0z33pi4dnGPlFS+zyhcFTsdQc6+wKcMXu8T3M8yQo6VO+rLrUVZRqfWJmh19D7z3oiH1Wl0Wtok/62zR6Kiehow1BVqTU3VQ8AEMRrjhQihFt7o+3XrseNEJ7Iawg/jWY4EfJ1Tf0efzRpzDs0EcRtQYJwuuNYeu2iovYe394TrfmZthPnuxVFlWSlZyBwsXVAQrSRHZ8tJiaOPq/w8vbObzyUm5Oi+9K6rOXlSe19UbdftJvZ/DRDYYZeRTgYlUcuV6AgnJFt/KcvFY/snJQU9OFZb2L3iVFhjLvdsT2nB5+6N/uGtW8QwnekZTpOIKRoVucJDF1s7V9eVTDep0NMLyQIpx2MQWIpAIRXijsb9fxXHp7vC0TfeL/eF4ghjAEA9S39py/0UAw/GQuqxeJq16AgyWrsdgzpIQyausI/f7NtRUXSrDxTtlOXn6ZTMaAAkBTc64m39ob3nfFICgIAYAw8AbHdFQUYGHXMyEUXkox0PDV8+7IrpiJ0VQdmXFSPNgylJ2lLsgz9PtEfubr22JQFIc1pIwH5fKt7WWU+GSMk7iZ4E8WmiClBUVHz5cG9J9oCIQEAACCgKYgBcA2Gzjb2yYqaeEeU5Ca39w5xeqfOkvrJlQGTgJanU2w8QnjALyY2wv3sIAQ6nk6xaVLsGh1P0xRQEYgKijsg9vvicQkNr03U8XSmUws/9aIhhL1BaSgsAQBYhkp3aAAAvR7hqiktEAKrkXOYuLik9g+JsjKVGn7Xg1Q5NNi6eE7Kv3xztckw3fshiLuJBOG0gzEIR+Ot3b4dB5tO1Hf5AjElcamFEKGPr7ksQysIGG05vME2budKTCcYqRF/d0k698I3V+ekWcf7dIhphHSNTjsQApNBU16SVpBpb7tnxpEzHcfru9p7hmTlE72IsqJSNDuJ6sjcFL2WTrbw1I363waG4mPcrYm4LWiaD8fiV1V7J4g7jQThNEVR0GzUlJekzchLXr2w8NSFnl2Hmtt6fJ+oPQYhRU/NICzLMT22IkPD3WBCyut7eo43+BHpNbk7IKQZLhwNkiAk7jIShNMaRUGdhi3Nd+Zl2pdV5u8/1b7jYFO/JxSLywAACCCcosUePUHpbEvghjMz+30iBiQF7xIIIKQ5KaYI4mSq5EdMASQICQAA0HBMdpr18+vnLKvKO17XffhMx7nmPlkFU7Ut1DUQ6/fFbzgFSJRJa/AughBSlKygq3rpCeJOI0FIXAEh0GrYnDRberL5nsq8//Pjd9v7QhgrAEzBsjIqwneuWBpxyyCkEMKTYgMpYiqZmh1fxC2DEHAsnZ5sslt0FKQoagqmIDFRYYARRUGGnmTLdYjJjgQhMTq9JhGB5LM5cbdggBBiGIphJl8NB2JSI0FIjM5k4AHAeEqV8SImNAwAVhWWoTmWBCFxV5EgJEaXmWqBECB12pT4IsYdxqoqGXW8xTjJNvwiJjsShMToslMtEGCkkInsxF2DVVk06nmTgR/vMyGmFxKExOhK8pIhQKpKgpC4SzBGqiJYTFoH2YaJuLtIEBKjS0syZTjNSI6TYULi7kCqTGElw2ky6UnFbeKuIusIidFBCCvLMv564DJGKqSn1AcmLU/XlNqsxo+rx0kKcg+JTd3hcEwZxxOb1jBWZEGvZWYWOMkWTMRdRoKQuKaF5dl/2duIVGmKVRw1apnNqzPSHNrh662CcCSmdAzEfrers90VQ5Nrc/cpAQOkiFGHmZtXmjHe50JMOyQIiWsqzE7KSjH1h/wMN6XGbCAFOJZCGP95f583KNE0zEvVzS+xlheav/O5wh+/3tI9GCOV1e4ypCg0lmblpzrthvE+F2LaIUFIXJPVqC0vSes60KIzp0Bqqr1VVISPXPR1uGIAApaGVS3BZx7IyUzWVs2w9nmv3iyXuNMUOcYzytLKPLI3PXH3TbWrG3Eb8RxTOStz97EWMTqkMSaP9+ncbhioCKgIAwBUFZ9sHFo5L6mm1JafptPy9NgHC4syjFlObWNXyBeUHlyUWlliAQCeaw3sOuEORmWepapLbavmJWk1dHtf9J2j/S7vJ/YYMuvZe+Y65hSYbUZWUXG3O7bvrKexM5z4arZTV5RpGPSLFy6Hhut/W43s7DyzrKCGznAwOhWm9SKkKEKgKMs8q9A53udCTEckCIlrghAsmJ2Z4TS39gxyOhtFT+V3iygjIa5ijBmGuuGGvcMgAE+sSp9baHn7sKsw3TAr3yTJSMvRpTnGFJvmD3t71lY5H1qUigBmaWpmjmlugeXftl7qcscAABQF5xaYv/FgboqNjytIVTFDw9Js44JS2yvvde8/51ERzkvTP7U+KyqqL7/bUXspgDHQ8fT9NSkPL0k71xrsGIhNiSDEqhzHcnjh3GKbWTfeJ0NMR1P50kZ8dmaD9nPr5vzw5Q8lwa8xJI336dxBGo7Wa2gIQSyuSspNrBhhaUrDUfdVp0TjytYPui+7Ynlp+idWZSyb6zAbmNJs454zg7XNfpuJ27gkLcupe3hJ6pZtHbKCaAoWZxpEBb11yNXUFQ5GZIuBXTkvafEs+4oKR2NnyOWLX7gcrGsLLp3rWFfl7HYLbr9YlGlYPMseiil7zwy6/eKde0HuGqSqQsid5TQumJ3FkiqjxHggQUhcD4Rg/eLibfsuNnYNcVrrVG0UQgBm5ZlyU3WijNpd0ZsKQgAATUFJVn/1l8v17UGEcUNnOD1Je1+1c16R5Y0P+/56yCVIKktTJh375LqsnFS9w8z1++KKit4/5d5/1uMLS4qKAQaQgjFRnVNgzkjSOm0aly8+FJb3nvHMzjfPLbDML7GebvavnJeUZOF3HB84cykwJWa3YjkeplBsybxZRTlT+ZMWMZFNqfVhxJ2g4ZmvbVpAoZgkBMb7XG4nCIHTymckaTOTtffWOJ99MCfJyrf3RU81+tFNzpTBGHxY561vD6oIYwxEGZ1rCWCM+zzxP+ztjYkqxkBBuNcjiLLKs5SWpxPf5Q/LA35RVjDGgKYhS8OwoAiiytBXtiJCCDd3R9476dbw1PoFzgdqnPfMcVzuj+4+PXizaT0xIVWRBX9WivHz6+awDLkcEeNjan7AJ26vuSWpy6vy957oZHg9w06Rgsg8S3/vC0UIA5qCLA0FST16YegPe3vcAfEW2llxUVU/ap9hjP1hCQMgq+jjHe4xEGUVY0BRYGR9Ah1Pz8g25qTq7CZOy9N6DW3WsyM3DY7Glf113hnZxnlFltwUXTiu7KkddA99YsbNZIWxFAtoaPHx9TXJZNUEMX5IEBI3ZtDxm+8rr23oDQ31mJLyITUVBnIQwica/aGYjBAYCkkXO0Kd/bFIXLktKwhHPQbGYOTBIQSpds1T67PnFlr0GpqmP56iMzIIAQD93vjJxqHSHJNBS3d2xJq6wlNjdYciC2J4YEl1zvKq/PE+F2JaI0FIjMmsopTH1s35zZsn4xGv1pQMwKRf7CUp6I/7ei+7ouN1AhqOfnBh6sIy28CQ+Nru7mMNQ96gmGbX/MtTM3T8Jz5qJNu4ecUWLU+JMirKMMzMMbm88cmehUiVY4G+VIdm46oys5EUFyXGE+mUJ8bqiw9UrFlYKITccnzcwuP2Gt8kSTJzxVkGQUJ/Odj37rF+T0DEeJRT0mvolRXJ5UWWurbgB6cHeZZaWZGUkTS5O6gxUoXwIE+Jm+8rn1OcOt6nQ0x3JAiJsdLwzDc/X1Oaa434OsmGvZ8dy1AcS8VFtX9ITHSZQgiMOoYfsT87RcGiTMO6quRITN1xbGDbkf7zl0PFWYa1lcksPWkb5RjL8TAWhx64p2TDyjKyZIIYdyQIiZuQnmL+6iNVVgMd9nYgslXhZyNIakRQjDpmboHZrGf1Groww/DF1VlJFm74MWY9s67KaTVxRy/66tqD3e7Y3trBiKAunm2vLrVR1GTMQiyLUSHQXVGS8pWN8zmWpCAx/sgYIXETIACLKnK+/lj1z39/OBbo01szJ+XEGQwQAuiquSu3CmGMMP70kRAC6FMLHBDGw2v/vEHpZKO/KMNwb7UzL00vxNXMZC0AoN8XZxkKY8DQsHqmbW6BudMV3XN6MBJTAABnWwOnm/0rKpJWzU9ud0Vdvsk1fRTL8WjU312UZXn2cwvspI4MMTHQL7zwwnifAzGZUBQszLab9Jrj51plRWY1pklXJRlCCAFo7gpfuByKS59pNR4EQFKwNyjVtQXdQx/XeaEgUFRQe8nfPjwZBwIAgILwpe5IY2c4LiEV4d5BYTAgZiRp89MMViN7stn/+t6ett7owJDY0BEWZZRk5obC8p4znobOcCJrRRn1++KRmOINSh0DsYgwmTZQVCUxGuhJMlH/8jdrygpSJmeLlpiC4CgfZQniRoS4/Lu3T7++ow5zVp0ljZpye1MQt50qxaP+rlQr/Y9fW75gdtZ4nw5BfIxcv4hbodWwX7i/AmCwdWd9LAB15tSpVH0NQjCWutt4RD8ncV1YjkdjwT6nhfr25kXzZpKtd4mJhbQIiVsXE6Q/vX/+t385rdIGozUb0pNwvHA0TpumeoaVY2+QhRcvh5u6w3fnlCYzrIixiL/bYYTf//qqqlmZDE3m6BETy9T5FE/cfTot9/j6OQDjV989G/Z16K0ZNMtPgbX2uSnae6udOs0Ncl3HMyQIrw9jpIjRmL8rP83wD08vq5iRPt5nRBCjIC1C4rOKCtKuQ83/u+2MLwK0plSWN4DJNn3mKgYtk+7Q0DeayuH2i74QWU95TRip8YhXjg6W5Tu++UTN3OI0MjuGmJhIEBK3gaKis419v3jtSEtPUGtK5fU2CEn317SGVSUacgExsHRe9v/90hKn3TDpZhcT0wcJQuL2wBg3tg/+cuuRC62DUGPTGJJohh/vkyLGAcZYlaLRgEvPSRuWz/zqpiq9lrvxtxHE+CFBSNw2COMBT/jPH5zfdbglKNAaQzKjMZCm4XSCMVLj0SEl5s1J0W++v3zFgnySgsTER4KQuM1icfnwmY7fvHmibzDG6h0ag4Oi2fE+KeIuwIoUjwX6IIrWzMn85udr8jLsZFCQmBRIEBK3H0L4cu/Qb944fqbJFVc0vCmFYTWTshgbMSYYIVWOhcTIgN1Er1tU9KWH5lmMk3t/DGJaIUFI3Cn+kPDBsda3917sdkchZ+b1dprhJ/uEUuIqGKmyGBWjPg7E5pWmPrp2VvXsbNIQJCYXEoTEHSQras9A4A876/afuhyOQ96QxGktU6kGzbSGMVIlIeJVhSGnTbv5vrmrFhbaTFoyO5SYdEgQEndcXFQO1l7+8+7zzR0+ldJxBgfD6SiKngJL76cpjFVVluMhMTJo1oKaudlffmh+boaNJCAxSZEgJO4GFeH+wdD+0+37TrRd7gvJUMfprCynJwOHkwvGGKmyHA8rgl/PKfNKU9csLKyalWXUk6UyxCRGgpC4e2RF7XOHdh9t2Xmo2ROIA8bIGxxkHs0kgZGqymI4HvbwtFyQYXls/dwFczItBg3pCyUmOxKExN2mItzS6dm27+Kpiz0DvjjFW1iNmWa1FEWTqTQTEcaqKiliTBaGWBDLz7Qtr8q/d2mJ3awnvy5iaiBBSIyPqCA1XR48crbzeH13v09QsIbRmFjeAGmGrMGfIDBSVUWUhZAqR/ScWphlXTovt3p2VlaqhSY7SBBTCAlCYtxgDOKS3DsQ3H+qff+p9j5PNK7QvM7OagwUw5E4HEdIVVQlLsUCihgya6mCbNuDy0vnl6ZbzTqyiRIx9ZAgJCaEfk9497GWE/Vd7T1DkTikOBOjMSaGD0ki3i0YI4xUSZEERQxhKey0aWbkJa+oLlhUnq3TkEppxJRFgpCYKFQVDfgiDW0Dpy/2nmtyeYOyhBiK1TO8gWY4SDFkUsYdghHCSFFkQY5HIBJ0HMpJNc2bmV4xI70ox2E2aMkLT0xtJAiJiQVhLMTlfk/o6Nmu4/Vdnf1Bf1gCjI7TWlhOB2mWIlNMbxeMEVJURZLFsBQL8LTqsGhm5CUtr8yfXZxqNWk5jiEJSEwHJAiJCQpjEIwI55pcJ+q7my8P9gyG4hIFWT3N6WlWQzEchDSEgKzKvzkYY4CxqqiKqMoCkqNAidlMXFaqZXZR6uJ5OUXZSSxD+qKJ6YUEITHRxUWlZyDQ1u292OZubB8c8EajEpQRQ7NahtNRDAcphoIUWXpxHYnRP4xURRYUMQZQnKeRWU/nZ1jLCp0lucm5mbYkq56mSAQS0xEJQmJyQAjHJSUQFtq6vKcbehvbBvt9EX9IVDHL8HqG09GsBlIMRbNkKPEKjDFGSJWRKiuSoEhRVY7peMpu1mQ6TXNnpM2fmZHhNOu1HMvS5CUjpjMShMTkgzEIhIWLre4Lrf0dvUO9g0G3NyIqFKB5SGsoRkMxPM1wkKIBgNOo+xRjDDDAGKmKqoqqLGIljtU4RKJJx6QmmzKc5hl5ybOKUgqyHBqOlD4niCtIEBKTGELYHxIGvGGXJ9TV57/c6+voCwQikiABUYGQ4iiWpxmeojlI0RRFAUhNqcUYGGOMhrs9VUVSFVFV4jSQNSzQcTDZpsvNsOVl2rNSLClJxhS7Ua/lSIOZIK5CgpCYCjDGkqyKkhKKiu09vsZ296UOr8cfDUbEUFQSRARplma1NKuhGZ6iWUjRFMXASTiyOBx7HyVfXJXjqixQQNVrWbOBNxu4jBTzjLzk0nxnerJZp2E1PENWwRPEdZAgJKYmWVZd3nB3v7+nP9DjDnp8UW8g6vVHQ1EJAQZTHKA4CGlAMRTNXMlFmqEgDQAEEAAw3KV6N5MSAzzyPxhgjLCCVRUhBSEVqwpGCsAyQDLEEkcDq4l3WA3JNr3Tbkh3WrJSLdmpFptFR022gCeIcUSCkJj6JFkNhgV/SPCHhMGh6IA33OcODg5F/CFBkFRJxpKKZQUoKlARBWmGollIMRRFA4qiKBrCj6rbQAgBBBBCCAGAH0UmGA7L0cYj8UexBsBwvF25Fw+P6mGAAUIIX2nqYawiRUFIBkhlKMwygGMolgEcA/Ua1mbRpiaZ0pNNqQ6j3aKzmnU2k1av48icT4K4NSQIiekFISwrqiSrsqLKCvKHYv2esNsX9vijXn90KCCEY1JUkOKSKkqqrKhxSZUVFQAaQhrSNEXRgGKoROE3SEFIQQgBpBLxByH1ySC8knwY48RefonbGKsYI6wqCKtAVRFSMVZoCDmW4liaZymeY3RaVq9hDTrObtYl240pSYYUuzHJqjfoOIahOZbmWJqhKTJFliA+OxKEBPExSVY9/ojXHwtF4pGYGBXkcFSMClJMkARRjsWVuCTH4nJclGUFybKqqIn/V1WEAQYKQleaeQBAABP5SFEUBQFD0wxDMQzF0jTL0jxLazUszzE6DavVsDoNp9eyeh2v13IGLWcy8DaLzmHRm/Q82eeBIO40EoQEcQNXZuLIiiipkqyKkixKqqoi5aP/IYRVhAAGI3IQAAAoCAEEFIQQQpqGNEXRNMXQFENTiSzkWJrnGJ5jeJZhSD0XghgnJAgJgiCIaY18CCUIgiCmNRKEBEEQxLRGgpAgCIKY1kgQEgRBENMaKbxLEARxTYqiBAIBURR1Op3RaGSYK9dMVVWDwWAsFuN53mKxsCw78rtUVfX7/fF4XK/Xm81m6iZrHUiS5Pf7FUUxGo0Gg2H42yVJCgaDkiRptVqz2UzTn9ikWhCEYDCIMTaZTDqd7pbXmCKE+vv7McYpKSnDP+/UNi1+SIIgiFsgCMLu3buPHTsWDAYdDsdDDz00b948mqY9Hs/+/ftPnz49MDBgNpvLy8vXrFmTkZGRyB6/3//++++fPHnS5/NlZGQsXbp0xYoVPM+P5RkxxoFA4O23366vrxdFMTMz89FHHy0qKkIIdXd3f/jhh+fOnQuFQsnJyQsWLFi2bJnD4QAAKIpy+fLl3bt3NzQ0KIpSWFi4atWqOXPm3FqMCYLw+uuvK4ryjW98w2q13sIRJh3SNUoQBDG6PXv2/OQnP6Fpury8nOM4r9eLMQ6FQi+//PJLL70ky3JZWZlWq3355Zd/8YtfeL1eAEAwGPz5z3/+4osv0jQ9Z84cQRDeeeedUCg0xmcURfFPf/rTli1bnE7nrFmzZFn2+/0AgJ6enn//939//fXXDQZDSUlJKBT62c9+9r//+7+RSAQh1Nzc/MMf/vDdd99NSkrKy8tra2s7cOBAPB4f9SkURZEkCSEkiqIoiolaR5IkxeNxhBAAgGXZ8vLyefPmaTQaVVWHHzz8gKmHtAgJgiBGd+DAAZZln3766fz8fEEQEEI0TdfW1u7du/eZZ5554IEHTCZTNBqtrq7+0Y9+tHbt2pUrVx44cOBPf/rT888//8ADD5jN5kAgMDAwYDKZho8Zj8evykWdTmcwGBK3RVHcs2dPbm7ut7/9bYPBEIlEaJqWJOnAgQMXL178f//v/9XU1Gg0Gp/P9+qrr+7evXvFihXFxcXbtm0bGBj4/ve/P3/+fJZlvV5vPB7XaDSf/okQQk1NTW1tbXa7vbm5GUJYXV0NADh79mwwGKysrKyoqKBpWqvVSpJEUVRHR0ddXV1ycnJ7e3s4HC4vL58/f75Wq72Tr/o4IEFIEAQxutzc3L179x44cMBkMiUlJSV6Pvft25eWlrZ69epEt6HJZFq2bNnWrVtPnDhRXV199OjR3NzcDRs2GI1GAIDVah3Zu4gxPnny5BtvvDF8D8MwK1as2LBhw/A/8/Pz9+zZc+DAgWXLliUO4vV6jxw5UlZWVl1dnYhMp9O5Zs2aI0eO1NbW2u32Cxcu1NTULFq0KDFqmJqaeq2fSFXV8+fPb9myJTc3NyUlpbGxcdu2bampqRaLZXBw8MSJE9/97nfz8/MPHToUi8UqKira29t/9atfWa3WgoICt9u9ffv2f/3Xf62srLzZUc8JjgQhQRDE6B555JHe3t7XXnvtxIkTa9euXbFihc1m6+rqcjgcZrN5+GFarTY9Pb2vr08QhIGBgTlz5ozaGkuwWCwzZ84c/idFUcnJySMP9dRTT7nd7p///Of79u27//77a2pqBEHo6+tbuXLlyMM6HA6j0ejxeAKBgCzLRUVFV82duRZFUURRvO+++x588MG33377Bz/4wcKFC7/xjW/09fX90z/9U1NTU15eniRJiV5TRVE8Hs+mTZu+9KUvDQ0NffnLX66rq0t0FN/cSzmxkSAkCIIYXVpa2ne+853a2trdu3dv2bKlr6/vq1/9KgAAITSyOGUiMDQaTaLJeJ26lRDCvLy8kT2lEMKRmUpRVFFR0Q9/+MNjx469//77P/nJT55++unKykoAgKqqIw+lqirGmOM4fGV7k5uQm5s7b948g8GQlZWVkZFRUVFhNpsVRdFqtZ8eWXQ4HAsXLjSbzSaTyel0hkKhqVeYkwQhQRDENTmdznXr1i1atOjFF188ePDg/fffn5GR0dnZGQwG9Xp94jGxWKyzs3PDhg06nc5ut9fV1cmyfNWCigSEUG1t7datW4fvYRhmzZo1jzzyyPA9NE1nZ2enpaUtXLjwRz/60XvvvVdRUZGSktLb2yuK4vBh3W53OBzOz89PLM9oaWnBGI9xyQTDMInmI8MwiduJb6SoUTb2Ylk28WAIIcuysixPvSCcUv28BEEQt4soig0NDS6XKxaLQQgTiwgpilqxYkVXV9ehQ4eGhoYikUggENi+fXskEqmqqtLpdAsWLGhvb//rX//q8/kikYjf729oaIjFYoljQgjT09PXjLBq1aqCgoLhJxUEoba21u/3i6JI07TRaKRp2mKx1NTU1NXVnTp1KhQKhcPhnp6eHTt20DRdUVGRnJxcXFx85MiRI0eOBIPBcDg8MDDQ2toqSdKdeFmmXgoC0iIkCIIYlSiKO3bsSEywFAShvb393nvvdTqdVqt1zZo1r7/++uHDh00mUzAY7Ovr+/znP19YWEhR1MqVKzdu3Pj73//+2LFjVqs1FovRNP2P//iPOp0OAAAhLCoqKioqutaThsPhV155RVVVi8Xi9/tdLteTTz5ptVqXL19eX1//0ksv5ebmchzn8/lCodDjjz+enp5O0/TGjRt7enp+9rOf5eTkaLXacDhcWlr65JNPjjqSBz9y1W0AwPAUGDjCyGZi4p+393WeCOgXXnhhvM+BIAhiwmEYxmQyJdbYmc3m9evX33vvvSaTSaPRlJWVJSUlKYoCAEhNTX3ooYfuvfdeo9EIIdTr9VVVVYmvIoSysrJWrFiRm5s7xpksLMtaLBZFUVRVTUlJ2bhx47Jly3ieN5vNs2bNMhqNsl6g3VwAACAASURBVCwzDFNQULBp06YlS5ZoNJrEdJs5c+YYDAZZlnmeLy0tXbJkSXJy8qdDC0KIELLb7bNmzdJqtQghrVZbXl5us9kSsVdSUpKamooQyszMTES70WgsLy9PzF+VJGnGjBk5OTlTLA7JfoQEQRBTjaqqoVBIFMWr7k+sWZxiMfbZka5RgiCIqcbn87322mt1dXVX3b9q1aqNGzcmmnfEMNIiJAiCmGoEQWhoaHC73Vfdn5OTU1hYOMVWAX52JAgJgiCIaY30FBMEQRDTGglCgiAIYlojk2UIgiCuR1XVeDyOMeZ5/tP1YhBCif2JOI4jY2+TFAlCgiCIawqHw/v27auvr5ckqaCgILGmfvir0Wj00KFDp0+fFkUxNTX1/vvvz87O/nSVsqGhocS8FZqmk5KSLBbLtWqhJTbmHRgYAABQFGWxWOx2+6j766qq2tnZGQ6HZ8+ePVmWQyiK0tPTk1jUYTAYUlNTx7i88k4jQUgQBHFN77333tatW2tqavR6/auvvkpR1OOPPz7c8jt69OgPf/jDdevWOZ3OrVu3tre3//jHP/70ZvRvvPHGtm3bLBaLJElOp/Pxxx9fvHjxqBkgiuJbb73117/+1Wg0Jla7L1y48NFHH03sRD+SLMvvvPNOU1PTSy+9NFk2CPR6vc8//7wgCIkKNTU1NV//+tevs1PHXUOCkCAI4pqOHDlit9ufeeYZCGF9fX1HR4ckSYkgVFW1vr6eYZhnn33WYrGcPXu2trZ21D3cz54929ra+j//8z+CIGzbtu3f/u3ffv/736ekpHz6kbIs19XV+Xy+b3/72yzLNjY2vvvuu21tbf/8z/9sNBolScIYUxSVKOq9Zs2aqqoqhmEEQWAYJtFtm+iq5TiOYZjEzvKKoiQ6da/TDBVFkaKo4W00aJpWVVUURYTQyA5hjHE8HldVNbF5PUVRI/uKW1tbBUHIy8vT6/WjPlc0Gj1+/Pj3v//9jIyM+vr6X//613q9/mtf+9qoZ6WqqiRJPM8nNsRIbO6R+HE0Gk2ilZyo+yNJEoQwcWfiu1iWZRgmcbaJL133l0yCkCAI4tqys7OPHDnS2dnZ1dUVDAbnz58/fFVN1DYLBoNdXV11dXWdnZ0PP/zwqN2YGGO9Xr98+XKMsd1u/+IXv+jxeEYNwgSbzbZkyRKj0VhdXZ2amvqTn/xk+/btGzdu/OCDD3p7e7VabU9Pz4MPPuj3+zs7O2fOnLl9+/bMzMzly5cDALq6unbs2LFy5cqcnJzTp0/X1tZGo9GUlJRly5YVFBSM2okqCML27dsVRRkaGvL7/Zs3b05KSjp8+PCFCxdkWc7IyFizZk1qaipFUefOndu3b18gECgpKcEY5+fnV1dXDzdtBwYGtm7dmpaWtnLlyoqKikR51aswDFNVVTVjxowFCxb85S9/2b59+7WCsKenZ9euXenp6fX19QCARYsWpaam7t69e3BwcP78+WvWrNHr9c3Nzbt27fL5fDRNl5eXr1mzRpbl7du3p6SkrFmzxu12b9u2rbi4+J577rl+7zEJwklGVdVoNCoIwqgfPO80lmX1ev1k6YchiM/uvvvu27dv3/e+9z2r1frYY48tWbJkOOoghMuXL//973//3e9+12azbdq0afPmzaPuvjRSYrOkGz4swWg0Ll68+JVXXjl48ODatWtPnDjxxhtvrFq1as6cOZIknTt37uTJkxs3bjx37tzp06eXLl2KMT5z5sz27durq6tPnDixZcuWqqqqwsLCAwcOdHR0/MM//IPVav30s4iiePTo0f379y9cuLCkpERV1b1797755puLFy82m83bt2/v7u5+7rnnwuHwT3/6U4PBMH/+/GPHjh07duxv/uZvqqqqhoMw8Slhz549v/zlL/Py8r74xS+WlpZeK4ESLdeRWzNeZWBg4D/+4z+Ki4tXrlx55syZbdu2zZ49u7i4mGXZF1980Wq13nPPPW63WxCE4uJil8v16quv6vX6xYsXu93ud999Nysr69y5c3v27KmpqbnhGCoJwklDkiSPx+NyuURRvOH+n3eU2WzOyckxGAxj3PyMICapRNgEAoHm5uYvf/nLq1atMplMzz///MKFC1evXo0xvnDhQjwe7+7uXr58+aZNm3Q63a9//eu8vLx169ZddfENhUJvvvnm0NDQzp07Fy9efJ3m4FU0Go3T6fT7/ZIkybLsdDqffvrp8vJyURQPHDggy7JOpysrK3vzzTdbWlocDsfRo0dzc3ONRuPrr79uMpkeeuihREHtbdu2dXV1jRqEAABZllNSUp599tnS0tJIJLJ79+6SkpIHH3wwsdPFtm3bHnvssZMnT3Z1df3iF7+YN29eU1PTpUuXrvo4rtVqKysrS0pK6uvr33777b/927/dvHnzE088MbJnUpKk999/PxHhgiA888wz1/rBEUIQwmeffXb58uWlpaUHDx7Mzs7+1re+NTQ0VFtb29jYuHTp0srKypkzZ9I0PTg42NDQcObMmTVr1qxdu/bgwYM//vGPEUKrVq0qKyu74YtMgnByEAShq6vL5/MxDKPVascxgRLFfC9cuJCbm5uSkkKykJjCDh069Lvf/e7JJ58Mh8M7d+7cuXPnmjVrDh48OHPmTIxxZ2fnyy+//MQTTzgcjt/97nd//OMfH3300cOHD48acrFY7OTJkzRNr169ev369ddpCV0FIRSNRlmWTSRrVlbWjBkzOI4bDiGWZSsqKv7whz8cPXq0srKypaXl0UcfpWm6paUlHA7/7ne/gxAGg0GO467a4/4qZWVlWVlZGo3G7/e3tbW5XC5BEAAAbrfbbDYDADo6Oux2e1paGk3T6enpaWlpo/756/V6p9OZmpp65MgRn893VViqqnr+/Hm73W61Wn/1q19VV1df63wghHa7vbS0lGGYtLQ0k8lUXFxsNBoFQbBaraIoYoxdLtc777zj9XolSbp8+XKi77ewsPC+++7753/+5+rq6nXr1o1lYioJwklAVdXu7m6v16vT6Yb3kh4vDMNwHCeKYnt7u16vH/vf8ySFEJZkNS7JsoxkRRElVVFRXFIUFWGMEcIYA4SQijAAAAJAUZCiruzgxtAUTVMsQ3MszdK0hmcYhtJwDMcy5PPDpLB//35JktauXWu3241G42uvvXbw4EFJkkpLS2mabmhoEAQhscsSxvjFF19sbm52uVxFRUWf7otLTk5+4YUXIIQMw/A8P8a/Yoyxx+Pp6upat25dYjLq8ObywyCEGRkZs2bNOnr0aDweZ1l2yZIliftnzJixYcOGxCwYrVY7cgfgTxueTQMh5Hm+oqJi/fr1iXPgeT4rKwsAMBylV+1TOCwUCm3btm3Hjh1arfY73/nOkiVLrhpJ0Wq13/zmN4uLi2ma5nn++ik1/BSJG8MPTtwZDAZfffXV/v7+z33ucxzH9fX1Jb4qSVLiainLcjAYvN7r+xEShJPA0NCQx+PhOC7xPpgI5WE5jpNl+fLly3Pnzh3vc7kJGGNVxYqKFBUpqqooSFFRXFSCkXgwLAQjYigSD0fFqCDF4nIkJgqiHBNkWUEqQghhhICKEMIAIYQwBhhgADAGGADw0S/loysJgImLBYQUBSkKUBSkKQpCyNCQZWidhtVrOa2W1Ws4g44zGnizQWMxaE0G3mzQcBxD05ChKZamGYZKBOp4vnDTldFoDIVC3d3dNptt/fr1dXV1b731VmVlZWInP4PBEAwGe3t7MzIyli1bVl9f/9vf/nbu3LksyyqKctWsmcTGfmN8XkVRQqFQYvbK1q1bGYbZsGHDdbLTarUuWbLkpz/9qdvtLi8vz8nJ8fv9xcXF/f39FoslKytLVVWE0KizVz6N5/m0tDRBEDIyMhKbIybuzMnJ2blz56VLl4xGY3Nzc0tLy1XtubNnz7700kuxWOzee++95557srKyRs05vV5/W7a/iEajzc3NlZWVCxcuHBgYSHz4UBSltrb2+PHjf//3f3/27NnXXnutsLBQr9df/1AkCCc6VVUT3Qssy06ECBym1WoTI9UTdu6MrKhCXA5FxUhMjMSkUFQMR+LBSDwUEQNhwR8UhkKxcFQSJVVFWEUAYahigBDEACAEEAYYQIQTiQYBpCCEADIQAAApAAEAIJF34KoLFMYAJFIykZOJzMQYI4ARxggADCGgIKYgoIZvUICGmIKAoQHPMSY9bzFpbWad1aS1mrQWg0av5406Tq/lDDreoOP0Wo6k4522YcOG5ubmX/7yl5mZmaqqBgKBp556qr29/Ze//OXf/d3fzZ49u6amZsuWLdu3b4cQ9vb2fuELX/B4PD/4wQ++973vzZw5czi6aJoe48rxRGusubn5u9/9LkVR0WiUYZjvfOc7ZWVl0Wj0qg4hiqISh2UYZubMmTabrbe397nnnqNp2mKxPPzww1u2bPnRj36UkpKCEMrIyHjmmWdGTaCrdqI3Go0PP/zwK6+88r3vfc/hcCiKUlhYuHnz5hUrVhw+fHjLli05OTnBYDAajV51HEmSlixZsnjx4qysrFEvC4kG8Rhbw59uAib+OXwQs9m8ePHiAwcORKPRUCjU398/c+ZMt9u9Y8eO8vLyzZs3Z2ZmvvTSSzt37nzkkUeu//qT3Scmung83tzcHI1Gb/ih5i7DGPt8vtLS0rS0tPE+lyviouzxx3rdQZc76PKEfIFYJCaFY2I0JiZuxEUVAwrSDIAspBhAsRAygKIT1wFIUQB+dBtCACEAFPwo8z4JjnJrBDzqzY/vwxgggDFGGACEEcYAYXQlJjFGGKsAKRgpAMkYKQDLNAQ6DaPXcnotp9dxBh1n0mmS7IZUhzEzxZzhNNuteobk4u2GEOrq6mpsbAwGgzqdLicnJy8vr6+vr6ura/78+Xa7va+vr6Ghwev1ajSa9PT00tJSr9d79uzZ6urq9PT04Sv+8ePHBwcHH3rooRs+o6Io9fX1ieWJFEXZbLb8/PycnBye5yVJOn/+fDQaXbRoUWLBXFNTk8fjSayaiMfjtbW1Pp/vnnvusVgsAABJktrb2y9duhSLxbRabXZ29qxZs0adrSpJUm1tLcdxs2bNSnTACoLQ0tLS1tYmSZJWq83Pzy8uLmYYpqOjI7GmwuFw/OY3v1m+fPnTTz89fExFURIf2a8VdYkyPcuXL08MOl6fx+M5e/bskiVLdDpdOBz+8MMP586dm52dLYriqVOnrFbr8KsdDAbtdjvLshaLJbFCMTc3N5HWx48fT05OLi8vv/7EURKEE12i+S9J0kSovzASxjgYDObk5OTm5t7lp1YRkiRVlFVRUvzBWGd/4HKvr6vP7/ZGwoIkxBVBVOKiqiAAKIZieJpmKZqjaJaiGUjRiQ5LAKkr4TcBYYwxxkBNjEBijDBSVVVCioxUCasKUiWMZJahNByt4xmthjHquLRkY3aaNS/Tnp1qMRs0PMdwLMOxNEWRAckJRxCET28WSNO03W4fYwfmrT3p0NCQLMsj70zE7bWWwF9LIBB47rnnFi1a9NRTT41xKcioEEIejycxK2cYhNBgMNjt9ls+7M0iXaMT3ZVL4kR1185NVVEwEnf7IoNDEZcn5HKH+j0hlzccCMUlBcoIKggiTEOKpRg9xbMaHQcpBlIQQAoCeGXYbrLMUUn0VSU2h7nSo4OZRI8rRuCjG0iVFVUOyNJQXMZDYktfjKkfYGjMM9Bh0aYlmVKTTenJplSHKcmmT7YbjHqemiyvwJSGMW5ra3v++eevut9ms33jG9+YP3/+HXre1tbWl19+2eVyjbxTr9c/9dRTS5cuHbUUwLXQNJ2bm+twOD7j3L1oNPrb3/62trZ25J0Mw6xcufLrX//6ZznyTSEtwokuEok0NzfLsvzpAobjLhgMZmdn5+Xl3bmniMWltm5fY/tgW7d3wBv2BWK+YCwSUwDFQZqHDE/RHEWxkGYgzVCQ/mieCpg0mfdZ4Y9GJDFCCkYqUmWEFKyIWI1jRaSgatKzNrPObtGlJZmKc5LKCp3ZqVaWnRDFjqetSCRy6dKlq+5kWTY7O3ss3Ya3JhwOd3d3JyqWDaNpOjMzM7HWcOyHUlW1t7dXr9fb7fbPkoWJ0uGBQGDknRBCh8ORmKd6d5AgnOgSQTgxu0ZDodDtDUKEsCgpUUFyD0VaOjwN7e6WTq8vIETisiAiDFmG07G8nmY1kKIhpCdu3+Z4wwhhrCZajaokyFJMlQUKyzoNY9SxyTZ9cW7SjLzk4twku1mn03A8N87LcogJC2MQCAvtPb6sFEuy3TDep3NHkK7RSeOmPrIghILBoM/nwxhbLBabzfbpSVPxeNzr9SbW6iYnJxsMN/cWv419toqKPEPRnoFAz0Dgcu9QS6e3ZyAoKkBBtIpZyBgYjdZg5CHFfDS2Ry7ZNwApKtGzSjM8w+k4bAOJUJRFnxD39oiXejt3HW7T8lRWiqUox1GQZc9KtWSkWGwmLRlTJIbJitrYPrjtw4ae/sDXNlUl2Q1T8s1BgnASuNm8CQQCO3bsOH36tN/vRwgZjcbCwsIHHnggPz8/MXVKkqT9+/cfOXKkv78/FouxLGu321euXLly5cq72e7EGHj90bONfWeb+9q6fYO+iD8kqJCjWD3NOigNx9IcTzMfzduckn+AdwOEiZFBmqJZhtViADBWkaogVQrL4oXOWF1rM0erDosu2W4syrFXlmXNLkwxGTTk88Y0Fxfl94+0vLm7nqKox9bNLslLnqrvCBKEk8PYm19DQ0P/+Z//efDgQQBAUlIShLCrq6upqUkUxW9961sGgwFj/Morr7z77ruqqppMJo1G4/F4Ll261NjYGI/HH3jggTHOAbu15qCKUEyQh0JCY7v76NnOhvbBQESMxVUEOU5jZE0pPMNDioYUGcG6MyCEAEDIUBQDWA3mMcAqQqqqSAORUI/XX98yuOtQa5JVO7PAuWhuTkleksmg0WmuOSGemJIUFfW5g2+8V3/ifHdJXvIT980tyk7ipu64MgnCyWGMQYgx3rNnz8GDB1NSUr7yla+UlZVBCAcGBo4dO5bYzQtjrKqqoigrVqyoqanJzc1lGMblcv33f//3qVOn9u7du3DhwpEbcN/G8w9HpbYeb0un90JLf9Nlz1BYkhGDIM9wJp1NR9McgBSkIGn53U2JEgE0xdAMx3I6bESqIsbFWJdX6PF07zvZ4bTrygqcswpTC7PteRk2DX/rE+WJySIWl46c7XzrgwsxQX54ZdnqmsJku2Fqd5iTIJxSotFoU1NTLBZbsGBBVVVVYkFSYk2uKIqJbk+apjdt2qTVarVabaKn1GKxbNy48fz58y6XKxKJjDEIx5jNCOM+d3Dfibbahr6egYAvKKiAp3kzo3XwDE/RDATUtJnhOZFBSNEQ0BTNspweY4RUSVWkHn+k83DH7qOtTrs+O81aMzd7cXmO024kv7GpatAX+eOuuoNnLhdkOp55dEFpvlPLs1P+102CcHIYYz+koiiJ1bLDteoBAIkNmkcO/jkcjpHfRVGU0+mkafp2zX/BAEiSEozEG9vcHxxrrbvUH4zKkkqxvJEzOnlWA6mxllkixgGEENI0paVZLasxYkOyKgl9AX+X23X6omvru2er52avqi7IS7eZDBqGIbN2pwhBlOuaXFt3nOsbDK5fUvzQ8pnJdsM0WXhKgnDSGEtEaTQai8WCEDpz5kxij80b7kgJAEAI1dbWiqJYUFCQGEQc4/l8+pEYgFA4frHNfaax92xjX6crJCEa0DpWb9BwOkgn8m9a/GlNDRBSkKYoDcPweqwqkhRxRyLbD3V8cKy1ONsxf2Z6+Yz0krxknYZ0mU5iCOM+d2jX4eaDpy877Yb/88XFFTMyjHp+eoQgACQIJ4sxttU4jlu8ePHRo0cvXLjw4osvbtiwYdmyZdcv9K4oysGDB995551ENQer1XprjUKMgc8f/fBU276T7V0uvz8s0byZ1aRpWA3FsCT/JjcIIaQhRWtYDmstqiorklB3OXCuuTbJ2licm7SmpvCeynyem7KTKaYwRUUnz3e/vuNcl8v/wLLS++4pSU0yTbe6tWRB/UQXiUQS8znHWFlGUZT333//tdde6+vr02g0M2bMeOSRR+bOnWsymUa2Do8fP75r1y5RFF0ul9vt5nl+8+bNDz744NhLe2OMw+FwXl5eekaW2xf54GjL7mMt/d6opNKs1qLRWymaI5M/pzCMVKRKQtiriiENi9OTjQ+vKltcnuOw6qfw9MKpBCHsC8a2H2jcebDZqOe/9GDFgtlZOi03DT+x0i+88MJ4nwNxPZIkeTweRVHGuI0LRVHZ2dmFhYUcxw0ODl6+fPnEiRNdXV1JSUkjCwO2trbW19dHo1FFUSKRCMdxLMvabLbk5OSxj96JouQaknYd7fzvt04dre8LiRyjdWjNqZzWRNEchNPrQ+V0AyFF0SyrMbIaswrYoZBwsr7z5PnOwaEIBalkm54mRX8msLioHK/v+q8/n6pt6F1ckfO1TQvmlKRpOGYapiAgLcKJL9EiFAThpmqNIoRisVhnZ+d77723Z88eQRCqqqqee+657OzsxAMEQUgst5dleWBg4PXXX79w4UJmZubzzz9fWFg4lizEGPsDwXeOuM51yKzWymktNKuBFEW6QKcljFVVkQUpNqTEA3azpjQ/+YsPVMwtmShbdBEjef2xN96v23OsNSXJuPm+8jklqUYdP53nr5EW4UQ33CK8qdrwEEKO45KSkioqKqxWa2NjY2dnZ15e3nBxGZZljUajyWSyWq0ZGRlVVVUnTpzo7OyEEFZWVo6x9SkIUpOLilJpnM5CMzyEJAWnLQgpimZ4VmNiNJaIIHZ0D+4/2dbW7XU6jAYtR2p8TxCxuHTifM8vXjt8pqFvVXXBNx+vmZHn1PDTvWACmSwzadxa212j0dx77711dXUHDhzo7OyMx+OjjgI6HI5FixZ1dXW1tLQoijKW4jIYYwABo9HT7MSqBk6MIwgphtPqrZmqIUmK+vee6jl5oWdJRc7aRUUVpeksQ+Jw3Cgq6ugd2n6g8cT5nuxU6//31fLykjSDbhpNDb0OEoSTw2fpweY4zmq1UhR1/YNwHJcoPXMzZ/X/t3ffwXEdeZ7gM/PZ8r4KHgRAEAQtSIpGEkVRpDylllrdPdNmZvt6p2fuLmZv7+I2YuP+2YiJ3Zj/LuI25m7uYnbmZqd3ptW+W2q5piSKIkXRiSToQHhvy7tXz2fm/lEkBFE0IAkShUJ+QsGgKlCFrAL4vi9/6QBkXUDmayBEvOjkBAexQ5qae/f44Mnu8T1dTX/66va2xkd32iozT9WtD08O/PyDiyXV+tZzm156qiMSqPLNYu4JC8IVYzERNTs7Ozk52dLSMn/cBKU0m8329fURQhobGyVJ0nVdURS3211OvvITFUU5ffo0xrijo+OukbmgPZTVQpnbgRBygix7Y6IrkM/PvXd86NSlie++tOXQvs5I4N7OQ2fum27awxPpn757obtvdn1L5F99Y/vGtTVsWu9NWBBWldnZ2b/927/1er179uxpbW0tb6h97NixgYGBjo6OzZs3cxzX09Pzk5/8pKGhYfPmzQ0NDTzPz83NHTlypL+/PxqNPvvss4vcdJthFgNCyPGSK9Bgm8GCmvkvvzr/+YXxbzyz4antLQGfY7lbV+UmZnPvHuv95MyQ3+v4i+/sevqxVr/XsUo2i7knLAhXhkUuqG9oaGhvb//kk0+uXr3qcrl4ntc0TVXVpqamH/7wh01NTZTSQCBgWdZbb711+PBhl8uFEFJVtVgs+ny+H//4xx0dHeDBKrEM83UQcYLs4UWXZRQvD8/2jx775OzQX373ifbm8N2fzNw7VbeOnB588/2LBcV49enOV5/ZEA26BbYf3m2w5ROVTlGUnp4eVVVFUVzM15umefny5ePHj/f19WmaVltbu3Pnzv3794dCofJ8UUqpqqpnzpw5c+bM0NCQaZrhcHjTpk2HDh2KRqOL2ZKtjFKazRc/uIQG09V5aDXzkFCCtWLSKCV9Tu7P3njs5X3rfW6ZVUqXBKVAN62B8dQvPrh05tJEZ1v0R9/cuWVdLYvAO2NBWOnmg3DxFUt6AyjvjQXh168yN30NAGDxETiPBSFznyi1TFUvJjhc3LWp/rsvd+3a3Miy8AGZFr42HP/gs/6Tl8Zrw54X93Y8taMl7HeyD/auWGl0Zbin+5VbJt99fM0SNolhvgJCQXLxQpOp5U9cmukdTX77+c3fP7SNbd593+Kp4pvvXzpyepBD6Psvdx3Y1RZmm/ssGgvCSlfhd3MsDJn7BhEnuYK86Mxkpv7hN19MzOb+4ju766PeCv+drygYk1Su9OnZkZ++121a+Pkn1n3v5a6aMDsw8t6wIKx0EMIlPClwaRFCbcJuOZkHwgmyN7xGU1KHT41OxfM/fG3HE13NbOn9XWFCxqazx8+NHD83ms6re7Y0vbi3Y+PamCSyq/o9Y2OElc627d7e3pmZmfJx85WDUjqXyPz6oj+rsXIW86AoJbaulHJTQQ/6szd2vn5gI1vrdjuUgnSu9MvDlw9/PlAs6Xu3t3z7+S3tTSEHKyzfL3bvUOl4nvf7/XNzc4SQ+5jP8vCYljWbAywFmSUBIRIcXg/fls1M/M1PTybSyp++ut3nYbv3fYlSYFl4Nl349OzIrz+6Yhj27i1NPzjUtb41utxNW/FYj3AFME3z6tWr6XR64V4wy4sQMpMsftjrmM6zNdHMUiLY1AoJamSffbz1z7+1s7EmUBm/8suJUqrqVs9Q/PPusTNXJjEmuzc37t/VtmltjSyxzswSYB/iCiCKYnt7u67rxWJRlpd/xRXGOJktnh8X5orshp1ZYogTnb4avSR8eHKoVDL+3f+wry7mW7VRSAhVdfNcz/TvjlztHUkIHPfq/s7nn1xXH/WyscAlxHqEK4aiKH19fel0GiH0IFn4ID9wCxNVtxNZ48qM41NLJAAAIABJREFUazjrYr87zENCKTVKGaM4s70j+n/8+TPNtf5lv/97ZCgAlFBVN+Np5eyVyfeP903G8w1R38E9a199pjPsv8XpMcwDYkG4khBC8vl8Nps1TRNjfK9PpxT0jsRPdI9jIIkOH7j3K4tNUMnkkiVJs9hEBubhopQYpaylzO3cGPvL7z3RsSZc9VlICDUte3Iuf3lg9mLfTO9IAhP62IaGHRvrt2+ojwTc1f4BLBsWhKsFpbRnKP7Xf390ZLrk8DcKsosdHMFUOEqJqeXN/NTuLXX//kf762PeRT+RUgBWyu7ShFLLwqpudffOHP68/9pwXDfs5rrAoX3rd29pCvgcsiiskLeyUrEgXBUopYMT6b/+uyM9ozlXoFF0eFkKMisCpdRUs5Yyu29747//0b5Q4C6FwfKg2lxKcchCTdhdmVurlFcFY0IKipEraiNTmRMXxk5fnLAxjobdW9fVvvhUx6a1NTxXiY2vSiwIV4WZROFv3vz82LlJ0VMnOKpwuAVBCNH1bCcUEMJ+q6sHJVhXUsBIvba/41+/8VjoNoNkhNCSZl4dip+8OOZyiN88uCkWqqBdcCmlmFCMiWHaU/H8yFRmaDw9MZebjudLmtneHNrQVrOuOdzREomG3CulL1s12Lyj6qeb9j+9de5E96Tgit3f0OCSE3jolPny+dgUAEoBtqluYRvfc4AhBGURNcWcrbVOt4O3bDKZ0EZmSgXVnn81gUdO6RZ9A90kuokpBQhCt4NDCJo20Qy88OYQIehx8Fb58ft9vwtxCDhkXuCu/xQoBZhQ0yKmxdL71iDiJHdII/a7x/siQdcfv7TVIX1l9SqlVDPs3pH4rz+8eq5nat2a8P/+r56qhBSklFo2sTGxbJzJqVeG5i71zV4dnC1plo2xKPDbO+uf/+bOTWujHrfsdogc6wIuExaEVc6w7N98dOXDk0OUC4jOAIAV8S9t7+bQ//bttQ6JI5RSCgwLj8+qh79InOzJ5BRr8a/jENGmFu8b++o2t/kgADahCADEwdm0/vaJueOXUvmSBSF4anPo37zR6nbw5Kv1jzc/nvr1p9Oqgesj8l//eENNUDpzLfs3vx1J5Yz5r4sFpP/8bzZ/fjXz/709atnkwd97U8z57/547boGT7kxGNNkzjhxJfPRucREQmUFmltCiHd4omrO+t2Ra+vWRB7f2lSuahBCFdUYmcr84UT/4c8HckW9tSH4g5e7WuqDj6ZhlILy/vO0/CehummXNFPVLUU1cgVtYDw1OJYaGE+m85rbKfrcciToObiuZvuGhk3tMZktgagM7MdQzQih53umf/tRj0Zkly8EUaVM9XRInCigoWnl4lAOIRjySuubPP/65eaakPzzI1OqsagJsZKAntsZ++ZTtR4H/0Vftme0UFRtnkeNEceWNu939tfFs/r5/hyCIOgVBB4NTSvXxoum9eWLXx0tWJgCAGIBySVzlIKta31PbQm9c3JuPvMgBAhBnl+yfrTbwQfcYqFkfXguDiF0SnxrnfPVJ2va6l3/5Z3R0Vl1ib5PtUGcIHuiifz0P711Php0r6kPlDTz6uDc0bPDpy6OzyQLAIBYyPODQ9u2bahHaCnLHuXbNUoouXF4Wbn8bph2oaTn8lq2qGULWiav5otGsaRnClq+qGXyGkQgFvTUx7yH9nXGwp66iKc+5osEXKznV2lYEFazdF791eHL0ynd6W/meGm5m/MlCICN6bXx4j99MAkgEHm0c33gRy817dsaujKS/6Ivd9dXQBBsa/e/8VStKKCffjT1SXeyqNrlPpYkoLBPfGpzOK9YC/tX18aKPzsyVVTt+UdsQsujieXuRSJvBN3ivq2hL/qykwltqd/0AhBkFav83jkE68Lyn73cvKXNd2B75L9+MMEGOG+HFxyCK3xpYPpf3rmwd3vLkdODZ69O5oo6xgQA4HPLrx3Y+OJT6ySRJ+U+2leePf8IpRQACsiNx+iNnKO0/Ec5+SihgBJi2SRf1HNFLa8Y+aKWLWq5gp4tqImMki8ZBBNKKKHXTyVzOsTasKe1IdjWGGppCIZ8TknkZYmXJb4yp+0wZSwIqxbG5KOTAxf7E6I7xosVuBEaJYSaNgEAmBY51599clNwz4Zga517MUEY9IpPd4UjfumdU3MfnkuU9C/jzbDIdEr/+dGp8v9yN0bjMKGmTczblzcvDeVrgvL6Rs+eDcF4ZvYOX7nQHbqKd6hzUkrnX38irp3rz21q8TbXOAMeIZ037/pNnTIXcAuFkg0AqAs73E7OsulsWssULAhBNCBF/RLPwXzJmk7pmn59dBMhGHALEb/kcnAIAtOiybyRzJoWJgiCsF/iEMwWLd283ml2iFzAK5R0XChZFVGzhVCQXKbgevd473vHexdWqiGEsZA75HeevDhefgRj+tVbiuvDdZhQ28I2IXZ59A5j07ANC+uGpRtYNy1Nt3TT1nRTN7CqW6ZtIwgFnhMFThQ4QeAEjhNFzimLTbX+2rC3NuyNRdyRgKsm7HHKYgUMwTP3jAVhdaKUXh2Kv/XJNZ3ITtlTCRNk7ux6KMJFtRQCUBeSNzS7M0XzdE9GNey7P2cxbcDgt8dm/ufXWw89HrswkBudLd21b+aQuFhQumUdTtVJMmfgRXTvKKUl3SaEIggXOV1w4xrvHz1Tf74/63UJuzoDQa+IMb08nH/rxKzfLby8p6al1umQuFTOfPfU3OGzcdXAEIKtbb5XHo+tqXV5HByHECZ0Kqn+5tjsF/1ZSuhrT9aurXe9fyZ+8mrasimH4HM7o09sDL53eu5UT+Y+5jE9FBRAJBDKEXzTWDKdSRTefLf71ksOIEAIIQh5DiKEOAQ5DnEIIoQQgjyPJIEXBc4h8z6vLPBIEnhJ5EWBkyTeKQmyyDtkwSkLDllwyIIsCk5ZcDlEnmedvCrBgrA6FUvGbz6+OjarOANNiFsBP2WvSwh5Rc3A2cLdJ8twHKyPOHwu4cpIIZ41FtlZcYgo6BGEGxcvw8SqQW5aPjQwpZztzby0u+a1vbV/9/vRkn6X0cqdHYEfvdwkiTdfECkFQ1PK//Wr4cXM/RF41Bhx8DzKFsyFlds78LmFLa3ehoicK1pHLyRzJevprsjOzkDIJ7lkbiKu/eQPE01R58EdkRd2RoemlSsjBVnkHlvnb4g4Pu1Onh/IEQIObo88tzPyxwfqR2ZLc2m9f6K4vyv8nf31Y7PqZEJd3+R+Y19dtmhOJTRcISkIAOJFl7+WEyQ1N0OJBa4XOgEAIBry/OX3Ht/YFrvlEtly9RvB63+DsPwAhBBACBCECEEIIUIQQQgh5G7876N7b8zyWQGXSOZeEUov9c91X5vmZT8vVugOMhBCWUQBj4Ag9Dj5Z7ZF2upcg9OlyyP5uz6XQ9Dr5BGC6aJpmBgAgCCsCUpNMQd348plWHRoWsmXvsyh3RuDaxvd5Ea0nexJv31ibmFNFQCgGfjYpdSODv+eDYFPu1MXh+7SmFzJGpwqicLXegYUjMe1O/SiOIQCHgECIIlcZ7Nn14ZgXrHOD+Tmy5J3BSEsqvifP5w62ZMGAKTz5v/yRltrnfOT88l/+WgylTdFAXld/J6NgdY615WRgmbgD88l3vp8JpU3y9mhGnZrnbMx6qwJSPGMcX4gd6Y3+/zO6KHHaz44M/dHBxrcDv4XR6cmklqlxCAAoLyawhmwDQXhQm3YU1CMbEG1MZmcyx7+vL+zLVob8lZ8BYSpLCwIq1BJM09cGE0VbNkXgJU6RM9zcGub799+q41DMOARa4LSVFJ7+8TsbFpfzNMhhAACemNCBMfBHR3+7x5okEWEEJRFTtHs//zrodM92fmnqDqOZ4z5gSXNIADc4grfP6Gc6sm88njNge3hoRnlzs24PJy/PHz35P66kE/8t2+0QQicMlcXkgkF756aO9ubvfszb7AwuTiUuzh0fTx1Jm3MZXTdEj67kk7lTQCAaZFE1gAUyDc6rONxFSEoCZwoQAShJCBMKELAKXMQAtXAH59LdDS693eFwj5h4xrPub7s2d5s5XQH5yHEiQ4/1bRdmxvXNYdPdI9d7JvJF/UT3eOxkOdPv7E9Glz+RYTMCsKCsApNzeW/6JniJD8nOiqzOwgAQBC6nUJj1EEIKGr2H87Ej15MjccXtXiAAmBhAihwiBzPQQCAjcmpnsx0SucQDHqEV56oqQ87RP4rI24XB/O//HR6vvZoY2JYt5gOY1jknc9nd3UGdm8IHr2QiufuFMwChxwyd8v+h20T9atr87/yRB41xhyAAsMiV0YKRy+myp22xbz9MkqBtmAIkhCCCcWYmgveFPlq6VcUUEutc3dncOMar8fJiQKK+ETrRs5RCvonlU+6k3/yXOPjG0PZovnb4zPZwt1n7iwDCAXJVVLlgfHkawc2PrOr7ULv9G8/vnplMP7+Z311Ue/rBzc52EF9zKKx35VqQyn97PxopmhzshtWxvL5WzIsfOR84v99a/Q+nosxTect06ZNMYffLSRzJqUglTfLPaHaoLx3S6g+fPNEWdMmimYr2t0H4WbSxrsn5374YvNre2t/+vHkHepsHU3ul3bHROHmr6AUTCW03xyfvan0Om86qf7F/3nxri1ZQgKPntwU+uGLTZKAppPaXEYXec7j4Odn1QIAKACpvGna1CmBbNEyKnizG8QLotM/PDE7OJ5sbwod2L12+4b6o2eGPzw1ePTscEt9cOemBrZcj1kkFoTVJpEtnbkyaWDBKVTtqbmY0MmkOpvW68Py+ibPRFy7Zd/uQRy/lN6zIbi9w987UbzDTE5JRAGPIH5t9iAFIKdYFVWWrg1KL+6OuR3cTz+aPHElkymYIZ/4v36rraPpehURAlAfll/cFQOU9k0obfWuF3fHfvbxZGFx83ceOciLTl0Tz/VMP/1Yq9ct+z2O1w5u3LO1+fy1qZGpdGONrz7mW+5GMisDC8Jqc6lvZipe5MQARNX8w51L6+f6s2tq6g5sj4zNqr0TxS9npixFMTirWJ9eTLU3uL/xZK309bkwN1weLgxPl24ZlJZNb9cdXBZBr1gTkLIF68JAPpkzAAAiDwX+y6aLAtrfFe5sdh8+m7gwkPvRy83PbAv3jBZOX6uYtRNfxfEi5F39o8l4WvG6ZQAAgrA24nlxb0dJNTkeUUqrb3955mGo5mvlKmTb5NpwIq+YcsBR3ZeAko6Pdqdaalzb1/n+/NU1H5yJD8+UdAPzHGytc4e8Unm7ELBgPkw0IHWt9S3cvy2ZM6ZT+i0ngxBCT1/LPL01vK3df4eOnWWTnLLEndGHRDOwotsBt1ATkpM5wyFzO9cH624UkCEEHU3up7si0yn9vVNzMyl9Ta3zuwcaXtodG55WZjPG8jb+1iDiRDlX0vpGEu3N4fmHeQ75PFVbDmEeBhaEVSWdV8emMwQKiBOXuy13YtpU0bBuPlCETMTVNz+eVHR721rfj15qTucNzSQ8BwMeQRa50Tk1njUIARCC8tBgR6O7MepYOHvkVE/2F59MlTC2bKLoWDe/EonZovX7z2drQpLPJai6vVR9IhtTRbPVu61QvMuL2ERRbcP6cuIrJkA1sCighb033cSKbpenz0yn9LPXsi/siv7g2YbxzUFZQJLIJXOG3y1YmDpl/oWdMQTpb4/PzKZ1m9A/nE10NLjbG9xb2nypfMrClZj3nOAoFdN9Y8lDhLI1f8x94/7qr/5qudvALJnR6fT7n/UrlkOUvZU8U8bGJJE1rowWyzW6+5YpmtfGiiMzKiFUEjlRQJZNRmbVw2cTb5+Ym0iomFBKgWaQVN4YmlaGp0vDM1/+1zeuzKYNTKhq4KJqXxsvzqb1hfNDZjP6REIbn9O+6Ms+YFPnWTbNFq3+SeVB9tfGhKbzZs9YsTxRCABAKNUMMjRdGphU5kdMVQPHs0bfpJIpmKZNJuKqouOwVwx7pUzRevfU3JWRwkRC75soYkIFHl4YzF/oy6kmAQAYJplMaum8OZsxEjmjMndAhRDpatEt0ce3Njtk4e5PYJhbYQfzVpXPzo/+p787osOI5ApV/rZqDPOAKCVqbrYtBv7D//jMujWR5W4Os1Kx0mj1IISmc6qq27xHWrkpiCD0uXmHdKcTo1QdF1S7MvsoDwJC4JR5r/NOZz7ZNs0p1iI3BF8FIOLFbLEwl1ZYEDL3jQVh9bAxyRY1CvnKOXfwPsgi+pPnGnd3Bu8QBke7U786Np2/lyN8VwSeg/u2hL79dL38tc1L500ltX94b2xwqvQoG1axIACI40uqmSs8zGOzmGrHgrB6EEI13QIAwUrdTWYxMKFD03e5yo/MlpbksPhKQwiYy+hf9GcF7rY/wUzRUtQHmmhTVSCEkDMsrOrVdlfEPEosCKsHoVQ3bQDRyq2LAgAMi3xwJr7crVgemNDuwXz34P1sXrpqQYQsmxhLdBQXszpV7sRC5l5RSm0bw0We6ccwVQISQjGpwgoB88iwIKweEEKB5yigdzoZnWGqDCU8hwR+BY+LM8uOBWH1QBBKIg/orU8XYphqRCklPI9EkQUhc/9YEFYPjoNupwQopqxMxKwSFFCCJZFzyhW9lRJT4VgQVg+eQyG/EwFMCZtVyKwKFFCCLa9TDPmdy90WZgVjQVg9IIQBj+x2Ctg2KGWdQmYVoADbps8tx9iR9MwDYMsnqkrI74oE3Lk5XaIEVNJeow6JC3mF8rbIFACMaVG1Fc2+p2k9HgfvcwvzZ0FgTHWT5EvWIg8JQgj63QKltFCycQXsSgMh8LsFj4MvL/ukFBgWKSi2bt1Ph55DMOQVa0KyS+Y4BA2LZIvWbFpT9S8/HZ9L8Lpu3raGEJouWJqBAQBumfd7BExoumAuPOkeAuBx8V6nkMqbullJ9QZKKDFDvmA0xIKQuX8sCKtKNOSujXh6J2YJwVzFnEfIcfCxDv+Lu2ICjwilgAKbkHjG6B7Kdw/mS4s4Mr7siU3B/dsiCAFKAaCAUFpQ7eHpUvdQfmJOveuuYxGf+EfP1PMc+unHk4ns8p8r5HbwrzxRs7nFVz4wilKqmWR0pnSmNzs8U7rl4VC3BCEIuMUdHf49GwLtDW6vS0AQ6BZJZPRLw/njl9NDUyVMqCxyzz4W2d0ZoOAr04pVHb/12czVsSKHwJObg093hTGhH55NnL6WsW60gePgExuDT3eFf/HJ9JWRQiXcRpRhbIocbWkIuJ1sjJC5f5VyrWSWhM8ttzYEP+ueIpbB8eLSnFH7wDgI2+vd29p9iawxMKVwCPrd4uMbXdvX+d87Ff/gzFxpcWcStdS6trZ5x+e0yaSKEHRIXEutc2ub7/GNwQ/OzJ26mlHu+DouB7+23iWLnPOOG5k+Mh4nv7nF29ns7ptQcoop8lwsIG1a49nU4v3ZkanLw/lFxk3YJ736RM2BbRFKaf+UMhnXTJv4XEJLnXPflrAscpPxcdXALpnrbPZsbvUNTSvx7JenSWgGMWwCKBA4tK7Rva3dDyEQeTQWVycT1/ctQxA2RBzb1vo/uZCsqEWq2NK8DrRhbay6T99kHjYWhFUFIbipvSbo6c+ZKi+7K+fqgBCgAFweLfz9O2MQAKfM79sa+u6Bhud3RvsmildHC4t5EQiBYZHPrqTeOTkHAEAI1gblZ3dE9m0Nfe9go2qQM3c8S302rb95ZIpSUAndQQAAhABBqKj47ROzl4bzEMJYQPrjA/V7OoPP7oiOzqr50t23DZMEtL8r/PzOaF6xfvXp9IXBvKrblAKEoNfJP9YRcMkcXfDtDIscOZ88dik1/0FRCnQTE0oBBOVfmFzR6mj0PLbOH88Ylby7N6UYm1q4Vl54Ki/D3AcWhNVmy7raNfX+8wN5Qmyuwo7nNS1SVG0AQEG1P7+SfnJzqDnmaIjI18aLizxKojyQVn4RAEBesZI5g+PgszsiT28J9Y0X0wUTQSiLCECAMa0JyhG/lFfM8YSmm/jqSAEAoJuE56AscpRS1cAL64SSgEQBaQYu54TAo6BXqAvJooBUncymtUzRWtpTLwilqo7L76ik28cvpba1+5trnNGAtJggbK117e8KY0x/c3zmaHdqYdFSM/AHZ+OyiBaO6lFKdRMXVfsOdwxnerO7NwRefrzm0khhbLZUMXXQm2HTAFjd0NYS8rEpo8wDYUFYbTwu6cltzb2j3bapcY7KCsKFNBOnckZrrVMWOQTBffc7MkXz2MXUphZvS52rMepIF8ygV3jliRq3zI/NqXs2BqN+cWxO/ZcPJ3Ml+0+fb6SU/vLotNcpvP5ULSb0zY8mk3lz/tVe3B3b0up98+Pp4RnF7eD3bQ3t3RSSRGQTKgkomTXeORW/MpL/+hwfnoNRv8TdarNsjGkiZyxmRg8hIJU3bZtIIhT5u/fmRQFtWONpjDq+6MueH8h9feiOEKouruy8UP9kkefg013hZ3dEfnbEmL/tqCiUEstUXBLZ2lEnS+w6xjwQ9gtUhXZvaXznWN94siBILlgxU2YWggA4JT7ilyybFtQHmsNJKRicKk0mta61voao4+JQ3iFy65s8rbXOLW2+XNG6MlLMlywLU5GHW1q9EMJ3T87pFq4Py801zgsDuczVTLkBHif/4q6YU+I4DvAc3Ls59IPnGpNZ49ilVLpgtte7928L14Ud//EnffGvFVcjfunHr6zxu28+JJ1SUFSt//u3I+mCCe6GQyDqlwUeKSpezLip28E31zgBAAOTirK4uIIQOiTO5xJsfP3eQ9HxTRNzSjo+fjm1scW7b2v4i77spaFFFa4fMWKbpprr6gytb41yqIImSDMrUSVeJZkHVBvxPr6lcfwP12zTL8juCpkyAwAQeOSUOQiAxyns3RJqiDrG59TxOfUB90Yt6bZSskQOOuUvZ8F4XMJYXPuvfxgfmFQQhDYhYZ8IbnwWiawxMKmsrXetb/Kc68tqJgUAbGnzRfzi+f5cPGP4XMLzO6MQgP///fGe0QKh4My1LIfgN/fVHdwe+fknUzdlNwSgpNu3vCCrOr7DG4QQSiJyyhyCsC4s79sa4hDsnywuZiDTIXERn4QJzRTNcpZLAmqucZbfKQCAUpDMGaOz6vythiSgZ7ZFOps85EabPrmQ6h7KLzzWilLQO14835997rHo01vDIzMlzaiskUJKiaUX3RJ+akdLXcS73M1hVjwWhFVIFvknt605fn50MpPhBBlxN3dTlgUEYEOT58eHmjkEI36pMepIZI0PTsfnpyY+CAoAhQAtiHzdwEfOJYanS5hQ/LXNV21Mz/Zln9oaWtfoDvmkqaQm8mhXZ4BDsHe8WNLtjS3e5pjj8nAhXTADnuu5MpnQdBN3tft+fnT6pp3NEznjnz+c5NCtSqOE3mG0z+3gXtod29UZkAVUF5EjPunCYO7jc0nVuHuPkEdQlhClQDVIeVs9l4PftzW0ba0fAMBzUBLQhcH8P7w3Nl8ghRB4nTyh0nzzfW6BQ+Cm9qk6Pnw2sbnVu6PD//nVzJWRyuoUEtvCZqFrXWTv9jUCz7qDzINiQViFIITrWyNPdjX/8qNeSy9KzkAlHMwEAfS6hbY6NwDUwvT8QP5UT7p7MP/g8xIRhDyHCAELuzW6SYZmSnd48WvjxfE5ra3e1RCRp1NabVheW+9SNLtnrIgJbY46RQHVheU/ea5xfnZMwCsKPPK5ha9/mjam9zcZledgXVj2uQQKgKLa5/vixy+nJ+KLujmwCdUNgiBwOziEAMFAN/DVkUJesQEArXWuJzYGIn6RW/DT103y+5Nzn11OWTa98Qg2rFt8SkMzpY/PJ793sOGFndGRmbsclfwoUUpNPe+VycHda2tZd5BZCiwIq5NTFl9/dtPlgbneqRwvuTheWu4WAQro1dHCr45OUQp0kyRzxmI6PYsR9okhn1jS7NRXx+HuPL3TMMkXfdnOZvfmFu/lkUJbrSvml84N5GZSGqVAlhCEUOCRQ+Lmq4i6ic/0ZibjGv1arTPsF1/ZU+OSb/EPSjXxb4/N3K5TWNTwOyfn+ieKhIJCyUoXLGvRdwaajhN5YxPnrQnKPAdtTFUDn76WPX0tCwDY3xXe3u676SmUUlW3s8W7b8dDCP3sUnr3hsCuzsCZaxl+EZN3Hg1sqkTP7thR/+S2NagC7vCYKsCCsGo11wbeeHbT3/7iTFHNyZ4IXO4d1ygA2aLZN6Es7cvyHNzc6m2MOuJZ416rrN2D+Zf2xHZ2Bo5eTG1Y4xEFdOJKutw9UnVMKb0yUvj1sembupW6eYuElUVuXaP765NlAACFki3cPkVsm0zGtfv7WBTdHptVaRdd3+QJ+6Sp5BIUmRdK5o3jF1NrYq5DT9Qmc3oljDVj29SVVG1QeGHvuiDbaJtZIiwIqxaEYO+Olov9M++fGLF4SXT4KqFAurQ4BNc3eZ57LOJx8EfOJ+fS+j09PZk3+iaUg9sjXWt9m1q8Ewm1f0Ipd5UmEppp01hAShfMxaxAmEvrf/f7Uf5W41WmRXLK3VcE3gfTIldHC6OzanuD68D2yO8+m1napQ42pqevZZ/cHF7f7A55hWXvflFKTDUngNKzezZtW193yxFZhrkPLAirmc8tf/PgpsHxVN9EHPEiLzoqZwbp/eEQrA/J29t9AEJZ5Jpjjp2dgdZa5+Xh/PFLKe0e94PWDXJtrPDU5tCLu2OxgPSzI1OFGwXMyYQ6MlPasMZzcHvkxJWMbmIIgCSi5phzJq0ns8ZNfUIb0/HFDewtrbG50sfnk989UP/S7phDRCeupGdSOqbUKXHNNU5RuDmYOQRjAbm93jVfGsWEJnJGSbv1RxfPGofPxlvrnNGAtOw5aBslaub2bKl74+Amj2v5q/1M1WBBWM0gBOvWhL//8rb/5+en0koSemuWa7DQxpQS8IDLJGxMBR7u3RLuavcBACCEPAdLGv7oXPLj84n5ZRjlTaW/PoxHKaAU4AWtIJQOTCpTSW19kzuRM3vGivNHLhRV+w8NqatgAAANTUlEQVRn4n638N0DDV1rfTMpXRRQfUQOeMR/fG88uRSbtFECMCnvH37/n4tl0xNXUrKIDm6PHNwR2b7Ony6YFqZumasNyZZNZ1K6TSgAAGNqWkQU0PO7ok9sCs5/CqqBf3l06ou+HKCAEFq28FucupbZ1u5/uiskCUg3yQP+EO8TpbalG0piXYP7j17cWhPxLEcjmKrFgrDKCTz3zK7WeEb5b+9c1JS0wxuD6FFvOY0JvTSchxA84ADhhYEcoZTnIACAUmBjmi2aIzOlkVm1pOH5K3RRtT+7lLriEfNfLUhqBv7wXKJ8DNP8g9NJ/fefz14ddc2mjbFZdf4ib2P6eU9GNfDuzkBNUO5ocmMCFNXqG8+Mx9UlyYKCah/tTgY94lzmgWI1V7TePxMfmlK2tfvX1DpdDk4G0LTIuYHcwKRyaTBvmAQAoGj2Z5fTmaJ5U8fOsEimaFEALJucH8ipBp5IaGTBqKiq419+OjWX0WUJDU6VliUJMTa1Qjzspm88u3Fze82jbwBT3eDXb5yZ6lNQjL//zZm3PukDUkRyhR59Fq5cLpkL+SSBhxjTQsnKKlbF/osReRTwCE6ZRxAYFskq5u0KnisLwZZeTDhg8QeHtnznhS1uJyuKMkuM9QhXBY9L/PbzmzM59ei5SQNAyR2EsFKyECHoc/EO8bbtoQCUdLuo3tspvkulpOOSrj767yvyKOAVuNuPyxFKc4qlm1/23UybxLMGABVxtsZSIdjSi0kHKr2yr+O1AxtZCjIPAwvCVQFC2FTj//G3dluYfNY9DSCSXMEKOaTJ6+S/ubeupfa2U+Exod2D+cNfxBde9KsbgrC1zvn63jqXfNv7A83E756MXx0tLNOo3aNQTkEO51/Y2/69l7cG2SkTzMPBgnC1gBC2NAT+p+/spuT0iUszAFDJGaiEGimlQDVw4fbz/jGhmnGn7TqrkoWpot1pO3LdxKaNwQNMtKlwBFuGkkI499ye1u8f6ooG2QQZ5mFhY4SrCyG0fyz5j7/74sTFGU4Oye7Qsh9PgSB0OTjxjjtGaiZebVko8NDj4O/Qa6cUKJpdyQfnPgBKbEtXkjIsPfd4y5+8sq0u6l32VYxMFWNBuOoQQsdnsv/8zoXDp0aB4F+WeaQMcwfYNrTCnAzV155Z/72Xt0aDHhaCzEPFgnCVmk0V/+mtcx+cGLKgy+GJcYK00tfaM9WAUstUjWLCLRqvH+j87ktdIbaPGvPwsSBcpSilcynl90evvX20N1NCsicmyC6WhcwyogSbesEsJdfE5DcObnzu8bUBNjuGeSRYEK5elAJVN4+eHf5vb18Yi2uSOyK5gsu+NzezOhFiG0raKqU2tPp/9PpjOzc1OuSKOEeTWQ1YEK52tk3O9Uz94+++uDKURlJA9oQRJy53o5jVhFJsG1oxIYLS7s11P/zGjo6WCM+xGzLm0WFByADbJuMz2d8d6TlydiRbQpI7LEhuNoOGeQQowaaWN0qp2gD/6v71Lzy5ri7iRexYCebRYkHIAAAApbRYMo6dG/3J78+PzSqSMyR7oohjy0yZhwhbulZMUquwtT3y/UNbd2yodzklloHMo8eCkPmSZeO+0eSvDl8+fn5cswWHt4aXXGzUkFly1zuCStLvBM8/sfb1AxtbGytlqyNmFWJByHwFpSCZVU6cH/39p33XRrO87JNcQV5kk/eYpUEpsYySqWZ4om5pD7+6f8OuzY0Br8xSkFlGLAiZWzAtPDyZ/vj00DtHe7MlKrqCsivEKqXMAyLY1IspQ83EAtK3nt14YPfahpiPv+OmQgzzCLAgZG6rpFvdvdM/faf76nDSJJLsiQiSCyKOLTdk7hEl2Da1vFnKuGWyt6vxjWc3r1sTZgskmArBgpC5ExuTVLZ0/NzoR6cGr46kCHRJroAoe9icUmaRCLYsvWCUsjJvbeuIPfv42t2bm0J+J5saylQOFoTM3ZkWno7nz1yZ/N2RnqHJvCC5JXdYlD2Ajeswt0cJMfWcoWQo1rrWRQ89vf6xjQ2xoJvVQplKw4KQWSwbk9GpzIefD7x/oj9TsCjnlD0RXnBAhFixlFmAEmzbRkkvpQRgxILO1w50PrOrrS7i4zj2e8JUIhaEzD2gFCiaMTaVPXZu5OzVqf7xLORdgsMnSG6OZ/vRMBSbumWWTDUnQGNjW/jxrU17t7fURb0OWWAZyFQsFoTMPSOUGqY9OZc/3zP19tHeocks4h2iwyc6AywOVy1sGXopbWl5SM2u9TWv7Fu/taO2JuIReZ5V0JkKx4KQuX+WjafjhS96Jt/9tHdspqBZkJf9ktPH8RKbTbMqUEoIxpZuqFlsFt0y7FgTeuPgpk3tsWjQwwqhzErBgpB5ULpp54rahZ7pU5cmeoaTk/EiJ7oFh1cQXYiX2ELp6kSpbWmWrlh6EVG9qcazvbN295bGjW0xv9cpsOkwzIrCgpBZGjYmSskYn81e7J05cnakdyQFkChILsHhF2QPi8OqQbFtGkVTzdmmCoi1Y0Pdwd1tm9pja+qDkshxiEUgs/KwIGSWmGnaqZx6eWDuyKnBq8OJvGJaVJBcflH2Qk5AkGOLLlYeSgnBBJuGmrP1gshhn1vcsaHuhSfXtTeHA16HwLNKOLOCsSBklh4FwLaxopoTs7kL16avDsX7x9OJjAZ5By+5BNHFCQ62YduKQGzTtjTbVC1dAcSoj7g61oS2ra/b1llXE/a4HCLHDg5kVj4WhMxDRCi1bVIsGROzub6RxInusUv9c5pFOV7mJZco+3jJxaqmFYhibJklS8tbpoot3e3gHttYv3f7mvbmcH3U63FJPIfYD46pGiwImUfEsnGxZEzF86e6x09cHJ9NFlWdWAQJskeUvZwoQ8ixtfnLhlJKCSG2beqWlrdNReKpU+aaa31PbW/ZvbUpGnSX82+5G8owS48FIfNIEUINy1ZUc2w6e2043j+aHJnOTs4VTBtxooMXnZwgc4KMOIGdg/gIUEqIZdi2ji3dNjVsaS4JttT7WxoCna3RjjWRxhqfyyGKAsf6f0wVY0HILA9CKCZU1cxkrjQ1l78yOHfh2nT/WFI3AccLiJMEycVLbkF0AjYRcalRbFtmyTZKtqli2yDYcjv5Le01OzbUr2+J1EW9Ib9TlgSEIGL5x6wCLAiZ5UcpNUxbM6xUTr1wbfrM5cnB8VRJt3SDmBjwokuQ3LzoRJwAEQIQsc7ivaDlqielmNimZZZsXcG2JvFQljifS+psjezc3LR1XU3Q73RIgiCwZfDMqsOCkKkglFLLJqZl5wr6ZDw3OpUZm85NxfOT8XwiU8KU53iJ42VOkBAnIF7keJGdj3hLBFsEW8Q2sW1g28CWQWxDFGht2F0f9dZHvS31gZb6YFOd3+OSBJ5jk1+Y1YwFIVOJKAUUUEqoaeOCYuQKajKrjkymLw/M9o4k45kSoRAhHiIO8SIvODjRyYsOjhdXbShSirFlYkvDlmaZGsUmIZgSLHCgIebd0BbrbI22NATDAaff4/A4RYHnIKt8MgwAgAUhs1JQSm1MTAtbFp5NFftGEgPjqcHxVDyjaLptWNi0iE0A4mRelDlB5gUZcSKECEAIIIQQQQBX9Fp+SimgpHyHUP47tg1s6djSbUuj2OQRkEROEjmnJNTFPB1rIuvWRDqaw0G/SxI4nud4nh2GyzC3wIKQWXnKoUgIxZjkFX0upcwmC4m0Es8oqWwplVNTOTWT13QTQ8hDjoeIRxyPEA85HqEFf+F4WJE73VBKKbEpsQnBBNuUWBRjQmyCLUJsim1CbECxS+bDfmfI7wz5neGAKxp014Y9dVFvNOh2OgSB5xCCHIKs5skwd8aCkFnxrneQALAx1nRb00xVt0q6mS/qc6niTLIwFS/MJPKzqWKuoFMAIYQQcgAiBBFA6HqJlRMQJyCOh4iHiIcQIY6HiHtIE3MoweXSJSWYUEyxRbBNsEVJ+U9cnuICKC5PdREFFPQ5oiF3XdhbG/HUx7y1YY/XLTsdolMWnLIgywKHEATXO8APo80MU61YEDJVi1JA6PWOIyaUEKpq5lxamUnkZxLF2VRhJllMZhTdsDGmmBAbE4ypTSghhBCKCSCUUAqvr/SHCEJYjsbrFVcAIIDgpoorpQAACigo/0fLiYYBpYRiSiilGBCCIIAc5CDkOFjut/Ec4jjIISTwyCEJ4YCrIeqrjXoaYr6GGn/Y75REvvyVCEKEIGJdPYZZIiwImVWEAgAoJeUeJKWEUkKobtgl1VQ0o1gyVN0qaaZu2IZpa7qlm7Zh2rphmxa2MbExsWxs29jGBGNAKCGUUkJJefAOAAABQhACgBCCEHAIQQREnuN5juOgyHMCzwk8kkTeIQmyxMsiL8uCQxIcsuB2iG6X5HaILocoiTxEEMHrvVfEOnkM8zCxIGSYckB+9a83/llQSm1MCSHl1Lz+JymXY8sTWL7y9dc7iRAACCEE5VAsD9QhhBACHIKonJPg+hTXLyOOxR3DLAcWhAzDMMyqxnboYBiGYVY1FoQMwzDMqsaCkGEYhlnVWBAyDMMwq9p/B+puCKYVQcQ8AAAAAElFTkSuQmCC" /></p>
+<p><strong>Note:</strong> The SoC boundaries (SoC_target and SoC_min)
+shall be narrower than the batteries SoC limits so that on the one hand
+the vehicle can still recuperate even in case the REESS is charging and
+reaching the target SoC and on the other hand that there is a buffer
+available if the drivetrain power demand is high and the GenSet needs
+some time to ramp up to the maximal power operating point.</p>
+<section id="genset-pre-processing" class="level3">
+<h3>GenSet Pre-Processing</h3>
+<p>The optimal and maximal GenSet operating points are calculated in a
+preprocessing step. The fuel consumption and generated electric power is
+calculated for 400 different operating points: from ICE idle speed up to
+the maximum speed (minimum of ICE and electric motor), and from 0
+mechanical power up to the maximum mechanical power of the ICE. Out of
+this set of operating points the one with the highest electrical power
+and the operating point with the best fuel efficiency is selected. This
+is done for the GenSet operating in de-rating or not.</p>
+</section>
+</section>
 </section>
 <section id="input-and-output" class="level1">
 <h1>Input and Output</h1>
@@ -6281,7 +6836,7 @@ schema diagram</a></li>
 </ul>
 <p>Sample reports are distributed with the generic vehicles.</p>
 <p><strong>Note: </strong> For better readability and improved
-presentation, the XML has attached a stylesheet that allows nice
+presentation, the XML has attached a style sheet that allows nice
 rendering in web-browsers. If you open an XML report in your browser,
 you may be asked the credentials for the CITnet SVN server (same
 credentials as you need for downloading VECTO) as the CSS is hosted on
@@ -6290,10 +6845,10 @@ CITnet.</p>
 </section>
 <section id="csv" class="level2">
 <h2>CSV</h2>
-<p>Many data files in Vecto use CSV (Comma Separated Values) as common
+<p>Many data files in VECTO use CSV (Comma Separated Values) as common
 file format. They consist of a header which defines the columns and data
 entries which are separated by a comma (“,”).</p>
-<p>In Vecto 3 the order of the columns is arbitrary if the column header
+<p>In VECTO 3 the order of the columns is arbitrary if the column header
 matches the header definitions described in this user manual. If the
 column header does not match, a warning is written to the log file and
 the columns are parsed in the sequence as described in this manual as a
@@ -6308,10 +6863,10 @@ fall-back.</p>
 <tbody>
 <tr class="odd">
 <td><strong>Header:</strong></td>
-<td>Vecto CSV needs exactly one header line with the definition of the
+<td>VECTO CSV needs exactly one header line with the definition of the
 columns at the beginning of the file. <br>Columns can be surrounded with
 “&lt;” and “&gt;” to mark them as identifiers (which makes them position
-independent). In Vecto 3.x every column is seen as identifier,
+independent). In VECTO 3.x every column is seen as identifier,
 regardless of “&lt;&gt;”. <br>Columns may be succeded with unit
 information (enclosed in “[” and ”]”) for documentation purposes.</td>
 </tr>
@@ -6327,7 +6882,7 @@ decimal part.)</td>
 </tr>
 <tr class="even">
 <td><strong>Thousand-Separator:</strong></td>
-<td>Vecto CSV does not allow a thousand-separator.</td>
+<td>VECTO CSV does not allow a thousand-separator.</td>
 </tr>
 <tr class="odd">
 <td><strong>Comments:</strong></td>
@@ -6343,7 +6898,7 @@ possible to align the columns for better readability, if desired.</td>
 </table>
 <p><strong>Note:</strong> All column headers are case insensitive.</p>
 <p><strong>Note:</strong> Unit information in the column header
-(enclosed in “[” and ”]”) are only information for the user. Vecto does
+(enclosed in “[” and ”]”) are only information for the user. VECTO does
 <strong>not</strong> read the unit string nor convert between units. The
 values are expected to be in the units as specified in the user
 manual.</p>
@@ -6402,7 +6957,7 @@ Limiting Input File (.vacc)</a></li>
 </section>
 <section id="json" class="level2">
 <h2>JSON</h2>
-<p>Configuration and component files in Vecto use <a href="http://en.wikipedia.org/wiki/JSON">JSON</a> <img src="data:image/png;base64,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" /> as common file format.</p>
+<p>Configuration and component files in VECTO use <a href="http://en.wikipedia.org/wiki/JSON">JSON</a> <img src="data:image/png;base64,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" /> as common file format.</p>
 <p>Following files use JSON:</p>
 <ul>
 <li><a href="#job-file">Job</a></li>
@@ -6414,7 +6969,7 @@ Limiting Input File (.vacc)</a></li>
 </section>
 <section id="job-file" class="level2">
 <h2>Job File</h2>
-<p>File for the definition of an job in vecto. A job contains everything
+<p>File for the definition of an job in VECTO. A job contains everything
 what is needed to run a simulation. Can be created with the <a href="#job-editor">Job Editor</a>.</p>
 <ul>
 <li>File format is <a href="#json">JSON</a>.</li>
@@ -6490,9 +7045,9 @@ Limiting (VACC)</a></li>
 </section>
 <section id="vtp-job-file" class="level2">
 <h2>VTP-Job File</h2>
-<p>File for the definition of a verification test job in vecto. A job
+<p>File for the definition of a verification test job in VECTO. A job
 contains everything what is needed to run a simulation. Can be created
-with the <a href="#vtp-job-editor">Verifcation Test Job Editor</a>.</p>
+with the <a href="#vtp-job-editor">Verification Test Job Editor</a>.</p>
 <ul>
 <li>File format is <a href="#json">JSON</a>.</li>
 <li>Filetype ending is “.vecto”</li>
@@ -6528,7 +7083,7 @@ with the <a href="#vtp-job-editor">Verifcation Test Job Editor</a>.</p>
 </section>
 <section id="vehicle-file-.vveh" class="level2">
 <h2>Vehicle File (.vveh)</h2>
-<p>File for the definition of a vehicle in vecto. Can be created with
+<p>File for the definition of a vehicle in VECTO. Can be created with
 the <a href="#vehicle-editor-general-tab">Vehicle Editor</a>.</p>
 <ul>
 <li>File format is <a href="#json">JSON</a>.</li>
@@ -6751,7 +7306,7 @@ the <a href="#csv">VECTO CSV format</a>.</p>
 </section>
 <section id="engine-file-.veng" class="level2">
 <h2>Engine File (.veng)</h2>
-<p>File for the definition of an engine in Vecto. Can be created with
+<p>File for the definition of an engine in VECTO. Can be created with
 the <a href="#engine-editor">Engine Editor</a>.</p>
 <ul>
 <li>File format is <a href="#json">JSON</a>.</li>
@@ -6899,7 +7454,7 @@ motoring curve.</li>
 <section id="electric-motor-max-torque-file-.vemp" class="level2">
 <h2>Electric Motor Max Torque File (.vemp)</h2>
 <p>This file contains the electric motor’s maximum drive torque and
-maximum recuperation torque depending on the motor’s angluar speed. The
+maximum recuperation torque depending on the motor’s angular speed. The
 file uses the <a href="#csv">VECTO CSV format</a>.</p>
 <ul>
 <li>Filetype: .vemp</li>
@@ -6919,9 +7474,9 @@ file uses the <a href="#csv">VECTO CSV format</a>.</p>
 </section>
 <section id="electric-motor-drag-curve-file-.vemd" class="level2">
 <h2>Electric Motor Drag Curve File (.vemd)</h2>
-<p>This file contains the electric motor’s drag torque (i.e. the eletric
-motor is not energized) depending on the motor’s angluar speed. The file
-uses the <a href="#csv">VECTO CSV format</a>.</p>
+<p>This file contains the electric motor’s drag torque (i.e. the
+electric motor is not energized) depending on the motor’s angular speed.
+The file uses the <a href="#csv">VECTO CSV format</a>.</p>
 <ul>
 <li>Filetype: .vemd</li>
 <li>Header: <strong>n [rpm] , T_drag [Nm]</strong></li>
@@ -6932,11 +7487,11 @@ uses the <a href="#csv">VECTO CSV format</a>.</p>
 0       , -10
 5000    , -50</code></pre>
 </section>
-<section id="electric-motor-map-.vemo" class="level2">
-<h2>Electric Motor Map (.vemo)</h2>
+<section id="electric-motor-power-map-.vemo" class="level2">
+<h2>Electric Motor Power Map (.vemo)</h2>
 <p>This file is used to interpolate the electric power required for a
-certain mechanical power at the eletric motor’s shaft. The file uses the
-<a href="#csv">VECTO CSV format</a>.</p>
+certain mechanical power at the electric motor’s shaft. The file uses
+the <a href="#csv">VECTO CSV format</a>.</p>
 <ul>
 <li>Filetype: .vemo</li>
 <li>Header: <strong>n [rpm] , T [Nm] , P_el [kW]</strong></li>
@@ -6960,6 +7515,88 @@ certain mechanical power at the eletric motor’s shaft. The file uses the
 47.746 , 0     , 0.1449
 ...</code></pre>
 </section>
+<section id="iepc-max-torque-file-.viepcp" class="level2">
+<h2>IEPC Max Torque File (.viepcp)</h2>
+<p>This file contains the IEPC’s maximum drive torque and maximum
+recuperation torque depending on the motor’s angular speed. The file
+uses the <a href="#csv">VECTO CSV format</a>.</p>
+<ul>
+<li>Filetype: .viepcp</li>
+<li>Header: <strong>n_out [rpm] , T_drive_out [Nm] , T_recuperation_out
+[Nm]</strong></li>
+<li>Requires at least 2 data entries</li>
+</ul>
+<p><strong>Example:</strong></p>
+<pre><code>n_out   , T_drive_out , T_recuperation_out
+0.00    , 4027.80     , -4193.88
+14.96   , 4027.80     , -4193.88
+151.09  , 4027.80     , -4193.88
+302.19  , 4027.80     , -4193.88
+452.92  , 4027.80     , -4193.88
+604.01  , 4027.80     , -4193.88
+755.11  , 4027.80     , -4193.88
+906.20  , 3356.50     , -3494.90
+1057.30 , 2876.98     , -2995.60
+1208.03 , 2517.38     , -2621.17
+1359.12 , 2237.68     , -2329.95
+1510.22 , 2013.90     , -2096.94
+...</code></pre>
+</section>
+<section id="iepc-drag-curve-file-.viepcd" class="level2">
+<h2>IEPC Drag Curve File (.viepcd)</h2>
+<p>This file contains the IEPC’s drag torque (i.e. the electric motor is
+not energized) depending on the motor’s angular speed. The file uses the
+<a href="#csv">VECTO CSV format</a>.</p>
+<ul>
+<li>Filetype: .viepcd</li>
+<li>Header: <strong>n_out [rpm] , T_drag_out [Nm]</strong></li>
+<li>Requires at least 2 data entries</li>
+</ul>
+<p><strong>Example:</strong></p>
+<pre><code>n_out   , T_drag_out
+0.00    , -8.02
+15.10   , -8.28
+151.02  , -10.62
+302.05  , -13.22
+453.07  , -15.82
+604.09  , -18.45
+755.11  , -21.05
+906.14  , -23.65
+1057.16 , -26.25
+1208.18 , -28.85
+...</code></pre>
+</section>
+<section id="iepc-power-map-.viepco" class="level2">
+<h2>IEPC Power Map (.viepco)</h2>
+<p>This file is used to interpolate the electric power required for a
+certain mechanical power at the IEPC’s output shaft. The file uses the
+<a href="#csv">VECTO CSV format</a>.</p>
+<ul>
+<li>Filetype: .viepco</li>
+<li>Header: <strong>n_out [rpm] , T_out [Nm] , P_el [kW]</strong></li>
+<li>Requires at least 2 data entries</li>
+</ul>
+<p><strong>Example:</strong></p>
+<pre><code>n [rpm], T [Nm], P_el [kW]
+0.00   , -12984.38 , 0.00
+0.00   , -12335.16 , 0.00
+0.00   , -11685.94 , 0.00
+0.00   , -11036.72 , 0.00
+...
+0.00   , 10171.44  , 11.99
+0.00   , 10769.76  , 12.87
+0.00   , 11368.08  , 13.76
+0.00   , 11966.40  , 14.67
+4.98   , -12984.38 , 0.00
+4.98   , -12335.16 , 0.00
+4.98   , -11685.94 , 0.00
+...
+995.92 , 10171.44  , 1271.27
+995.92 , 10769.76  , 1347.52
+995.92 , 11368.08  , 1424.25
+995.92 , 11966.40  , 1501.45
+...</code></pre>
+</section>
 <section id="vehicle-boosting-limits-.vtqp" class="level2">
 <h2>Vehicle Boosting Limits (.vtqp)</h2>
 <p>This file contains the vehicle’s boosting limits depending on the
@@ -7039,7 +7676,7 @@ discharging current need to be positive.</p>
 </section>
 <section id="gearbox-file-.vgbx" class="level2">
 <h2>Gearbox File (.vgbx)</h2>
-<p>File for the definition of a gearbox in Vecto. Can be created with
+<p>File for the definition of a gearbox in VECTO. Can be created with
 the <a href="#gearbox-editor">Gearbox Editor</a>.</p>
 <ul>
 <li>File format is <a href="#json">JSON</a>.</li>
@@ -7054,99 +7691,99 @@ the <a href="#gearbox-editor">Gearbox Editor</a>.</p>
 (VTCC)</a></li>
 </ul>
 <p><strong>Example:</strong></p>
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+<span id="cb30-70"><a href="#cb30-70" aria-hidden="true" tabindex="-1"></a>        <span class="dt">&quot;TCactive&quot;</span><span class="fu">:</span> <span class="kw">false</span><span class="fu">,</span></span>
+<span id="cb30-71"><a href="#cb30-71" aria-hidden="true" tabindex="-1"></a>        <span class="dt">&quot;ShiftPolygon&quot;</span><span class="fu">:</span> <span class="st">&quot;ShiftPolygon.vgbs&quot;</span><span class="fu">,</span></span>
+<span id="cb30-72"><a href="#cb30-72" aria-hidden="true" tabindex="-1"></a>        <span class="dt">&quot;FullLoadCurve&quot;</span><span class="fu">:</span> <span class="st">&quot;&lt;NOFILE&gt;&quot;</span></span>
+<span id="cb30-73"><a href="#cb30-73" aria-hidden="true" tabindex="-1"></a>      <span class="fu">}</span></span>
+<span id="cb30-74"><a href="#cb30-74" aria-hidden="true" tabindex="-1"></a>    <span class="ot">]</span><span class="fu">,</span></span>
+<span id="cb30-75"><a href="#cb30-75" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;TqReserve&quot;</span><span class="fu">:</span> <span class="fl">20.0</span><span class="fu">,</span></span>
+<span id="cb30-76"><a href="#cb30-76" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;SkipGears&quot;</span><span class="fu">:</span> <span class="kw">true</span><span class="fu">,</span></span>
+<span id="cb30-77"><a href="#cb30-77" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;ShiftTime&quot;</span><span class="fu">:</span> <span class="dv">2</span><span class="fu">,</span></span>
+<span id="cb30-78"><a href="#cb30-78" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;EaryShiftUp&quot;</span><span class="fu">:</span> <span class="kw">true</span><span class="fu">,</span></span>
+<span id="cb30-79"><a href="#cb30-79" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;StartTqReserve&quot;</span><span class="fu">:</span> <span class="fl">20.0</span><span class="fu">,</span></span>
+<span id="cb30-80"><a href="#cb30-80" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;StartSpeed&quot;</span><span class="fu">:</span> <span class="fl">2.0</span><span class="fu">,</span></span>
+<span id="cb30-81"><a href="#cb30-81" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;StartAcc&quot;</span><span class="fu">:</span> <span class="fl">0.6</span><span class="fu">,</span></span>
+<span id="cb30-82"><a href="#cb30-82" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;GearboxType&quot;</span><span class="fu">:</span> <span class="st">&quot;AMT&quot;</span><span class="fu">,</span></span>
+<span id="cb30-83"><a href="#cb30-83" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;TorqueConverter&quot;</span><span class="fu">:</span> <span class="fu">{</span></span>
+<span id="cb30-84"><a href="#cb30-84" aria-hidden="true" tabindex="-1"></a>      <span class="dt">&quot;Enabled&quot;</span><span class="fu">:</span> <span class="kw">false</span><span class="fu">,</span></span>
+<span id="cb30-85"><a href="#cb30-85" aria-hidden="true" tabindex="-1"></a>      <span class="dt">&quot;File&quot;</span><span class="fu">:</span> <span class="st">&quot;&lt;NOFILE&gt;&quot;</span><span class="fu">,</span></span>
+<span id="cb30-86"><a href="#cb30-86" aria-hidden="true" tabindex="-1"></a>      <span class="dt">&quot;RefRPM&quot;</span><span class="fu">:</span> <span class="fl">0.0</span><span class="fu">,</span></span>
+<span id="cb30-87"><a href="#cb30-87" aria-hidden="true" tabindex="-1"></a>      <span class="dt">&quot;Inertia&quot;</span><span class="fu">:</span> <span class="fl">0.0</span></span>
+<span id="cb30-88"><a href="#cb30-88" aria-hidden="true" tabindex="-1"></a>    <span class="fu">}</span></span>
+<span id="cb30-89"><a href="#cb30-89" aria-hidden="true" tabindex="-1"></a>    <span class="st">&quot;DownshiftAferUpshiftDelay&quot;</span><span class="er">:</span> <span class="fl">10.0</span><span class="fu">,</span></span>
+<span id="cb30-90"><a href="#cb30-90" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;UpshiftAfterDownshiftDelay&quot;</span><span class="fu">:</span> <span class="fl">10.0</span><span class="fu">,</span></span>
+<span id="cb30-91"><a href="#cb30-91" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;UpshiftMinAcceleration&quot;</span><span class="fu">:</span> <span class="fl">0.1</span></span>
+<span id="cb30-92"><a href="#cb30-92" aria-hidden="true" tabindex="-1"></a>  <span class="fu">}</span></span>
+<span id="cb30-93"><a href="#cb30-93" aria-hidden="true" tabindex="-1"></a><span class="fu">}</span></span></code></pre></div>
 </section>
 <section id="shift-polygons-input-file-.vgbs" class="level2">
 <h2>Shift Polygons Input File (.vgbs)</h2>
@@ -7174,7 +7811,7 @@ rpm [1/min]</strong></li>
 <section id="transmission-loss-map-.vtlm" class="level2">
 <h2>Transmission Loss Map (.vtlm)</h2>
 <p>This file defines losses in transmission components, i.e. every gear,
-axlegear, angledrive. See <a href="#transmission-losses">Transmission
+axle gear, angledrive. See <a href="#transmission-losses">Transmission
 Losses</a> for the formula how the losses are accounted in the
 components. The file uses the <a href="#csv">VECTO CSV format</a>.</p>
 <ul>
@@ -7310,7 +7947,7 @@ Editor</a>.</p>
 <p>The PTO cycle defines the power demands during standing still and
 doing a pto operation. This can only be used in <a href="#engineering-mode">Engineering Mode</a> when a pto transmission is
 defined. It can be set in the <a href="#vehicle-editor-pto-tab">Vehicle-Editor</a>. The basic file format
-is <a href="#csv">Vecto-CSV</a> and the file type ending is “.vptoc”. A
+is <a href="#csv">VECTO-CSV</a> and the file type ending is “.vptoc”. A
 PTO cycle is time-based and may have variable time steps, but it is
 recommended to use a resolution between 1[Hz] and 2[Hz]. Regardless of
 starting time, VECTO shifts it to always begin at 0[s].</p>
@@ -7372,7 +8009,7 @@ when the pto cycle is not active. This is only be used in <a href="#engineering-
 defined. The exact demand is interpolated based on the engine speed. PTO
 consumer idling losses are added to engine loads during any parts of the
 vehicle operation except the “PTO cycle”. It can be defined in the <a href="#vehicle-file-.vveh">Vehicle-File</a> and set via the <a href="#vehicle-editor-pto-tab">Vehicle-Editor</a>. The basic file format
-is <a href="#csv">Vecto-CSV</a> and the file type ending is
+is <a href="#csv">VECTO-CSV</a> and the file type ending is
 “.vptoi”.</p>
 <p>Header: <strong>&lt;Engine speed&gt;, &lt;PTO Torque&gt;</strong></p>
 <p><strong>Bold columns</strong> are mandatory. Only the listed columns
@@ -7434,39 +8071,39 @@ speed</td>
 <h2>Bus Auxiliary Input Data (.aaux)</h2>
 <p>Only applicable in Engineering Mode.</p>
 <p><strong>Example: </strong></p>
-<div class="sourceCode" id="cb37"><pre class="sourceCode json"><code class="sourceCode json"><span id="cb37-1"><a href="#cb37-1" aria-hidden="true" tabindex="-1"></a><span class="fu">{</span></span>
-<span id="cb37-2"><a href="#cb37-2" aria-hidden="true" tabindex="-1"></a>  <span class="dt">&quot;Header&quot;</span><span class="fu">:</span> <span class="fu">{</span></span>
-<span id="cb37-3"><a href="#cb37-3" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;CreatedBy&quot;</span><span class="fu">:</span> <span class="st">&quot; ()&quot;</span><span class="fu">,</span></span>
-<span id="cb37-4"><a href="#cb37-4" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;Date&quot;</span><span class="fu">:</span> <span class="st">&quot;2016-10-13T10:28:40.9616564Z&quot;</span><span class="fu">,</span></span>
-<span id="cb37-5"><a href="#cb37-5" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;AppVersion&quot;</span><span class="fu">:</span> <span class="st">&quot;3&quot;</span><span class="fu">,</span></span>
-<span id="cb37-6"><a href="#cb37-6" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;FileVersion&quot;</span><span class="fu">:</span> <span class="dv">1</span></span>
-<span id="cb37-7"><a href="#cb37-7" aria-hidden="true" tabindex="-1"></a>  <span class="fu">},</span></span>
-<span id="cb37-8"><a href="#cb37-8" aria-hidden="true" tabindex="-1"></a>  <span class="dt">&quot;Body&quot;</span><span class="fu">:</span> <span class="fu">{</span></span>
-<span id="cb37-9"><a href="#cb37-9" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;PneumaticSystem&quot;</span><span class="fu">:</span> <span class="fu">{</span></span>
-<span id="cb37-10"><a href="#cb37-10" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;CompressorMap&quot;</span><span class="fu">:</span> <span class="st">&quot;DEFAULT_3-Cylinder_2-Stage_598ccm.acmp&quot;</span><span class="fu">,</span></span>
-<span id="cb37-11"><a href="#cb37-11" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;AverageAirDemand&quot;</span><span class="fu">:</span> <span class="fl">0.7663</span><span class="fu">,</span></span>
-<span id="cb37-12"><a href="#cb37-12" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;SmartAirCompression&quot;</span><span class="fu">:</span> <span class="kw">true</span><span class="fu">,</span></span>
-<span id="cb37-13"><a href="#cb37-13" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;GearRatio&quot;</span><span class="fu">:</span> <span class="dv">1</span></span>
-<span id="cb37-14"><a href="#cb37-14" aria-hidden="true" tabindex="-1"></a>    <span class="fu">},</span></span>
-<span id="cb37-15"><a href="#cb37-15" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;ElectricSystem&quot;</span><span class="fu">:</span> <span class="fu">{</span></span>
-<span id="cb37-16"><a href="#cb37-16" aria-hidden="true" tabindex="-1"></a>      <span class="dt">&quot;AlternatorEfficiency&quot;</span><span class="fu">:</span> <span class="fl">0.7</span><span class="fu">,</span></span>
-<span id="cb37-17"><a href="#cb37-17" aria-hidden="true" tabindex="-1"></a>      <span class="dt">&quot;CurrentDemand&quot;</span><span class="fu">:</span> <span class="fl">54.181</span><span class="fu">,</span></span>
-<span id="cb37-18"><a href="#cb37-18" aria-hidden="true" tabindex="-1"></a>      <span class="dt">&quot;CurrentDemandEngineOffDriving&quot;</span><span class="fu">:</span> <span class="fl">54.181</span><span class="fu">,</span></span>
-<span id="cb37-19"><a href="#cb37-19" aria-hidden="true" tabindex="-1"></a>      <span class="dt">&quot;CurrentDemandEngineOffStandstill&quot;</span><span class="fu">:</span> <span class="fl">54.181</span><span class="fu">,</span></span>
-<span id="cb37-20"><a href="#cb37-20" aria-hidden="true" tabindex="-1"></a>      <span class="dt">&quot;ElectricStorageCapacity&quot;</span><span class="fu">:</span> <span class="dv">50</span><span class="fu">,</span></span>
-<span id="cb37-21"><a href="#cb37-21" aria-hidden="true" tabindex="-1"></a>      <span class="dt">&quot;MaxAlternatorPower&quot;</span><span class="fu">:</span> <span class="dv">35000</span><span class="fu">,</span></span>
-<span id="cb37-22"><a href="#cb37-22" aria-hidden="true" tabindex="-1"></a>      <span class="dt">&quot;AlternatorType&quot;</span><span class="fu">:</span> <span class="st">&quot;smart&quot;</span><span class="fu">,</span></span>
-<span id="cb37-23"><a href="#cb37-23" aria-hidden="true" tabindex="-1"></a>      <span class="dt">&quot;ESSupplyFromHEVREESS&quot;</span><span class="fu">:</span> <span class="kw">false</span><span class="fu">,</span></span>
-<span id="cb37-24"><a href="#cb37-24" aria-hidden="true" tabindex="-1"></a>      <span class="dt">&quot;DCDCConverterEfficiency&quot;</span><span class="fu">:</span> <span class="fl">1.0</span></span>
-<span id="cb37-25"><a href="#cb37-25" aria-hidden="true" tabindex="-1"></a>    <span class="fu">},</span></span>
-<span id="cb37-26"><a href="#cb37-26" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;HVAC&quot;</span><span class="fu">:</span> <span class="fu">{</span></span>
-<span id="cb37-27"><a href="#cb37-27" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;ElectricPowerDemand&quot;</span><span class="fu">:</span> <span class="fl">469.76</span><span class="fu">,</span></span>
-<span id="cb37-28"><a href="#cb37-28" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;MechanicalPowerDemand&quot;</span><span class="fu">:</span> <span class="fl">181.28</span><span class="fu">,</span></span>
-<span id="cb37-29"><a href="#cb37-29" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;AuxHeaterPower&quot;</span><span class="fu">:</span> <span class="dv">5000</span><span class="fu">,</span></span>
-<span id="cb37-30"><a href="#cb37-30" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;AverageHeatingDemand&quot;</span><span class="fu">:</span> <span class="dv">0</span></span>
-<span id="cb37-31"><a href="#cb37-31" aria-hidden="true" tabindex="-1"></a>  <span class="fu">}</span></span>
-<span id="cb37-32"><a href="#cb37-32" aria-hidden="true" tabindex="-1"></a>  <span class="fu">}</span></span>
-<span id="cb37-33"><a href="#cb37-33" aria-hidden="true" tabindex="-1"></a><span class="fu">}</span></span></code></pre></div>
+<div class="sourceCode" id="cb40"><pre class="sourceCode json"><code class="sourceCode json"><span id="cb40-1"><a href="#cb40-1" aria-hidden="true" tabindex="-1"></a><span class="fu">{</span></span>
+<span id="cb40-2"><a href="#cb40-2" aria-hidden="true" tabindex="-1"></a>  <span class="dt">&quot;Header&quot;</span><span class="fu">:</span> <span class="fu">{</span></span>
+<span id="cb40-3"><a href="#cb40-3" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;CreatedBy&quot;</span><span class="fu">:</span> <span class="st">&quot; ()&quot;</span><span class="fu">,</span></span>
+<span id="cb40-4"><a href="#cb40-4" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;Date&quot;</span><span class="fu">:</span> <span class="st">&quot;2016-10-13T10:28:40.9616564Z&quot;</span><span class="fu">,</span></span>
+<span id="cb40-5"><a href="#cb40-5" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;AppVersion&quot;</span><span class="fu">:</span> <span class="st">&quot;3&quot;</span><span class="fu">,</span></span>
+<span id="cb40-6"><a href="#cb40-6" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;FileVersion&quot;</span><span class="fu">:</span> <span class="dv">1</span></span>
+<span id="cb40-7"><a href="#cb40-7" aria-hidden="true" tabindex="-1"></a>  <span class="fu">},</span></span>
+<span id="cb40-8"><a href="#cb40-8" aria-hidden="true" tabindex="-1"></a>  <span class="dt">&quot;Body&quot;</span><span class="fu">:</span> <span class="fu">{</span></span>
+<span id="cb40-9"><a href="#cb40-9" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;PneumaticSystem&quot;</span><span class="fu">:</span> <span class="fu">{</span></span>
+<span id="cb40-10"><a href="#cb40-10" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;CompressorMap&quot;</span><span class="fu">:</span> <span class="st">&quot;DEFAULT_3-Cylinder_2-Stage_598ccm.acmp&quot;</span><span class="fu">,</span></span>
+<span id="cb40-11"><a href="#cb40-11" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;AverageAirDemand&quot;</span><span class="fu">:</span> <span class="fl">0.7663</span><span class="fu">,</span></span>
+<span id="cb40-12"><a href="#cb40-12" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;SmartAirCompression&quot;</span><span class="fu">:</span> <span class="kw">true</span><span class="fu">,</span></span>
+<span id="cb40-13"><a href="#cb40-13" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;GearRatio&quot;</span><span class="fu">:</span> <span class="dv">1</span></span>
+<span id="cb40-14"><a href="#cb40-14" aria-hidden="true" tabindex="-1"></a>    <span class="fu">},</span></span>
+<span id="cb40-15"><a href="#cb40-15" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;ElectricSystem&quot;</span><span class="fu">:</span> <span class="fu">{</span></span>
+<span id="cb40-16"><a href="#cb40-16" aria-hidden="true" tabindex="-1"></a>      <span class="dt">&quot;AlternatorEfficiency&quot;</span><span class="fu">:</span> <span class="fl">0.7</span><span class="fu">,</span></span>
+<span id="cb40-17"><a href="#cb40-17" aria-hidden="true" tabindex="-1"></a>      <span class="dt">&quot;CurrentDemand&quot;</span><span class="fu">:</span> <span class="fl">54.181</span><span class="fu">,</span></span>
+<span id="cb40-18"><a href="#cb40-18" aria-hidden="true" tabindex="-1"></a>      <span class="dt">&quot;CurrentDemandEngineOffDriving&quot;</span><span class="fu">:</span> <span class="fl">54.181</span><span class="fu">,</span></span>
+<span id="cb40-19"><a href="#cb40-19" aria-hidden="true" tabindex="-1"></a>      <span class="dt">&quot;CurrentDemandEngineOffStandstill&quot;</span><span class="fu">:</span> <span class="fl">54.181</span><span class="fu">,</span></span>
+<span id="cb40-20"><a href="#cb40-20" aria-hidden="true" tabindex="-1"></a>      <span class="dt">&quot;ElectricStorageCapacity&quot;</span><span class="fu">:</span> <span class="dv">50</span><span class="fu">,</span></span>
+<span id="cb40-21"><a href="#cb40-21" aria-hidden="true" tabindex="-1"></a>      <span class="dt">&quot;MaxAlternatorPower&quot;</span><span class="fu">:</span> <span class="dv">35000</span><span class="fu">,</span></span>
+<span id="cb40-22"><a href="#cb40-22" aria-hidden="true" tabindex="-1"></a>      <span class="dt">&quot;AlternatorType&quot;</span><span class="fu">:</span> <span class="st">&quot;smart&quot;</span><span class="fu">,</span></span>
+<span id="cb40-23"><a href="#cb40-23" aria-hidden="true" tabindex="-1"></a>      <span class="dt">&quot;ESSupplyFromHEVREESS&quot;</span><span class="fu">:</span> <span class="kw">false</span><span class="fu">,</span></span>
+<span id="cb40-24"><a href="#cb40-24" aria-hidden="true" tabindex="-1"></a>      <span class="dt">&quot;DCDCConverterEfficiency&quot;</span><span class="fu">:</span> <span class="fl">1.0</span></span>
+<span id="cb40-25"><a href="#cb40-25" aria-hidden="true" tabindex="-1"></a>    <span class="fu">},</span></span>
+<span id="cb40-26"><a href="#cb40-26" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;HVAC&quot;</span><span class="fu">:</span> <span class="fu">{</span></span>
+<span id="cb40-27"><a href="#cb40-27" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;ElectricPowerDemand&quot;</span><span class="fu">:</span> <span class="fl">469.76</span><span class="fu">,</span></span>
+<span id="cb40-28"><a href="#cb40-28" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;MechanicalPowerDemand&quot;</span><span class="fu">:</span> <span class="fl">181.28</span><span class="fu">,</span></span>
+<span id="cb40-29"><a href="#cb40-29" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;AuxHeaterPower&quot;</span><span class="fu">:</span> <span class="dv">5000</span><span class="fu">,</span></span>
+<span id="cb40-30"><a href="#cb40-30" aria-hidden="true" tabindex="-1"></a>    <span class="dt">&quot;AverageHeatingDemand&quot;</span><span class="fu">:</span> <span class="dv">0</span></span>
+<span id="cb40-31"><a href="#cb40-31" aria-hidden="true" tabindex="-1"></a>  <span class="fu">}</span></span>
+<span id="cb40-32"><a href="#cb40-32" aria-hidden="true" tabindex="-1"></a>  <span class="fu">}</span></span>
+<span id="cb40-33"><a href="#cb40-33" aria-hidden="true" tabindex="-1"></a><span class="fu">}</span></span></code></pre></div>
 </section>
 <section id="advanced-compressor-map-.acmp" class="level2">
 <h2>Advanced Compressor Map (.acmp)</h2>
@@ -7547,9 +8184,9 @@ certified test procedure is established:</p>
 </section>
 <section id="driving-cycles-.vdri" class="level2">
 <h2>Driving Cycles (.vdri)</h2>
-<p>A Driving Cycle defines the parameters of a simulated route in Vecto.
+<p>A Driving Cycle defines the parameters of a simulated route in VECTO.
 It is either time-based or distance-based and has different fields
-depending on the driving cycle type. The basic file format is <a href="#csv">Vecto-CSV</a> and the file type ending is “.vdri”. A Job
+depending on the driving cycle type. The basic file format is <a href="#csv">VECTO-CSV</a> and the file type ending is “.vdri”. A Job
 must have at least one driving cycle (except in Declaration mode, where
 the driving cycles are predefined).</p>
 <section id="driving-cycle-types" class="level3">
@@ -7687,7 +8324,7 @@ case of dual-fuel vehicles</td>
 </section>
 <section id="engineering-mode-target-speed-distance-based-cycle" class="level3">
 <h3>Engineering Mode: Target-Speed, Distance-Based Cycle</h3>
-<p>This driving cycle defines the target speed over distance. Vecto
+<p>This driving cycle defines the target speed over distance. VECTO
 tries to achieve and maintain this target speed.</p>
 <p>Header: <strong>s, v, stop</strong><em>[, Padd][, grad][, PTO][,
 vair_res, vair_beta]</em></p>
@@ -7873,7 +8510,7 @@ Input</strong>.</td>
 <h3>Engineering Mode: Measured-Speed With Gear, Time-Based Cycle</h3>
 <p>This driving cycle defines the actual measured speed of the vehicle,
 the gear, and the engine speed over time. It overrides the shift
-strategy of Vecto and also directly sets the engine speed.</p>
+strategy of VECTO and also directly sets the engine speed.</p>
 <p>Header: <strong>t, v, gear</strong><em>[, tc_active, grad][, Padd][,
 vair_res, vair_beta][, Aux_ID]</em></p>
 <p><strong>Bold columns</strong> are mandatory. <em>Italic columns</em>
@@ -7956,7 +8593,7 @@ Input</strong>.</td>
 <section id="engineering-mode-pwheel-sico-time-based" class="level3">
 <h3>Engineering Mode: Pwheel (SiCo), Time-Based</h3>
 <p>This driving cycle defines the power measured at the wheels over
-time. Vecto tries to simulate the vehicle with this power
+time. VECTO tries to simulate the vehicle with this power
 requirement.</p>
 <p>Header: <strong>t, Pwheel, gear, n</strong><em>[, Padd]</em></p>
 <p><strong>Bold columns</strong> are mandatory. <em>Italic columns</em>
@@ -8016,7 +8653,7 @@ directly added to the engine power. Must be &gt;= 0 kW.</td>
 <section id="engine-only-mode-engine-only-driving-cycle" class="level3">
 <h3>Engine Only Mode: Engine Only Driving Cycle</h3>
 <p>This driving cycle directly defines the engine’s power or torque at
-the output shaft over time. Vecto adds the engine’s inertia to the given
+the output shaft over time. VECTO adds the engine’s inertia to the given
 power demand and simulates the engine.</p>
 <p>Header: <strong>t, n, (Pe|Me)</strong><em>[, Padd]</em></p>
 <p><strong>Bold columns</strong> are mandatory. <em>Italic columns</em>
@@ -8119,7 +8756,7 @@ deceleration limits depending on the current vehicle speed.</figcaption>
 <p>Modal results are only created if enabled in the <a href="#main-form">Options</a> tab. One file is created for
 each calculation and stored in the same directory as the .vecto
 file.</p>
-<p>In Vecto 3 the structure of the modal data output has been revised
+<p>In VECTO 3 the structure of the modal data output has been revised
 and re-structured. Basically for every powertrain component the .vmod
 file contains the power at the input shaft and the individual power
 losses for every component. For the engine the power, torque and engine
@@ -8358,14 +8995,14 @@ mechanical power</td>
 <tr class="even">
 <td>P_&lt;POS&gt;-em_el</td>
 <td>[kW]</td>
-<td>Electric power generated or consumed by the elctric machine</td>
+<td>Electric power generated or consumed by the electric machine</td>
 </tr>
 <tr class="odd">
 <td>P_&lt;POS&gt;_loss</td>
 <td>[kW]</td>
 <td>The total sum of losses of the electric motor at position
-<em>POS</em>. Calcualted as the difference of mecanical power applied at
-the drivetrain and the electrical power drawn from the REESS.</td>
+<em>POS</em>. Calculated as the difference of mechanical power applied
+at the drivetrain and the electrical power drawn from the REESS.</td>
 </tr>
 <tr class="even">
 <td>n_&lt;POS&gt;-em_avg</td>
@@ -8382,8 +9019,8 @@ torque values mean that the electric motor propels the vehicle</td>
 <tr class="even">
 <td>T_&lt;POS&gt;-em_map</td>
 <td>[Nm]</td>
-<td>Torque internal torque of the electric motor at posision
-<em>POS</em>. Takes into account the electric motor’s intertia. Positive
+<td>Torque internal torque of the electric motor at position
+<em>POS</em>. Takes into account the electric motor’s inertia. Positive
 values mean that the electric motor acts as generator, negative torque
 values mean that the electric motor propels the vehicle</td>
 </tr>
@@ -8493,14 +9130,14 @@ P_gbx_loss - P_gbx_inertia</td>
 <tr class="odd">
 <td>P_angle_in</td>
 <td>[kW]</td>
-<td>Power at the anglegear’s input shaft. Empty if no Anglegear is
+<td>Power at the angle gear’s input shaft. Empty if no angle gear is
 used.</td>
 </tr>
 <tr class="even">
 <td>P_angle_loss</td>
 <td>[kW]</td>
-<td>Power loss at the anglegear, interpolated from the loss-map. Empty
-if no Anglegear is used.</td>
+<td>Power loss at the angle gear, interpolated from the loss-map. Empty
+if no angle gear is used.</td>
 </tr>
 <tr class="odd">
 <td>P_axle_in</td>
@@ -8695,7 +9332,7 @@ step)</em></td>
 <td>P_DC/DC_missing</td>
 <td>[kW]</td>
 <td>Electrical power the DC/DC converter could not provide to the
-low-voltage auxiliaries becuase the REESS was already at its minimum
+low-voltage auxiliaries because the REESS was already at its minimum
 SoC. This column is used in post-processing.</td>
 </tr>
 <tr class="even">
@@ -8739,7 +9376,7 @@ map.</td>
 <td>P_aux_ESS_mech_ICE_off</td>
 <td>[kW]</td>
 <td>Power demand of the auxiliaries ‘missing’ if the ICE is off.T he
-final fuel consumption (.vsum) is correctedd for this power demand in a
+final fuel consumption (.vsum) is corrected for this power demand in a
 <a href="#engine-fuel-consumption-correction">post-processing step</a>.
 This power demand has no influence on FC-Map.</td>
 </tr>
@@ -8748,7 +9385,7 @@ This power demand has no influence on FC-Map.</td>
 <td>[kW]</td>
 <td>Power demand of the auxiliaries ‘missing’ in case the ICE would be
 on during actual ICE off periods. The final fuel consumption (.vsum) is
-correctedd for this power demand in a <a href="#engine-fuel-consumption-correction">post-processing step</a>.
+corrected for this power demand in a <a href="#engine-fuel-consumption-correction">post-processing step</a>.
 This power demand has no influence on FC-Map.</td>
 </tr>
 <tr class="even">
@@ -8928,7 +9565,7 @@ number)</td>
 <tr class="odd">
 <td>Mass</td>
 <td>[kg]</td>
-<td>Vehicle mass (<strong>Corected Actual Curb Mass Vehicle</strong> +
+<td>Vehicle mass (<strong>Corrected Actual Curb Mass Vehicle</strong> +
 <strong>Curb Mass Extra Trailer/Body</strong>, see <a href="#vehicle-editor-general-tab">Vehicle Editor</a>)</td>
 </tr>
 <tr class="even">
@@ -9021,7 +9658,7 @@ electric power generated by an electric WHR system (FC-WHR_Corr = FC-ESS
 <td>FC-SoC&lt;_FuelName&gt;</td>
 <td>[g/h], [g/km]</td>
 <td>Average fuel consumption to correct the REESS SoC so that the SoC at
-the end of the cycle mathces the SoC at the beginning</td>
+the end of the cycle matches the SoC at the beginning</td>
 </tr>
 <tr class="odd">
 <td>FC-SoC_Corr&lt;_FuelName&gt;</td>
@@ -9032,13 +9669,13 @@ SoC</td>
 <tr class="even">
 <td>FC-BusAux_AuxHeater&lt;_FuelName&gt;</td>
 <td>[g/h], [g/km]</td>
-<td>Average fuel consumption of the additionalheater. In case of
+<td>Average fuel consumption of the additional heater. In case of
 dual-fuel vehicles the aux heater is fueled with the primary fuel</td>
 </tr>
 <tr class="odd">
 <td>FC-BusAux_AuxHeater_Corr&lt;_FuelName&gt;</td>
 <td>[g/h], [g/km]</td>
-<td>Average fuel consumptioncorrected for the aux heater fuel
+<td>Average fuel consumption corrected for the aux heater fuel
 demand</td>
 </tr>
 <tr class="even">
@@ -9146,7 +9783,7 @@ averaged over the whole cycle duration)</td>
 <tr class="even">
 <td>E_powertrain_inertia</td>
 <td>[kWh]</td>
-<td>Total work of engine, torqueconverter, and gearbox inertia</td>
+<td>Total work of engine, torque converter, and gearbox inertia</td>
 </tr>
 <tr class="odd">
 <td>E_aux_xxx</td>
@@ -9165,7 +9802,7 @@ system and thus the according column reports 0 power demand.</td>
 <td>E_aux_sum</td>
 <td>[kWh]</td>
 <td>Total energy demand of all auxiliaries. This is the sum for all
-E_aux_xxx columns and the bus auxiliaires.</td>
+E_aux_xxx columns and the bus auxiliaries.</td>
 </tr>
 <tr class="odd">
 <td>E_aux_el(HV)</td>
@@ -9207,13 +9844,13 @@ inertia, and gear-shifts). E_shift_loss is already included here.</td>
 <tr class="even">
 <td>E_axl_loss</td>
 <td>[kWh]</td>
-<td>Total transmission energy losses at the axlegear</td>
+<td>Total transmission energy losses at the axle gear</td>
 </tr>
 <tr class="odd">
 <td>E_brake</td>
 <td>[kWh]</td>
 <td>Total work dissipated in mechanical braking (sum of service brakes,
-retader and additional engine exhaust brakes)</td>
+retarder and additional engine exhaust brakes)</td>
 </tr>
 <tr class="even">
 <td>E_vehicle_inertia</td>
@@ -9384,7 +10021,7 @@ consumption</a></td>
 <tr class="even">
 <td>E_BusAux_HVAC_mech</td>
 <td>[kWh]</td>
-<td>Mechancial energy demand of the HVAC system</td>
+<td>Mechanical energy demand of the HVAC system</td>
 </tr>
 <tr class="odd">
 <td>E_BusAux_HVAC_el</td>
@@ -9443,7 +10080,7 @@ was used).</td>
 <tr class="odd">
 <td>E_aux_PTO_RoadSweeping</td>
 <td>[kWh]</td>
-<td>Total energy demand of the pto acitvation in mode 2 (engineering
+<td>Total energy demand of the pto activation in mode 2 (engineering
 mode only).</td>
 </tr>
 <tr class="even">
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