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Accessible Instances

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",A=new window.Image;A.onload=function(){s.drawImage(A,0,0),n(r.toDataURL())},A.onerror=function(){n(null)};var o=new window.TextEncoderLite("utf-8").encode(a),l=window.fromByteArray(o);A.src="data:image/svg+xml;base64,"+l},set focus(t){var e=void 0;this.focusProperty.value&&(e=this.focusedNode),this.focusProperty.value=t,e&&!t&&e.blur()},get focus(){return this.focusProperty.value},getFocusedNode:function(){var t=null,e=this.focusProperty.get();return e&&(t=e.trail.lastNode()),t},get focusedNode(){return this.getFocusedNode()}}),e.prototype.dispose=function(){this._input&&this.detachEvents(),this._rootNode.removeRootedDisplay(this),this._accessible&&this._rootAccessibleInstance.dispose()},e.customCursors={"scenery-grab-pointer":["grab","-moz-grab","-webkit-grab","pointer"],"scenery-grabbing-pointer":["grabbing","-moz-grabbing","-webkit-grabbing","pointer"]},e.focusProperty=new h(null,{tandem:g.GENERAL.createTandem("focusProperty"),phetioDocumentation:"Stores the current focus for the simulation, null if there is not focus. This is not updated based on mouse or touch input, only keyboard and other alternative inputs.",phetioType:d(V(S)),phetioState:!1,phetioReadOnly:!0}),e.userGestureEmitter=new r,e.keyStateTracker=new l,e.assertSubtreeDisposed=function(t){},e}),i("SCENERY/accessibility/KeyboardZoomUtils",["require","SCENERY/accessibility/KeyboardUtils","SCENERY/scenery"],function(t){"use strict";var e=t("SCENERY/accessibility/KeyboardUtils"),i={isPlatformMac:function(){return _.includes(window.navigator.platform,"Mac")},getPlatformZoomMetaKey:function(){return i.isPlatformMac()?"metaKey":"ctrlKey"},isZoomCommand:function(t,n){var r=n?e.KEY_EQUALS:e.KEY_MINUS;return t[i.getPlatformZoomMetaKey()]&&t.keyCode===r},isZoomResetCommand:function(t){return t[i.getPlatformZoomMetaKey()]&&t.keyCode===e.KEY_0}};return t("SCENERY/scenery").register("KeyboardZoomUtils",i)}),i("PHET_CORE/isArray",["require","PHET_CORE/phetCore"],function(t){"use strict";function e(t){return"[object Array]"===Object.prototype.toString.call(t)}return t("PHET_CORE/phetCore").register("isArray",e),e}),i("DOT/SingularValueDecomposition",["require","DOT/dot"],function(t){"use strict";function e(t){this.matrix=t;var e=t,r=e.getArrayCopy();this.m=e.getRowDimension(),this.n=e.getColumnDimension();var s=this.m,a=this.n,A=Math.min,o=Math.max,l=Math.pow,u=Math.abs,c=A(s,a);this.s=new n(A(s+1,a));var h=this.s;this.U=new n(s*c);var d=this.U;this.V=new n(a*a);var g=this.V,p=new n(a),m=new n(s),f=void 0,b=void 0,C=void 0,v=void 0,y=void 0,I=void 0,E=void 0,N=i.Matrix.hypot,S=A(s-1,a),T=o(0,A(a-2,s));for(C=0;C=0;C--)if(0!==h[C]){for(b=C+1;b=0;C--){if(C0;){var L;if(P>500)break;for(C=V-2;C>=-1&&-1!==C;C--)if(u(p[C])<=w+x*(u(h[C])+u(h[C+1]))){p[C]=0;break}if(C===V-2)L=4;else{var M;for(M=V-1;M>=C&&M!==C;M--)if(v=(M!==V?u(p[M]):0)+(M!==C+1?u(p[M-1]):0),u(h[M])<=w+x*v){h[M]=0;break}M===C?L=3:M===V-1?L=1:(L=2,C=M)}switch(C++,L){case 1:for(y=p[V-2],p[V-2]=0,b=V-2;b>=C;b--)for(v=N(h[b],y),I=h[b]/v,E=y/v,h[b]=v,b!==C&&(y=-E*p[b-1],p[b-1]=I*p[b-1]),f=0;f=h[C+1]);){if(v=h[C],h[C]=h[C+1],h[C+1]=v,Ce&&i++;return i}},e.pseudoinverse=function(t){var n=new e(t),r=i.Matrix.diagonalMatrix(n.getSingularValues().map(function(t){return Math.abs(t)<1e-300?0:1/t}));return n.getV().times(r).times(n.getU().transpose())},e}),i("DOT/LUDecomposition",["require","DOT/dot"],function(t){"use strict";function e(t){var e=void 0,i=void 0,r=void 0;this.matrix=t,this.LU=t.getArrayCopy();var s=this.LU;this.m=t.getRowDimension();var a=this.m;this.n=t.getColumnDimension();var A=this.n;for(this.piv=new Uint32Array(a),e=0;eMath.abs(o[c])&&(c=e);if(c!==i){for(r=0;rn?this.LU[this.matrix.index(e,n)]:e===n?1:0;return t},getU:function(){for(var t=new i.Matrix(this.n,this.n),e=0;e=0;n--){for(i=0;i=n?this.QR[this.matrix.index(i,n)]:0;return t},getR:function(){for(var t=new e.Matrix(this.n,this.n),i=0;i=0;n--){for(t=0;t=0;r--){for(n=0;n0?s[a*this.n+a+1]=n[a]:n[a]<0&&(s[a*this.n+a-1]=n[a])}return r},tred2:function(){var t=this.n,e=this.V,i=this.d,n=this.e,r=void 0,s=void 0,a=void 0,A=void 0,o=void 0,l=void 0;for(s=0;s0;r--){var u=0;for(l=0,a=0;a0&&(o=-o),n[r]=u*o,l-=A*o,i[r-1]=A-o,s=0;so){0;do{1,l=n[o],u=(n[o+1]-l)/(2*r[o]);var p=i.Matrix.hypot(u,1);u<0&&(p=-p),n[o]=r[o]/(u+p),n[o+1]=r[o]*(u+p);var m=n[o+1],f=l-n[o];for(s=o+2;s=o;s--)for(v=C,C=b,E=I,l=b*r[s],f=b*u,p=i.Matrix.hypot(u,r[s]),r[s+1]=I*p,I=r[s]/p,u=(b=u/p)*n[s]-I*l,n[s+1]=f+I*(b*l+I*n[s]),A=0;Ad*h)}n[o]=n[o]+c,r[o]=0}for(s=0;s=a;r--)n[r]=i[r*t+(a-1)]/u,c+=n[r]*n[r];for(o=Math.sqrt(c),n[a]>0&&(o=-o),c-=n[a]*o,n[a]=n[a]-o,s=a;s=a;r--)A+=n[r]*i[r*this.n+s];for(A/=c,r=a;r<=l;r++)i[r*this.n+s]-=A*n[r]}for(r=0;r<=l;r++){for(A=0,s=l;s>=a;s--)A+=n[s]*i[r*this.n+s];for(A/=c,s=a;s<=l;s++)i[r*this.n+s]-=A*n[s]}n[a]=u*n[a],i[a*t+(a-1)]=u*o}}for(r=0;r=1;a--)if(0!==i[a*t+(a-1)]){for(r=a+1;r<=l;r++)n[r]=i[r*t+(a-1)];for(s=a;s<=l;s++){for(o=0,r=a;r<=l;r++)o+=n[r]*e[r*this.n+s];for(o=o/n[a]/i[a*t+(a-1)],r=a;r<=l;r++)e[r*this.n+s]+=o*n[r]}}},cdiv:function(t,e,i,n){var r=void 0,s=void 0;Math.abs(i)>Math.abs(n)?(s=i+(r=n/i)*n,this.cdivr=(t+r*e)/s,this.cdivi=(e-r*t)/s):(s=n+(r=i/n)*i,this.cdivr=(r*t+e)/s,this.cdivi=(r*e-t)/s)},hqr2:function(){var t=void 0,e=this.V,i=this.d,n=this.e,r=this.H,s=void 0,a=void 0,A=void 0,o=void 0,l=void 0,u=void 0,c=this.n;t=c-1;var h=c-1,d=Math.pow(2,-52),g=0,p=0,m=0,f=0,b=0,C=0,v=void 0,y=void 0,I=void 0,E=void 0,N=0;for(s=0;sh)&&(i[s]=r[s*t+s],n[s]=0),a=Math.max(s-1,0);a=0;){for(o=t;o>0&&(0===(b=Math.abs(r[(o-1)*t+(o-1)])+Math.abs(r[o*t+o]))&&(b=N),!(Math.abs(r[o*t+(o-1)])=0){for(C=p>=0?p+C:p-C,i[t-1]=I+C,i[t]=i[t-1],0!==C&&(i[t]=I-y/C),n[t-1]=0,n[t]=0,p=(I=r[t*t+t-1])/(b=Math.abs(I)+Math.abs(C)),m=C/b,p/=f=Math.sqrt(p*p+m*m),m/=f,a=t-1;a0)){for(b=Math.sqrt(b),E=o&&(C=r[l*t+l],f=I-C,b=E-C,p=(f*b-y)/r[(l+1)*t+l]+r[l*t+l+1],m=r[(l+1)*t+l+1]-C-f-b,f=r[(l+2)*t+l+1],b=Math.abs(p)+Math.abs(m)+Math.abs(f),p/=b,m/=b,f/=b,l!==o)&&!(Math.abs(r[l*t+(l-1)])*(Math.abs(m)+Math.abs(f))l+2&&(r[s*t+s-3]=0);for(A=l;A<=t-1;A++){var S=A!==t-1;if(A!==l&&(p=r[A*t+A-1],m=r[(A+1)*t+A-1],f=S?r[(A+2)*t+A-1]:0,0!==(I=Math.abs(p)+Math.abs(m)+Math.abs(f))&&(p/=I,m/=I,f/=I)),0===I)break;if(b=Math.sqrt(p*p+m*m+f*f),p<0&&(b=-b),0!==b){for(A!==l?r[A*t+A-1]=-b*I:o!==l&&(r[A*t+A-1]=-r[A*t+A-1]),I=(p+=b)/b,E=m/b,C=f/b,m/=p,f/=p,a=A;a=0;t--)if(p=i[t],0===(m=n[t]))for(o=t,r[t*t+t]=1,s=t-1;s>=0;s--){for(y=r[s*t+s]-p,f=0,a=o;a<=t;a++)f+=r[s*this.n+a]*r[a*t+t];if(n[s]<0)C=y,b=f;else if(o=s,0===n[s]?r[s*t+t]=0!==y?-f/y:-f/(d*N):(I=r[s*t+s+1],E=r[(s+1)*t+s],v=(I*b-C*f)/(m=(i[s]-p)*(i[s]-p)+n[s]*n[s]),r[s*t+t]=v,Math.abs(I)>Math.abs(C)?r[(s+1)*t+t]=(-f-y*v)/I:r[(s+1)*t+t]=(-b-E*v)/C),v=Math.abs(r[s*t+t]),d*v*v>1)for(a=s;a<=t;a++)r[a*t+t]=r[a*t+t]/v}else if(m<0)for(o=t-1,Math.abs(r[t*t+t-1])>Math.abs(r[(t-1)*t+t])?(r[(t-1)*t+(t-1)]=m/r[t*t+t-1],r[(t-1)*t+t]=-(r[t*t+t]-p)/r[t*t+t-1]):(this.cdiv(0,-r[(t-1)*t+t],r[(t-1)*t+(t-1)]-p,m),r[(t-1)*t+(t-1)]=this.cdivr,r[(t-1)*t+t]=this.cdivi),r[t*t+t-1]=0,r[t*t+t]=1,s=t-2;s>=0;s--){var T,V,R,P;for(T=0,V=0,a=o;a<=t;a++)T+=r[s*this.n+a]*r[a*t+t-1],V+=r[s*this.n+a]*r[a*t+t];if(y=r[s*t+s]-p,n[s]<0)C=y,f=T,b=V;else if(o=s,0===n[s]?(this.cdiv(-T,-V,y,m),r[s*t+t-1]=this.cdivr,r[s*t+t]=this.cdivi):(I=r[s*t+s+1],E=r[(s+1)*t+s],R=(i[s]-p)*(i[s]-p)+n[s]*n[s]-m*m,P=2*(i[s]-p)*m,0===R&&0===P&&(R=d*N*(Math.abs(y)+Math.abs(m)+Math.abs(I)+Math.abs(E)+Math.abs(C))),this.cdiv(I*f-C*T+m*V,I*b-C*V-m*T,R,P),r[s*t+t-1]=this.cdivr,r[s*t+t]=this.cdivi,Math.abs(I)>Math.abs(C)+Math.abs(m)?(r[(s+1)*t+t-1]=(-T-y*r[s*t+t-1]+m*r[s*t+t])/I,r[(s+1)*t+t]=(-V-y*r[s*t+t]-m*r[s*t+t-1])/I):(this.cdiv(-f-E*r[s*t+t-1],-b-E*r[s*t+t],C,m),r[(s+1)*t+t-1]=this.cdivr,r[(s+1)*t+t]=this.cdivi)),v=Math.max(Math.abs(r[s*t+t-1]),Math.abs(r[s*t+t])),d*v*v>1)for(a=s;a<=t;a++)r[a*t+t-1]=r[a*t+t-1]/v,r[a*t+t]=r[a*t+t]/v}for(s=0;sh)for(a=s;a=0;a--)for(s=0;s<=h;s++){for(C=0,A=0;A<=Math.min(a,h);A++)C+=e[s*t+A]*r[A*t+a];e[s*this.n+a]=C}}}},e}),i("DOT/Matrix",["require","DOT/dot","PHET_CORE/isArray","DOT/SingularValueDecomposition","DOT/LUDecomposition","DOT/QRDecomposition","DOT/EigenvalueDecomposition","DOT/Vector2","DOT/Vector3","DOT/Vector4"],function(t){"use strict";function e(t,e,i,s){this.m=t,this.n=e;var a=t*e;this.size=a;var A=void 0;if(s)this.entries=i;else if(i||(i=0),this.entries=new n(a),r(i))for(A=0;AMath.abs(e)?(i=e/t,i=Math.abs(t)*Math.sqrt(1+i*i)):0!==e?(i=t/e,i=Math.abs(e)*Math.sqrt(1+i*i)):i=0,i},e.prototype={constructor:e,copy:function(){for(var t=new e(this.m,this.n),i=0;iu&&(t.pointer.interruptAttached(),n.convertBackgroundPresses(),n.movePress(n.findPress(t.pointer)))}},cancel:function(t){n.removeBackgroundPress(n.findBackgroundPress(t.pointer))},interrupt:function(){n.removeBackgroundPress(n.findBackgroundPress(event.pointer))}}}return _createClass(t,[{key:"findPress",value:function(t){for(var e=0;ethis._panBounds.left&&(this._targetNode.left=this._panBounds.left-(t.left-this._targetNode.left)),t.top>this._panBounds.top&&(this._targetNode.top=this._panBounds.top-(t.top-this._targetNode.top)),t.right0&&i>0&&(e.setMagnitude(Math.min(i/t,300)),this.setDestinationLocation(this.sourceLocation.plus(e)))}},{key:"translateScaleToTarget",value:function(t,e){var i=this._targetNode.globalToLocalPoint(t),n=this._targetNode.globalToParentPoint(t),r=a.translation(-i.x,-i.y),s=a.translation(n.x,n.y),A=this.limitScale(this.getCurrentScale()+e),o=s.timesMatrix(a.scaling(A)).timesMatrix(r);this._targetNode.matrix=o,this.correctReposition()}},{key:"translateDelta",value:function(t){var e=this._targetNode.globalToParentPoint(this._panBounds.center),i=e.plus(t);this.translateToTarget(i,e)}},{key:"translateToTarget",value:function(t,e){var i=this._targetNode.globalToParentPoint(t),n=this._targetNode.globalToParentPoint(e).minus(i);this._targetNode.matrix=a.translationFromVector(n).timesMatrix(this._targetNode.getMatrix()),this.correctReposition()}},{key:"repositionFromKeys",value:function(t){var e=t.scale;e!==this.getCurrentScale()?(this.setDestinationScale(e),this.scaleGestureTargetLocation=t.computeScaleTargetFromKeyPress()):t.translationVector.equals(d.ZERO)||this.setDestinationLocation(this.sourceLocation.plus(t.translationVector)),this.correctReposition()}},{key:"repositionFromWheel",value:function(t,e){if(e.domEvent.preventDefault(),t.isCtrlKeyDown){var i=this.limitScale(this.getCurrentScale()+t.scaleDelta);this.scaleGestureTargetLocation=t.targetPoint,this.setDestinationScale(i)}else this.setDestinationLocation(this.sourceLocation.plus(t.translationVector));this.correctReposition()}},{key:"correctReposition",value:function(){_get(e.prototype.__proto__||Object.getPrototypeOf(e.prototype),"correctReposition",this).call(this),this.sourceLocation=this._transformedPanBounds.center,this.sourceScale=this.getCurrentScale()}},{key:"addPress",value:function(t){_get(e.prototype.__proto__||Object.getPrototypeOf(e.prototype),"addPress",this).call(this,t),this.stopInProgressAnimation()}},{key:"removePress",value:function(t){_get(e.prototype.__proto__||Object.getPrototypeOf(e.prototype),"removePress",this).call(this,t),this.middlePress&&(t.pointer.cursor="all-scroll"),0===this._presses.length&&this.stopInProgressAnimation()}},{key:"interrupt",value:function(){this.cancelMiddlePress(),_get(e.prototype.__proto__||Object.getPrototypeOf(e.prototype),"interrupt",this).call(this)}},{key:"hasDragIntent",value:function(t){return t.getIntent()===u.Intent.KEYBOARD_DRAG||t.getIntent()===u.Intent.DRAG||t.getIntent()===u.Intent.MULTI_DRAG}},{key:"panToNode",value:function(t){var e=t.globalBounds.center,i=this._targetNode.globalToLocalPoint(e),n=Math.abs(this._targetBounds.left-i.x),r=Math.abs(this._targetBounds.right-i.x),s=Math.abs(this._targetBounds.top-i.y),a=Math.abs(this._targetBounds.bottom-i.y);if(rn.magnitude&&A.set(n),this.translateDelta(A)}if(i){var o=this.destinationScale-this.sourceScale,l=o*t*6;Math.abs(l)>Math.abs(o)&&(l=o),this.translateScaleToTarget(this.scaleGestureTargetLocation,l),this.setDestinationLocation(this.sourceLocation)}}}},{key:"stopInProgressAnimation",value:function(){this.setDestinationScale(this.sourceScale),this.setDestinationLocation(this.sourceLocation)}},{key:"initializeLocations",value:function(){this.sourceLocation=this._transformedPanBounds.center,this.setDestinationLocation(this.sourceLocation)}},{key:"setPanBounds",value:function(t){_get(e.prototype.__proto__||Object.getPrototypeOf(e.prototype),"setPanBounds",this).call(this,t),this.initializeLocations(),this._dragBounds=t.erodedXY(.1*t.width,.1*t.height)}},{key:"setTargetBounds",value:function(t){_get(e.prototype.__proto__||Object.getPrototypeOf(e.prototype),"setTargetBounds",this).call(this,t),this.initializeLocations()}},{key:"setDestinationLocation",value:function(t){this.destinationLocation=t}},{key:"setDestinationScale",value:function(t){this.destinationScale=this.limitScale(t)}},{key:"resetTransform",value:function(){_get(e.prototype.__proto__||Object.getPrototypeOf(e.prototype),"resetTransform",this).call(this),this.stopInProgressAnimation()}},{key:"getNextDiscreteScale",value:function(t){for(var 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  • weight: normal — normal | bold | bolder | lighter | 100 | 200 | 300 | 400 | 500 | 600 | 700 | 800 | 900
  • stretch: normal — normal | ultra-condensed | extra-condensed | condensed | semi-condensed | semi-expanded | expanded | extra-expanded | ultra-expanded
  • size: 10px — absolute-size | relative-size | length | percentage -- unitless number interpreted as px. absolute suffixes: cm, mm, in, pt, pc, px. relative suffixes: em, ex, ch, rem, vw, vh, vmin, vmax.
  • lineHeight: normal — normal | number | length | percentage -- NOTE: Canvas spec forces line-height to normal
  • family: sans-serif — comma-separated list of families, including generic families (serif, sans-serif, cursive, fantasy, monospace). ideally escape with double-quotes
",r.typeName="FontIO",e.validateSubtype(r),i.register("FontIO",r)}),i("SCENERY/util/Font",["require","SCENERY/util/FontIO","PHET_CORE/inherit","PHET_CORE/merge","TANDEM/PhetioObject","SCENERY/scenery","TANDEM/Tandem"],function(t){"use strict";function e(t){t=r({style:"normal",variant:"normal",weight:"normal",stretch:"normal",size:"10px",lineHeight:"normal",family:"sans-serif",phetioType:i,tandem:A.OPTIONAL},t),this._style=t.style,this._variant=t.variant,this._weight=""+t.weight,this._stretch=t.stretch,this._size=e.castSize(t.size),this._lineHeight=t.lineHeight,this._family=t.family,this._font=this.computeShorthand(),s.call(this,t)}var i=t("SCENERY/util/FontIO"),n=t("PHET_CORE/inherit"),r=t("PHET_CORE/merge"),s=t("TANDEM/PhetioObject"),a=t("SCENERY/scenery"),A=t("TANDEM/Tandem"),o=["normal","italic","oblique"],l=["normal","small-caps"],u=["normal","bold","bolder","lighter","100","200","300","400","500","600","700","800","900"],c=["normal","ultra-condensed","extra-condensed","condensed","semi-condensed","semi-expanded","expanded","extra-expanded","ultra-expanded"];return a.register("Font",e),n(s,e,{getFont:function(){return this._font},get font(){return this.getFont()},getStyle:function(){return this._style},get style(){return this.getStyle()},getVariant:function(){return this._variant},get variant(){return this.getVariant()},getWeight:function(){return this._weight},get weight(){return this.getWeight()},getStretch:function(){return this._stretch},get stretch(){return this.getStretch()},getSize:function(){return this._size},get size(){return this.getSize()},getNumericSize:function(){var t=this._size.match(/^(\d+)px$/);if(t)return parseInt(t[1],10);var e=this._size.match(/^(\d+)pt$/);if(e)return.75*parseInt(e[1],10);var i=this._size.match(/^(\d+)em$/);return i?parseInt(i[1],10)/16:12},get numericSize(){return this.getNumericSize()},getLineHeight:function(){return this._lineHeight},get lineHeight(){return this.getLineHeight()},getFamily:function(){return this._family},get family(){return this.getFamily()},copy:function(t){return new e(r({style:this._style,variant:this._variant,weight:this._weight,stretch:this._stretch,size:this._size,lineHeight:this._lineHeight,family:this._family},t))},computeShorthand:function(){var t="";return"normal"!==this._style&&(t+=this._style+" "),"normal"!==this._variant&&(t+=this._variant+" "),"normal"!==this._weight&&(t+=this._weight+" "),"normal"!==this._stretch&&(t+=this._stretch+" "),t+=this._size,"normal"!==this._lineHeight&&(t+="/"+this._lineHeight),t+=" "+this._family},toCSS:function(){return this.getFont()}},{castSize:function(t){return"number"==typeof t?t+"px":t},fromCSS:function(t){for(var i={},n=_.filter(t.split(/[\x09\x0A\x0C\x0D\x20]/),function(t){return t.length>0}),r=0;r0?(o||(o=!0,console.log("WARNING: Guessing text bounds, is the simulation hidden? See https://github.com/phetsims/chipper/issues/768")),l.guessSVGBounds(t,i)):new e(n.x,n.y,n.x+n.width,n.y+n.height)},guessSVGBounds:function(t,i){var n=t.getNumericSize(),r="bold"===t.weight;return new e(0,-.9*n,(r?.435:.4)*n*i.length,.22*n)},accurateCanvasBounds:function(t){var e=l.approximateSVGBounds(t._font,t.renderedText);if(!t.renderedText.length||0===e.width)return e;var n=r.canvasAccurateBounds(function(e){if(e.font=t._font.toCSS(),e.direction="ltr",e.fillText(t.renderedText,0,0),t.hasPaintableStroke()){var n=new i(null,e);t.beforeCanvasStroke(n),e.strokeText(t.renderedText,0,0),t.afterCanvasStroke(n)}},{precision:.5,resolution:128,initialScale:32/Math.max(Math.abs(e.minX),Math.abs(e.minY),Math.abs(e.maxX),Math.abs(e.maxY))});return n.isFinite()?n:e},getVerticalBounds:function(t){var e=t.toCSS(),i=A[e];return i||(i=A[e]=l.approximateSVGBounds(t,"m")),i},approximateCanvasWidth:function(t,e){var i=n.scratchContext;return i.font=t.toCSS(),i.direction="ltr",i.measureText(e).width},approximateHybridBounds:function(t,i){var n=l.getVerticalBounds(t),r=l.approximateCanvasWidth(t,i);return new e(0,n.minY,r,n.maxY)},approximateDOMBounds:function(t,i){var n=document.createElement("div");$(n).css({position:"absolute",left:0,top:0,padding:"0 !important",margin:"0 !important",display:"hidden"});var r=document.createElement("span");$(r).css("font",t.toCSS()),r.appendChild(i),r.setAttribute("direction","ltr");var s=document.createElement("div");$(s).css({"vertical-align":"baseline",display:"inline-block",width:0,height:"1024px",margin:"0 !important",padding:"0 !important"}),n.appendChild(r),n.appendChild(s),document.body.appendChild(n);var a=r.getBoundingClientRect(),A=n.getBoundingClientRect(),o=new e(a.left,a.top-1024,a.right+1,a.bottom-1024).shifted(-A.left,-A.top);return document.body.removeChild(n),o},approximateImprovedDOMBounds:function(t,i){var n=document.createElement("div");n.style.display="inline-block",n.style.font=t.toCSS(),n.style.color="transparent",n.style.padding="0 !important",n.style.margin="0 !important",n.style.position="absolute",n.style.left="0",n.style.top="0",n.setAttribute("direction","ltr"),n.appendChild(i),document.body.appendChild(n);var r=new e(n.offsetLeft,n.offsetTop,n.offsetLeft+n.offsetWidth+1,n.offsetTop+n.offsetHeight+1);document.body.removeChild(n);var s=l.getVerticalBounds(t);return r.shiftedY(s.minY)},setSVGTextAttributes:function(t,e,i){t.setAttribute("direction","ltr"),t.setAttribute("font-family",e.getFamily()),t.setAttribute("font-size",e.getSize()),t.setAttribute("font-style",e.getStyle()),t.setAttribute("font-weight",e.getWeight()),t.setAttribute("font-stretch",e.getStretch()),t.lastChild.nodeValue=i},initializeTextBounds:function(){(s=document.getElementById("sceneryTextSizeContainer"))||((s=document.createElementNS(n.svgns,"svg")).setAttribute("width","2"),s.setAttribute("height","2"),s.setAttribute("id","sceneryTextSizeContainer"),s.setAttribute("style","visibility: hidden; pointer-events: none; position: absolute; left: -65535px; right: -65535px;")),(a=document.getElementById("sceneryTextSizeElement"))||((a=document.createElementNS(n.svgns,"text")).appendChild(document.createTextNode("")),a.setAttribute("dominant-baseline","alphabetic"),a.setAttribute("text-rendering","geometricPrecision"),a.setAttributeNS("http://www.w3.org/XML/1998/namespace","xml:space","preserve"),a.setAttribute("id","sceneryTextSizeElement"),s.appendChild(a))}};return n.register("TextBounds",l),l}),i("SCENERY/display/drawables/TextCanvasDrawable",["require","SCENERY/display/CanvasSelfDrawable","PHET_CORE/inherit","SCENERY/display/drawables/PaintableStatelessDrawable","PHET_CORE/Poolable","SCENERY/scenery"],function(t){"use strict";function e(t,e){this.initializeCanvasSelfDrawable(t,e),this.initializePaintableStateless(t,e)}var i=t("SCENERY/display/CanvasSelfDrawable"),n=t("PHET_CORE/inherit"),r=t("SCENERY/display/drawables/PaintableStatelessDrawable"),s=t("PHET_CORE/Poolable");return t("SCENERY/scenery").register("TextCanvasDrawable",e),n(i,e,{paintCanvas:function(t,e,i){var n=t.context;(e.hasFill()||e.hasPaintableStroke())&&(t.setFont(e._font.getFont()),t.setDirection("ltr")),e.hasFill()&&(e.beforeCanvasFill(t),n.fillText(e.renderedText,0,0),e.afterCanvasFill(t)),e.hasPaintableStroke()&&(e.beforeCanvasStroke(t),n.strokeText(e.renderedText,0,0),e.afterCanvasStroke(t))},markDirtyText:function(){this.markPaintDirty()},markDirtyFont:function(){this.markPaintDirty()},markDirtyBounds:function(){this.markPaintDirty()},dispose:function(){i.prototype.dispose.call(this),this.disposePaintableStateless()}}),r.mixInto(e),s.mixInto(e),e}),i("SCENERY/display/drawables/TextStatefulDrawable",["require","PHET_CORE/inheritance","SCENERY/display/drawables/PaintableStatefulDrawable","SCENERY/scenery","SCENERY/display/SelfDrawable"],function(t){"use strict";t("PHET_CORE/inheritance");var e=t("SCENERY/display/drawables/PaintableStatefulDrawable"),i=t("SCENERY/scenery"),n=(t("SCENERY/display/SelfDrawable"),{mixInto:function(t){var i=t.prototype;i.initializeState=function(t,e){return this.paintDirty=!0,this.dirtyText=!0,this.dirtyFont=!0,this.dirtyBounds=!0,this.initializePaintableState(t,e),this},i.disposeState=function(){this.disposePaintableState()},i.markPaintDirty=function(){this.paintDirty=!0,this.markDirty()},i.markDirtyText=function(){this.dirtyText=!0,this.markPaintDirty()},i.markDirtyFont=function(){this.dirtyFont=!0,this.markPaintDirty()},i.markDirtyBounds=function(){this.dirtyBounds=!0,this.markPaintDirty()},i.setToCleanState=function(){this.paintDirty=!1,this.dirtyText=!1,this.dirtyFont=!1,this.dirtyBounds=!1},e.mixInto(t)}});return i.register("TextStatefulDrawable",n),n}),i("SCENERY/display/drawables/TextDOMDrawable",["require","SCENERY/display/DOMSelfDrawable","PHET_CORE/inherit","DOT/Matrix3","PHET_CORE/Poolable","SCENERY/scenery","SCENERY/display/drawables/TextStatefulDrawable","SCENERY/util/Utils"],function(t){"use strict";function e(t,e){this.initializeDOMSelfDrawable(t,e),this.initializeState(t,e),this.domElement||(this.domElement=document.createElement("div"),this.domElement.style.display="block",this.domElement.style.position="absolute",this.domElement.style.pointerEvents="none",this.domElement.style.left="0",this.domElement.style.top="0",this.domElement.setAttribute("dir","ltr")),a.Utils.prepareForTransform(this.domElement,this.forceAcceleration)}var i=t("SCENERY/display/DOMSelfDrawable"),n=t("PHET_CORE/inherit"),r=t("DOT/Matrix3"),s=t("PHET_CORE/Poolable"),a=t("SCENERY/scenery"),A=t("SCENERY/display/drawables/TextStatefulDrawable");t("SCENERY/util/Utils");var o=r.dirtyFromPool();return a.register("TextDOMDrawable",e),n(i,e,{updateDOM:function(){var t=this.node,e=this.domElement;if(this.paintDirty&&(this.dirtyFont&&(e.style.font=t.getFont()),this.dirtyStroke&&(e.style.color=t.getCSSFill()),this.dirtyBounds&&(e.style.width=t.getSelfBounds().width+"px",e.style.height=t.getSelfBounds().height+"px"),this.dirtyText&&(e.textContent=t.renderedText)),this.transformDirty||this.dirtyText||this.dirtyFont||this.dirtyBounds){var i=t.getSelfBounds().minY;o.set(this.getTransformMatrix());var n=r.translation(0,i);o.multiplyMatrix(n),n.freeToPool(),a.Utils.applyPreparedTransform(o,e,this.forceAcceleration)}this.setToCleanState(),this.cleanPaintableState(),this.transformDirty=!1},dispose:function(){this.disposeState(),i.prototype.dispose.call(this)}}),A.mixInto(e),s.mixInto(e),e}),i("SCENERY/nodes/TextIO",["require","SCENERY/util/FontIO","PHET_CORE/merge","SCENERY/nodes/NodeIO","SCENERY/util/NodeProperty","TANDEM/types/NumberIO","TANDEM/types/ObjectIO","AXON/PropertyIO","SCENERY/scenery","TANDEM/types/StringIO","TANDEM/types/VoidIO"],function(t){"use strict";var e=t("SCENERY/util/FontIO"),i=t("PHET_CORE/merge"),n=t("SCENERY/nodes/NodeIO"),r=t("SCENERY/util/NodeProperty"),s=t("TANDEM/types/NumberIO"),a=t("TANDEM/types/ObjectIO"),A=t("AXON/PropertyIO"),o=t("SCENERY/scenery"),l=t("TANDEM/types/StringIO"),u=t("TANDEM/types/VoidIO"),c=function(t){function e(t,n){_classCallCheck(this,e);var s=_possibleConstructorReturn(this,(e.__proto__||Object.getPrototypeOf(e)).call(this,t,n)),a=new r(t,"text","text",i({phetioReadOnly:t.phetioReadOnly,phetioState:!0,phetioType:A(l),tandem:t.tandem.createTandem("textProperty"),phetioDocumentation:"Property for the displayed text"},t.phetioComponentOptions,t.phetioComponentOptions.textProperty));return s.disposeTextIO=function(){a.dispose()},s}return _inherits(e,n),_createClass(e,[{key:"dispose",value:function(){this.disposeTextIO(),n.prototype.dispose.call(this)}}]),e}();return c.methods={setFontOptions:{returnType:u,parameterTypes:[e],implementation:function(t){this.phetioObject.setFont(t)},documentation:"Sets font options for this TextIO instance, e.g. {size: 16, weight: bold}. If increasing the font size does not make the text size larger, you may need to increase the maxWidth of the TextIO also.",invocableForReadOnlyElements:!1},getFontOptions:{returnType:e,parameterTypes:[],implementation:function(){return this.phetioObject.getFont()},documentation:"Gets font options for this TextIO instance as an object"},setMaxWidth:{returnType:u,parameterTypes:[s],implementation:function(t){this.phetioObject.setMaxWidth(t)},documentation:"Sets the maximum width of text box. If the text width exceeds maxWidth, it is scaled down to fit.",invocableForReadOnlyElements:!1},getMaxWidth:{returnType:s,parameterTypes:[],implementation:function(){return this.phetioObject.maxWidth},documentation:"Gets the maximum width of text box"}},c.documentation="Text that is displayed in the simulation. TextIO has a nested PropertyIO.<String> for the current string value.",c.validator={valueType:o.Text},c.typeName="TextIO",a.validateSubtype(c),o.register("TextIO",c)}),i("SCENERY/display/drawables/TextSVGDrawable",["require","PHET_CORE/inherit","PHET_CORE/platform","PHET_CORE/Poolable","SCENERY/scenery","SCENERY/display/SVGSelfDrawable","SCENERY/display/drawables/TextStatefulDrawable"],function(t){"use strict";function e(t,e){if(this.initializeSVGSelfDrawable(t,e,!0,o),this.hasLength=!1,!this.svgElement){var i=document.createElementNS(s.svgns,"text");this.svgElement=i,i.appendChild(document.createTextNode("")),i.setAttribute("dominant-baseline","alphabetic"),i.setAttribute("text-rendering","geometricPrecision"),i.setAttributeNS("http://www.w3.org/XML/1998/namespace","xml:space","preserve"),i.setAttribute("direction","ltr")}}var i=t("PHET_CORE/inherit"),n=t("PHET_CORE/platform"),r=t("PHET_CORE/Poolable"),s=t("SCENERY/scenery"),a=t("SCENERY/display/SVGSelfDrawable"),A=t("SCENERY/display/drawables/TextStatefulDrawable"),o=!0,l=!n.ie&&!n.edge;return s.register("TextSVGDrawable",e),i(a,e,{updateSVGSelf:function(){var t=this.svgElement;if(this.dirtyFont&&(t.setAttribute("font-family",this.node._font.getFamily()),t.setAttribute("font-size",this.node._font.getSize()),t.setAttribute("font-style",this.node._font.getStyle()),t.setAttribute("font-weight",this.node._font.getWeight()),t.setAttribute("font-stretch",this.node._font.getStretch())),this.dirtyText&&(t.lastChild.nodeValue=this.node.renderedText),this.dirtyBounds&&l){"accurate"!==this.node._boundsMethod&&isFinite(this.node.selfBounds.width)?(this.hasLength||(this.hasLength=!0,t.setAttribute("lengthAdjust","spacingAndGlyphs")),t.setAttribute("textLength",this.node.selfBounds.width)):this.hasLength&&(this.hasLength=!1,t.removeAttribute("lengthAdjust"),t.removeAttribute("textLength"))}this.updateFillStrokeStyle(t)}}),A.mixInto(e),r.mixInto(e),e}),i("SCENERY/nodes/Text",["require","PHET_CORE/escapeHTML","PHET_CORE/extendDefined","SCENERY/util/Font","PHET_CORE/inherit","SCENERY/nodes/Node","SCENERY/nodes/Paintable","PHET_CORE/platform","SCENERY/display/Renderer","SCENERY/scenery","TANDEM/Tandem","SCENERY/util/TextBounds","SCENERY/display/drawables/TextCanvasDrawable","SCENERY/display/drawables/TextDOMDrawable","SCENERY/nodes/TextIO","SCENERY/display/drawables/TextSVGDrawable"],function(t){"use strict";function e(t,e){this._text="",this._font=r.DEFAULT,this._boundsMethod="hybrid",this._isHTML=void 0!==this._isHTML&&this._isHTML,this._cachedRenderedText=null,this.initializePaintable(),e=n({fill:"#000000",text:t,tandem:c.OPTIONAL,phetioType:p},e),this.textTandem=e.tandem,a.call(this,e),this.invalidateSupportedRenderers()}var i=t("PHET_CORE/escapeHTML"),n=t("PHET_CORE/extendDefined"),r=t("SCENERY/util/Font"),s=t("PHET_CORE/inherit"),a=t("SCENERY/nodes/Node"),A=t("SCENERY/nodes/Paintable"),o=t("PHET_CORE/platform"),l=t("SCENERY/display/Renderer"),u=t("SCENERY/scenery"),c=t("TANDEM/Tandem"),h=t("SCENERY/util/TextBounds"),d=t("SCENERY/display/drawables/TextCanvasDrawable"),g=t("SCENERY/display/drawables/TextDOMDrawable"),p=t("SCENERY/nodes/TextIO"),m=t("SCENERY/display/drawables/TextSVGDrawable"),f=-1!==window.navigator.userAgent.indexOf("like Gecko) Version/5")&&-1!==window.navigator.userAgent.indexOf("Safari/");u.register("Text",e),s(a,e,{_mutatorKeys:["boundsMethod","text","font","fontWeight","fontFamily","fontStretch","fontStyle","fontSize"].concat(a.prototype._mutatorKeys),drawableMarkFlags:a.prototype.drawableMarkFlags.concat(["text","font","bounds"]),setText:function(t){if((t=""+t)!==this._text){var e=this._text;this._text=t,this._cachedRenderedText=null;for(var i=this._drawables.length,n=0;n=1;i--){var n=t.children[i-1],r=t.children[i];r.dir&&n.dir===r.dir&&(n.children=n.children.concat(r.children),t.children.splice(i,1),e(n))}}function i(t){if("string"!=typeof t){for(var n=0;n=0;e--){var i=t.children[e];t.dir===i.dir&&Array.prototype.splice.apply(t.children,[e,1].concat(i.children))}}(t),e(t),t}}function n(t){if("string"==typeof t)return t;var e=t.children.map(n).join("");return t.dir?t.dir+e+"‬":e}for(var r={dir:null,children:[],parent:null},s=r,a=0;a=5&&(y=.4);var I=t?f:y*f,E=new o({opacity:C.opacity,children:[v.homeScreenIcon],scale:I/v.homeScreenIcon.height}),N=t?new r(E):new c(0,0,E.width,E.height,{stroke:C.showUnselectedHomeScreenIconFrame?l.SCREEN_ICON_FRAME:null,lineWidth:.7}),S=new o({opacity:C.opacity,children:[N,E]}),T=new d(v.name,{font:new u(t?42:18),fill:t?l.BUTTON_YELLOW:"gray",tandem:b.createTandem("text")});T.maxWidth=S.width,a.link(function(e){var i=e===s;N.setHighlighted&&N.setHighlighted(i),E.opacity=t||i?1:.5,T.fill=t||i?"white":"gray"}),m.call(this,{children:[S,T]});var V=new n({fireOnDown:!0,fire:t?function(){e.showHomeScreenProperty.value=!1,a.value=-1}:function(){e.screenIndexProperty.value=s},tandem:C.tandem.createTandem("inputListener")});this.addInputListener(V),this.addInputListener({click:function(){t&&V.fire(null)}}),this.addInputListener({focus:function(){!t&&V.fire(null)}}),this.addInputListener({focus:function(){a.value=s},blur:function(){a.value=-1}}),t||(this.highlightListener={over:function(t){a.value=s},out:function(t){a.value=-1}},this.addInputListener({over:function(t){t.pointer instanceof g&&(e.screenIndexProperty.value=s)}})),this.mouseArea=this.touchArea=h.bounds(this.bounds),this.disposeScreenButton=function(){a.unlink()},this.mutate(C)}var i=t("TANDEM/EventType"),n=t("SCENERY/listeners/FireListener"),r=t("JOIST/Frame"),s=t("PHET_CORE/inherit"),a=t("JOIST/joist"),A=t("PHET_CORE/merge"),o=t("SCENERY/nodes/Node"),l=t("SCENERY_PHET/PhetColorScheme"),u=t("SCENERY_PHET/PhetFont"),c=t("SCENERY/nodes/Rectangle"),h=t("KITE/Shape"),d=t("SCENERY/nodes/Text"),g=t("SCENERY/input/Touch"),p=t("DOT/Utils"),m=t("SCENERY/nodes/VBox"),f=140;return a.register("ScreenButton",e),s(m,e,{dispose:function(){this.disposeScreenButton(),m.prototype.dispose.call(this)}})}),i("SCENERY_PHET/accessibility/AccessibleSectionNode",["require","PHET_CORE/inherit","PHET_CORE/merge","SCENERY/nodes/Node","SCENERY_PHET/sceneryPhet"],function(t){"use strict";function e(t,e){e=n({containerTagName:"section",tagName:"div",labelContent:t,labelTagName:"h2"},e),r.call(this,e)}var i=t("PHET_CORE/inherit"),n=t("PHET_CORE/merge"),r=t("SCENERY/nodes/Node");return t("SCENERY_PHET/sceneryPhet").register("AccessibleSectionNode",e),i(r,e)}),i("SCENERY_PHET/SceneryPhetA11yStrings",["require","SCENERY_PHET/sceneryPhet"],function(t){"use strict";var e=t("SCENERY_PHET/sceneryPhet"),i={screenSummaryMultiScreenIntro:{value:"This is an interactive sim. It changes as you play with it. Each screen has a Play Area and Control Area."},screenSummarySingleScreenIntroPattern:{value:"{{sim}} is an interactive sim. It changes as you play with it. It has a Play Area and a Control Area."},screenSummaryKeyboardShortcutsHint:{value:"If needed, check out keyboard shortcuts under Sim Resources."},playArea:{value:"Play Area"},controlArea:{value:"Control Area"},soundToggleLabelString:{value:"Mute Sound"},resetAllLabelString:{value:"Reset All"},simSoundOnString:{value:"Sim sound on."},simSoundOffString:{value:"Sim sound off."},resetAllAlertString:{value:"Sim screen restarted. Everything reset."},keyboardHelpDialogTabDescription:{value:"Move to next item with Tab key."},keyboardHelpDialogShiftTabDescription:{value:"Move to previous item with Shift plus Tab key."},keyboardHelpDialogPressButtonsDescription:{value:"Press buttons with Space key."},keyboardHelpDialogGroupNavigationDescription:{value:"Move between items in a group with Left and Right arrow keys or Up and Down Arrow keys."},keyboardHelpDialogExitDialogDescription:{value:"Exit a dialog with Escape key."},toggleCheckboxesDescription:{value:"Toggle checkboxes with Space key."},keyboardHelpDialogAdjustDefaultStepsString:{value:"Adjust slider with Left and Right arrow keys, or Up and Down arrow keys."},keyboardHelpDialogAdjustSmallerStepsString:{value:"Adjust in smaller steps with Shift plus Left or Right arrow key, or Shift plus Up or Down arrow key."},keyboardHelpDialogAdjustLargerStepsString:{value:"Adjust in larger steps with Page Up or Page Down key."},keyboardHelpDialogJumpToHomeString:{value:"Jump to minimum with Home key."},keyboardHelpDialogJumpToEndString:{value:"Jump to maximum with End key."},playString:{value:"Play"},pauseString:{value:"Pause"},stepString:{value:"Step"},timeControlDescription:{value:"Pause, play, or step forward in time while paused."},down:{value:"down"},left:{value:"left"},right:{value:"right"},up:{value:"up"},upAndToTheRight:{value:"up and to the right"},upAndToTheLeft:{value:"up and to the left"},downAndToTheRight:{value:"down and to the right"},downAndToTheLeft:{value:"down and to the left"},leftBorderAlert:{value:"At left edge"},rightBorderAlert:{value:"At right edge"},topBorderAlert:{value:"At top"},bottomBorderAlert:{value:"At bottom"},grabPattern:{value:"Grab {{objectToGrab}}"},movable:{value:"movable"},defaultObjectToGrab:{value:"Object"},released:{value:"Released."},grabOrReleaseDescriptionPattern:{value:"Grab or release {{thing}} with Space or Enter keys."},gestureHelpTextPattern:{value:"Double tap and hold to drag {{objectToGrab}}. 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s.register("HomeScreenView",e),r(h,e,{focusHighlightedScreenButton:function(){this.highlightedScreenButton.focus()}},{TITLE_FONT_FAMILY:C,LAYOUT_BOUNDS:b})}),i("JOIST/Screen",["require","AXON/BooleanProperty","DOT/Dimension2","PHET_CORE/inherit","JOIST/joist","JOIST/JoistA11yStrings","PHET_CORE/merge","SCENERY/nodes/Path","AXON/Property","SCENERY/nodes/Rectangle","KITE/Shape","PHETCOMMON/util/StringUtils","TANDEM/Tandem"],function(t){"use strict";function e(t,e,n){(n=A({name:null,backgroundColorProperty:new l("white"),homeScreenIcon:null,showUnselectedHomeScreenIconFrame:!1,navigationBarIcon:null,showScreenIconFrameForNavigationBarFill:null,maxDT:.5,tandem:d.REQUIRED,descriptionContent:null},n)).homeScreenIcon||(n.homeScreenIcon=new 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i=h.fillIn(g,{name:this.name});this._view.labelContent=h.fillIn(p,{screenName:i,simName:t})}this._view.setScreenSummaryIntroString(t,e)}},initializeModelAndView:function(){this.initializeModel(),this.initializeView()}},{MINIMUM_HOME_SCREEN_ICON_SIZE:f,HOME_SCREEN_ICON_ASPECT_RATIO:v,MINIMUM_NAVBAR_ICON_SIZE:b})}),i("JOIST/HomeScreen",["require","JOIST/HomeScreenView","PHET_CORE/inherit","JOIST/joist","PHET_CORE/merge","AXON/Property","JOIST/Screen"],function(t){"use strict";function e(t,e,n){(n=s({backgroundColorProperty:new a(o)},n)).tandem=e,A.call(this,function(){return{}},function(){return new i(t,e.createTandem("view"),_.pick(n,["warningNode"]))},n)}var i=t("JOIST/HomeScreenView"),n=t("PHET_CORE/inherit"),r=t("JOIST/joist"),s=t("PHET_CORE/merge"),a=t("AXON/Property"),A=t("JOIST/Screen"),o="black";return r.register("HomeScreen",e),n(A,e,{},{BACKGROUND_COLOR:o})}),i("DOT/Random",["require","DOT/dot","PHET_CORE/inherit","PHET_CORE/merge","DOT/Utils"],function(t){"use strict";function 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r.register("InputFuzzer",e),i(Object,e,{fuzzEvents:function(t,e,i,n){for(;this.random.nextDouble()<1-1/(t+1);){var r=this.touches.length+(this.isMouseDown?1:0)=this.windowSize},updateRunningAverage:function(t){return this.numSamples=Math.min(this.windowSize,this.numSamples+1),this.total-=this.samples[this.sampleIndex],this.total+=t,this.samples[this.sampleIndex]=t,this.sampleIndex=(this.sampleIndex+1)%this.windowSize,this.getRunningAverage()}})}),i("JOIST/MemoryMonitor",["require","JOIST/joist","PHET_CORE/merge","DOT/RunningAverage"],function(t){"use strict";var e=t("JOIST/joist"),i=t("PHET_CORE/merge"),n=t("DOT/RunningAverage"),r=1048576,s=!1,a=function(){function t(e){_classCallCheck(this,t),e=i({windowSize:2e3,memoryLimit:phet.chipper.queryParameters.memoryLimit},e),this.memoryLimit=e.memoryLimit*r,this.runningAverage=new n(e.windowSize),this.lastMemory=0}return _createClass(t,[{key:"measure",value:function(){if(window.performance&&window.performance.memory&&window.performance.memory.usedJSHeapSize){var e=window.performance.memory.usedJSHeapSize;this.lastMemory=e;var i=this.runningAverage.updateRunningAverage(e);if(this.memoryLimit&&this.runningAverage.isSaturated()&&!s&&i>this.memoryLimit&&e>.5*this.memoryLimit)throw s=!0,new Error("Average memory used ("+t.memoryString(i)+") is above our memoryLimit ("+t.memoryString(this.memoryLimit)+"). 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t.context.drawImage(e._image,0,0);n&&t.context.restore()}},markDirtyImage:function(){this.markPaintDirty()},markDirtyMipmap:function(){this.markPaintDirty()},markDirtyImageOpacity:function(){this.markPaintDirty()}}),r.mixInto(e),e}),i("SCENERY/display/drawables/ImageStatefulDrawable",["require","PHET_CORE/inheritance","SCENERY/scenery","SCENERY/display/SelfDrawable"],function(t){"use strict";t("PHET_CORE/inheritance");var e=t("SCENERY/scenery"),i=(t("SCENERY/display/SelfDrawable"),{mixInto:function(t){var e=t.prototype;e.initializeState=function(t,e){return this.paintDirty=!0,this.dirtyImage=!0,this.dirtyImageOpacity=!0,this.dirtyMipmap=!0,this},e.disposeState=function(){},e.markPaintDirty=function(){this.paintDirty=!0,this.markDirty()},e.markDirtyImage=function(){this.dirtyImage=!0,this.markPaintDirty()},e.markDirtyImageOpacity=function(){this.dirtyImageOpacity=!0,this.markPaintDirty()},e.markDirtyMipmap=function(){this.dirtyMipmap=!0,this.markPaintDirty()},e.setToCleanState=function(){this.paintDirty=!1,this.dirtyImage=!1,this.dirtyImageOpacity=!1,this.dirtyMipmap=!1}}});return e.register("ImageStatefulDrawable",i),i}),i("SCENERY/display/drawables/ImageDOMDrawable",["require","SCENERY/display/DOMSelfDrawable","SCENERY/display/drawables/ImageStatefulDrawable","PHET_CORE/inherit","PHET_CORE/Poolable","SCENERY/scenery","SCENERY/util/Utils"],function(t){"use strict";function e(t,e){this.initializeDOMSelfDrawable(t,e),this.initializeState(t,e),this.domElement||(this.domElement=document.createElement("img"),this.domElement.style.display="block",this.domElement.style.position="absolute",this.domElement.style.pointerEvents="none",this.domElement.style.left="0",this.domElement.style.top="0"),this.hasOpacity=!1,a.Utils.prepareForTransform(this.domElement,this.forceAcceleration)}var i=t("SCENERY/display/DOMSelfDrawable"),n=t("SCENERY/display/drawables/ImageStatefulDrawable"),r=t("PHET_CORE/inherit"),s=t("PHET_CORE/Poolable"),a=t("SCENERY/scenery");t("SCENERY/util/Utils");return a.register("ImageDOMDrawable",e),r(i,e,{updateDOM:function(){var t=this.node,e=this.domElement;this.paintDirty&&this.dirtyImage&&(e.src=t._image?t._image.src:"//:0"),this.dirtyImageOpacity&&(1===t._imageOpacity?this.hasOpacity&&(this.hasOpacity=!1,e.style.opacity=""):(this.hasOpacity=!0,e.style.opacity=t._imageOpacity)),this.transformDirty&&a.Utils.applyPreparedTransform(this.getTransformMatrix(),this.domElement,this.forceAcceleration),this.setToCleanState(),this.transformDirty=!1},dispose:function(){this.disposeState(),i.prototype.dispose.call(this)}}),n.mixInto(e),s.mixInto(e),e}),i("SCENERY/display/drawables/ImageSVGDrawable",["require","SCENERY/display/drawables/ImageStatefulDrawable","PHET_CORE/inherit","PHET_CORE/platform","PHET_CORE/Poolable","SCENERY/scenery","SCENERY/display/SVGSelfDrawable"],function(t){"use strict";function e(t,e){this.initializeSVGSelfDrawable(t,e,!1,o);var i=this;this.svgElement=this.svgElement||document.createElementNS(a.svgns,"image"),this.svgElement.setAttribute("x",0),this.svgElement.setAttribute("y",0),this.hasOpacity=!1,this._usingMipmap=!1,this._mipmapLevel=-1,this._mipmapTransformListener=this._mipmapTransformListener||function(){i.markDirtyMipmap()},this._mipmapListener=this._mipmapListener||function(){i.markDirtyMipmap(),i.updateMipmapStatus(i.node._mipmap)},this.node.onStatic("mipmap",this._mipmapListener),this.updateMipmapStatus(e.node._mipmap)}var i=t("SCENERY/display/drawables/ImageStatefulDrawable"),n=t("PHET_CORE/inherit"),r=t("PHET_CORE/platform"),s=t("PHET_CORE/Poolable"),a=t("SCENERY/scenery"),A=t("SCENERY/display/SVGSelfDrawable"),o=!0;return a.register("ImageSVGDrawable",e),n(A,e,{updateSVGSelf:function(){var t=this.svgElement;this.dirtyImage?this.node._image?this.updateURL(t,!0):(t.setAttribute("width","0"),t.setAttribute("height","0"),t.setAttributeNS(a.xlinkns,"xlink:href","//:0")):this.dirtyMipmap&&this.node._image&&this.updateURL(t,!1),this.dirtyImageOpacity&&(1===this.node._imageOpacity?this.hasOpacity&&(this.hasOpacity=!1,t.removeAttribute("opacity")):(this.hasOpacity=!0,t.setAttribute("opacity",this.node._imageOpacity)))},updateURL:function(t,e){var i=-1;if(this.node._mipmap&&(i=this.node.getMipmapLevel(this.instance.relativeTransform.matrix)),e||i!==this._mipmapLevel)if(this._mipmapLevel>=0&&-1===i&&(r.ie9||r.ie10?t.setAttribute("transform",""):t.removeAttribute("transform")),this._mipmapLevel=i,this.node._mipmap&&this.node.hasMipmaps()){var n=this.node.getMipmapURL(i),s=this.node.getMipmapCanvas(i);t.setAttribute("width",s.width+"px"),t.setAttribute("height",s.height+"px"),t.setAttribute("transform","scale("+Math.pow(2,i).toFixed(20)+")"),t.setAttributeNS(a.xlinkns,"xlink:href",n)}else t.setAttribute("width",this.node.getImageWidth()+"px"),t.setAttribute("height",this.node.getImageHeight()+"px"),t.setAttributeNS(a.xlinkns,"xlink:href",this.node.getImageURL())},updateMipmapStatus:function(t){this._usingMipmap!==t&&(this._usingMipmap=t,t?(this.instance.relativeTransform.addListener(this._mipmapTransformListener),this.instance.relativeTransform.addPrecompute()):(this.instance.relativeTransform.removeListener(this._mipmapTransformListener),this.instance.relativeTransform.removePrecompute()),this.markDirtyMipmap())},dispose:function(){this.updateMipmapStatus(!1),this.node.offStatic("mipmap",this._mipmapListener),A.prototype.dispose.call(this)}}),i.mixInto(e),s.mixInto(e),e}),i("SCENERY/display/drawables/ImageWebGLDrawable",["require","SCENERY/display/drawables/ImageStatefulDrawable","PHET_CORE/inherit","PHET_CORE/Poolable","SCENERY/display/Renderer","SCENERY/scenery","DOT/Vector2","SCENERY/display/WebGLSelfDrawable"],function(t){"use strict";function e(t,e){this.initializeWebGLSelfDrawable(t,e),this.vertexArray||(this.vertexArray=new Float32Array(6*l)),this.upperLeft=new A(0,0),this.lowerLeft=new A(0,0),this.upperRight=new A(0,0),this.lowerRight=new A(0,0),this.xyDirty=!0,this.uvDirty=!0,this.updatedOnce=!1,this.sprite=null}var i=t("SCENERY/display/drawables/ImageStatefulDrawable"),n=t("PHET_CORE/inherit"),r=t("PHET_CORE/Poolable"),s=t("SCENERY/display/Renderer"),a=t("SCENERY/scenery"),A=t("DOT/Vector2"),o=t("SCENERY/display/WebGLSelfDrawable"),l=5,u=0*l,c=1*l,h=2*l,d=3*l,g=4*l,p=5*l;return a.register("ImageWebGLDrawable",e),n(o,e,{webglRenderer:s.webglTexturedTriangles,onAddToBlock:function(t){this.webglBlock=t,this.markDirty(),this.reserveSprite()},onRemoveFromBlock:function(t){this.unreserveSprite()},reserveSprite:function(){if(this.sprite){if(this.sprite.image===this.node._image)return;this.unreserveSprite()}var t=this.node.getImageWidth(),e=this.node.getImageHeight();this.sprite=t>0&&e>0?this.webglBlock.addSpriteSheetImage(this.node._image,t,e):null,this.xyDirty=!0,this.uvDirty=!0},unreserveSprite:function(){this.sprite&&this.webglBlock.removeSpriteSheetImage(this.sprite),this.sprite=null},markTransformDirty:function(){this.xyDirty=!0,o.prototype.markTransformDirty.call(this)},markPaintDirty:function(){this.xyDirty=!0,this.uvDirty=!0,this.markDirty()},update:function(){if(!o.prototype.update.call(this))return!1;if(this.reserveSprite(),!this.dirtyImageOpacity&&this.updatedOnce||(this.vertexArray[u+4]=this.node._imageOpacity,this.vertexArray[c+4]=this.node._imageOpacity,this.vertexArray[h+4]=this.node._imageOpacity,this.vertexArray[d+4]=this.node._imageOpacity,this.vertexArray[g+4]=this.node._imageOpacity,this.vertexArray[p+4]=this.node._imageOpacity),this.updatedOnce=!0,!this.sprite)return!1;if(this.uvDirty){this.uvDirty=!1;var t=this.sprite.uvBounds;this.vertexArray[u+2]=t.minX,this.vertexArray[u+3]=t.minY,this.vertexArray[c+2]=t.minX,this.vertexArray[c+3]=t.maxY,this.vertexArray[h+2]=t.maxX,this.vertexArray[h+3]=t.minY,this.vertexArray[d+2]=t.maxX,this.vertexArray[d+3]=t.minY,this.vertexArray[g+2]=t.minX,this.vertexArray[g+3]=t.maxY,this.vertexArray[p+2]=t.maxX,this.vertexArray[p+3]=t.maxY}if(this.xyDirty){this.xyDirty=!1;var e=this.node.getImageWidth(),i=this.node.getImageHeight(),n=this.instance.relativeTransform.matrix;n.multiplyVector2(this.upperLeft.setXY(0,0)),n.multiplyVector2(this.lowerLeft.setXY(0,i)),n.multiplyVector2(this.upperRight.setXY(e,0)),n.multiplyVector2(this.lowerRight.setXY(e,i)),this.vertexArray[u+0]=this.upperLeft.x,this.vertexArray[u+1]=this.upperLeft.y,this.vertexArray[c+0]=this.lowerLeft.x,this.vertexArray[c+1]=this.lowerLeft.y,this.vertexArray[h+0]=this.upperRight.x,this.vertexArray[h+1]=this.upperRight.y,this.vertexArray[d+0]=this.upperRight.x,this.vertexArray[d+1]=this.upperRight.y,this.vertexArray[g+0]=this.lowerLeft.x,this.vertexArray[g+1]=this.lowerLeft.y,this.vertexArray[p+0]=this.lowerRight.x,this.vertexArray[p+1]=this.lowerRight.y}return!0},dispose:function(){o.prototype.dispose.call(this)}}),i.mixInto(e),r.mixInto(e),e}),i("SCENERY/nodes/Image",["require","DOT/Bounds2","PHET_CORE/cleanArray","PHET_CORE/extendDefined","SCENERY/display/drawables/ImageCanvasDrawable","SCENERY/display/drawables/ImageDOMDrawable","SCENERY/display/drawables/ImageSVGDrawable","SCENERY/display/drawables/ImageWebGLDrawable","PHET_CORE/inherit","PHET_CORE/merge","SCENERY/nodes/Node","SCENERY/display/Renderer","SCENERY/scenery","SCENERY/util/SpriteSheet","DOT/Utils"],function(t){"use strict";function e(t,e){this._initialWidth=f.initialWidth,this._initialHeight=f.initialHeight,this._imageOpacity=f.imageOpacity,this._mipmap=f.mipmap,this._mipmapBias=f.mipmapBias,this._mipmapInitialLevel=f.mipmapInitialLevel,this._mipmapMaxLevel=f.mipmapMaxLevel,this._mipmapCanvases=[],this._mipmapURLs=[],this._mipmapData=null,this._imageLoadListener=this.onImageLoad.bind(this),this._imageLoadListenerAttached=!1,e=r({image:t},e),c.call(this,e),this.invalidateSupportedRenderers()}var i=t("DOT/Bounds2"),n=t("PHET_CORE/cleanArray"),r=t("PHET_CORE/extendDefined"),s=t("SCENERY/display/drawables/ImageCanvasDrawable"),a=t("SCENERY/display/drawables/ImageDOMDrawable"),A=t("SCENERY/display/drawables/ImageSVGDrawable"),o=t("SCENERY/display/drawables/ImageWebGLDrawable"),l=t("PHET_CORE/inherit"),u=t("PHET_CORE/merge"),c=t("SCENERY/nodes/Node"),h=t("SCENERY/display/Renderer"),d=t("SCENERY/scenery"),g=t("SCENERY/util/SpriteSheet"),p=t("DOT/Utils"),m=Math.log2||function(t){return Math.log(t)/Math.LN2},f={imageOpacity:1,initialWidth:0,initialHeight:0,mipmap:!1,mipmapBias:0,mipmapInitialLevel:4,mipmapMaxLevel:5};return d.register("Image",e),l(c,e,{_mutatorKeys:["image","imageOpacity","initialWidth","initialHeight","mipmap","mipmapBias","mipmapInitialLevel","mipmapMaxLevel"].concat(c.prototype._mutatorKeys),drawableMarkFlags:c.prototype.drawableMarkFlags.concat(["image","imageOpacity","mipmap"]),setImage:function(t){var e=this._image!==t;if(e&&"string"==typeof t&&(this._image&&t===this._image.src&&(e=!1),t===this._mipmapData&&(e=!1)),e){if(this._initialWidth=0,this._initialHeight=0,this._image&&this._imageLoadListenerAttached&&this.detachImageLoadListener(),this._mipmapData=null,"string"==typeof t){var i=t;(t=document.createElement("img")).src=i}else Array.isArray(t)&&(this._mipmapData=t,t=t[0].img,this._mipmapInitialLevel=this._mipmapMaxLevel=this._mipmapData.length,this._mipmap=!0);this._image=t,!(this._image instanceof HTMLImageElement)||this._image.width&&this._image.height||this.attachImageLoadListener(),this.invalidateImage()}return this},set image(t){this.setImage(t)},getImage:function(){return this._image},get image(){return this.getImage()},invalidateImage:function(){this._image?this.invalidateSelf(new i(0,0,this.getImageWidth(),this.getImageHeight())):this.invalidateSelf(i.NOTHING);for(var t=this._drawables.length,e=0;e2){var i=document.createElement("canvas");if(i.width=Math.ceil(e.width/2),i.height=Math.ceil(e.height/2),i.width>0&&i.height>0){var n=i.getContext("2d");n.scale(.5,.5),n.drawImage(e,0,0),this._mipmapCanvases.push(i),this._mipmapURLs.push(i.toDataURL())}}},invalidateMipmaps:function(){if(n(this._mipmapCanvases),n(this._mipmapURLs),this._image&&this._mipmap)if(this._mipmapData)for(var t=0;t=1)return 0;var i=m(1/e);if((i=p.roundSymmetric(i+this._mipmapBias-.7))<0&&(i=0),i>this._mipmapMaxLevel&&(i=this._mipmapMaxLevel),this.mipmap&&!this._mipmapCanvases[i]){for(var n=this._mipmapCanvases.length-1;++n<=i;)this.constructNextMipmap();return Math.min(i,this._mipmapCanvases.length-1)}return i},getMipmapCanvas:function(t){return this._mipmapData&&this._mipmapData[t]&&this._mipmapData[t].updateCanvas&&this._mipmapData[t].updateCanvas(),this._mipmapCanvases[t]},getMipmapURL:function(t){return this._mipmapURLs[t]},hasMipmaps:function(){return this._mipmapCanvases.length>0},getImageWidth:function(){var t=this._mipmapData?this._mipmapData[0].width:this._image.naturalWidth||this._image.width;return 0===t?this._initialWidth:t},get imageWidth(){return this.getImageWidth()},getImageHeight:function(){var t=this._mipmapData?this._mipmapData[0].height:this._image.naturalHeight||this._image.height;return 0===t?this._initialHeight:t},get imageHeight(){return this.getImageHeight()},getImageURL:function(){return this._image.src},isPainted:function(){return!0},canvasPaintSelf:function(t,e){s.prototype.paintCanvas(t,this,e)},createDOMDrawable:function(t,e){return a.createFromPool(t,e)},createSVGDrawable:function(t,e){return A.createFromPool(t,e)},createCanvasDrawable:function(t,e){return s.createFromPool(t,e)},createWebGLDrawable:function(t,e){return o.createFromPool(t,e)},attachImageLoadListener:function(){this.isDisposed||(this._image.addEventListener("load",this._imageLoadListener),this._imageLoadListenerAttached=!0)},detachImageLoadListener:function(){this._image.removeEventListener("load",this._imageLoadListener),this._imageLoadListenerAttached=!1},onImageLoad:function(){this.invalidateImage(),this.detachImageLoadListener()},dispose:function(){this._image&&this._imageLoadListenerAttached&&this.detachImageLoadListener(),c.prototype.dispose.call(this)}}),e.createSVGImage=function(t,e,i){var n=document.createElementNS(d.svgns,"image");return n.setAttribute("x",0),n.setAttribute("y",0),n.setAttribute("width",e+"px"),n.setAttribute("height",i+"px"),n.setAttributeNS(d.xlinkns,"xlink:href",t),n},e.createFastMipmapFromCanvas=function(t){var e=[],i=t.toDataURL(),n=new window.Image;n.src=i,e.push({img:n,url:i,width:t.width,height:t.height,canvas:t});for(var r=t;r.width>=2&&r.height>=2;){var s={},a=document.createElement("canvas");a.width=s.width=Math.ceil(r.width/2),a.height=s.height=Math.ceil(r.height/2);var A=a.getContext("2d");A.setTransform(.5,0,0,.5,0,0),A.drawImage(r,0,0),s.canvas=a,s.url=a.toDataURL(),s.img=new window.Image,s.img.src=s.url,r=a,e.push(s)}return e},e.DEFAULT_OPTIONS=u({},c.DEFAULT_OPTIONS,f),e}),i("SUN/buttons/ButtonInteractionState",["require","SUN/sun"],function(t){"use strict";var e={IDLE:"IDLE",OVER:"OVER",PRESSED:"PRESSED",DISABLED:"DISABLED",DISABLED_PRESSED:"DISABLED_PRESSED"};return t("SUN/sun").register("ButtonInteractionState",e),e}),i("JOIST/HighlightNode",["require","SCENERY/util/Color","SCENERY/nodes/HBox","PHET_CORE/inherit","JOIST/joist","SCENERY/util/LinearGradient","PHET_CORE/merge","SCENERY/nodes/Rectangle"],function(t){"use strict";function e(t,e,r){var s=(r=A({fill:"white",highlightWidth:1,pickable:!1},r)).fill,l=i.toColor(s).withAlpha(0),u={fill:new a(0,0,0,e).addColorStop(0,l).addColorStop(.5,s).addColorStop(1,l)},c=new o(0,0,r.highlightWidth,e,u),h=new o(0,0,r.highlightWidth,e,u);r.children=[c,h],r.spacing=t,n.call(this,r)}var i=t("SCENERY/util/Color"),n=t("SCENERY/nodes/HBox"),r=t("PHET_CORE/inherit"),s=t("JOIST/joist"),a=t("SCENERY/util/LinearGradient"),A=t("PHET_CORE/merge"),o=t("SCENERY/nodes/Rectangle");return s.register("HighlightNode",e),r(n,e)}),i("SUN/buttons/PushButtonInteractionStateProperty",["require","SUN/buttons/ButtonInteractionState","AXON/DerivedProperty","SUN/sun"],function(t){"use strict";var e=t("SUN/buttons/ButtonInteractionState"),i=t("AXON/DerivedProperty"),n=t("SUN/sun"),r=function(t){function n(t,i){return _classCallCheck(this,n),_possibleConstructorReturn(this,(n.__proto__||Object.getPrototypeOf(n)).call(this,[t.overProperty,t.looksPressedProperty,t.enabledProperty],function(t,i,n){return n?t&&!i?e.OVER:t&&i?e.PRESSED:e.IDLE:e.DISABLED},i))}return _inherits(n,i),n}();return n.register("PushButtonInteractionStateProperty",r)}),i("SUN/buttons/ButtonModel",["require","AXON/BooleanProperty","AXON/Emitter","PHET_CORE/inherit","PHET_CORE/merge","TANDEM/PhetioObject","SCENERY/listeners/PressListener","AXON/Property","SUN/sun","TANDEM/Tandem"],function(t){"use strict";function e(t){var e=this;(t=s({startCallback:_.noop,endCallback:_.noop,enabled:!0,enabledPropertyOptions:null,tandem:u.REQUIRED,phetioState:a.DEFAULT_OPTIONS.phetioState,phetioReadOnly:a.DEFAULT_OPTIONS.phetioReadOnly,phetioFeatured:a.DEFAULT_OPTIONS.phetioFeatured},t))&&t.enabledPropertyOptions&&!1&&(!1)(void 0===t.enabledPropertyOptions.tandem,"ButtonModel supplies its own tandem to its enabledProperty"),t.enabledPropertyOptions=s({tandem:t.tandem.createTandem("enabledProperty"),phetioState:t.phetioState,phetioReadOnly:t.phetioReadOnly,phetioDocumentation:"When disabled, the button is grayed out and cannot be pressed",phetioFeatured:!0},t.enabledPropertyOptions),this.overProperty=new i(!1),this.downProperty=new i(!1,{reentrant:!0}),this.a11yClickingProperty=new i(!1),this.looksPressedProperty=new i(!1),this.enabledProperty=new i(t.enabled,t.enabledPropertyOptions),this.produceSoundEmitter=new n,this.interrupted=!1,this.listeners=[],this.looksPressedMultilink=null,this.downProperty.lazyLink(function(i){i?t.startCallback():t.endCallback(e.overProperty.get())}),this.enabledProperty.link(function(t){if(!t)for(var i=0;i1e-5&&(this._content[t]=n)},updateLayout:function(){if(!this._layoutLock){if(this._layoutLock=!0,null!==this._alignBounds)this.localBounds=this._alignBounds;else{var t=this._leftMargin+this._content.width+this._rightMargin,e=this._topMargin+this._content.height+this._bottomMargin;this.localBounds=new i(0,0,t,e)}this._content.localBounds.isEmpty()||("center"===this._xAlign?this.updateProperty("centerX",(this.leftMargin-this.rightMargin)/2):"left"===this._xAlign?this.updateProperty("left",this._leftMargin):"right"===this._xAlign&&this.updateProperty("right",-this._rightMargin),"center"===this._yAlign?this.updateProperty("centerY",(this.topMargin-this.bottomMargin)/2):"top"===this._yAlign?this.updateProperty("top",this._topMargin):"bottom"===this._yAlign&&this.updateProperty("bottom",-this._bottomMargin)),this._layoutLock=!1}},dispose:function(){this._content.off("bounds",this._contentBoundsListener),this.group=null,s.prototype.dispose.call(this)}}),e}),i("SUN/Panel",["require","PHET_CORE/inherit","PHET_CORE/merge","SCENERY/nodes/Node","SCENERY/nodes/Rectangle","SUN/sun","TANDEM/Tandem"],function(t){"use strict";function e(t,e){e=n({},A,e),r.call(this);var i=new s(0,0,1,1,{lineWidth:e.lineWidth,pickable:e.backgroundPickable,lineDash:e.lineDash,cornerRadius:e.cornerRadius});this.background=i,this.setStroke(e.stroke),this.setFill(e.fill),this.addChild(i),this.addChild(t);var a=!1,o=function(){if(!a&&(i.visible=t.bounds.isValid(),i.visible)){a=!0;var n=Math.max(e.minWidth,t.width+2*e.xMargin);i.setRect(0,0,n,t.height+2*e.yMargin),"center"===e.align?t.center=i.center:"left"===e.align?(t.left=i.centerX-n/2+e.xMargin,t.centerY=i.centerY):(t.right=i.centerX+n/2-e.xMargin,t.centerY=i.centerY),a=!1}};e.resize&&t.on("bounds",o),o(),this.disposePanel=function(){e.resize&&t.off("bounds",o)},this.mutate(e)}var i=t("PHET_CORE/inherit"),n=t("PHET_CORE/merge"),r=t("SCENERY/nodes/Node"),s=t("SCENERY/nodes/Rectangle"),a=t("SUN/sun"),A={fill:"white",stroke:"black",lineWidth:1,xMargin:5,yMargin:5,cornerRadius:10,resize:!0,backgroundPickable:!1,align:"left",minWidth:0,tandem:t("TANDEM/Tandem").OPTIONAL};return a.register("Panel",e),i(r,e,{dispose:function(){this.disposePanel(),r.prototype.dispose.call(this)},setStroke:function(t){this.background.stroke=t},getStroke:function(){return this.background.stroke},set stroke(t){this.setStroke(t)},get stroke(){return this.getStroke()},setFill:function(t){this.background.fill=t},getFill:function(){return this.background.fill},set fill(t){this.setFill(t)},get fill(){return this.getFill()}},{DEFAULT_OPTIONS:A}),e}),i("SUN/ColorConstants",["require","SCENERY/util/Color","PHET_CORE/inherit","SUN/sun"],function(t){"use strict";function e(){}var i=t("SCENERY/util/Color"),n=t("PHET_CORE/inherit");return t("SUN/sun").register("ColorConstants",e),n(Object,e,{},{LIGHT_BLUE:new i(153,206,255),LIGHT_GRAY:new i(220,220,220)})}),i("SCENERY/util/PaintColorProperty",["require","PHET_CORE/merge","SCENERY/util/PaintDef","SCENERY/display/PaintObserver","AXON/Property","SCENERY/scenery"],function(t){"use strict";var e=t("PHET_CORE/merge"),i=t("SCENERY/util/PaintDef"),n=t("SCENERY/display/PaintObserver"),r=t("AXON/Property"),s=t("SCENERY/scenery"),a=function(t){function s(t,r){_classCallCheck(this,s);var a=i.toColor(t);r=e({luminanceFactor:0,useDeepEquality:!0},r);var A=_possibleConstructorReturn(this,(s.__proto__||Object.getPrototypeOf(s)).call(this,a,r));return A._paint=null,A._luminanceFactor=r.luminanceFactor,A._changeListener=A.invalidatePaint.bind(A),A._paintObserver=new n(A._changeListener),A.setPaint(t),A}return _inherits(s,r),_createClass(s,[{key:"setPaint",value:function(t){this._paint=t,this._paintObserver.setPrimary(t)}},{key:"getPaint",value:function(){return this._paint}},{key:"setLuminanceFactor",value:function(t){this.luminanceFactor!==t&&(this._luminanceFactor=t,this.invalidatePaint())}},{key:"getLuminanceFactor",value:function(){return this._luminanceFactor}},{key:"invalidatePaint",value:function(){this.value=i.toColor(this._paint).colorUtilsBrightness(this._luminanceFactor)}},{key:"dispose",value:function(){this.paint=null,_get(s.prototype.__proto__||Object.getPrototypeOf(s.prototype),"dispose",this).call(this)}},{key:"paint",set:function(t){this.setPaint(t)},get:function(){return this.getPaint()}},{key:"luminanceFactor",set:function(t){this.setLuminanceFactor(t)},get:function(){return this.getLuminanceFactor()}}]),s}();return s.register("PaintColorProperty",a)}),i("SUN/buttons/RectangularButtonView",["require","SCENERY/nodes/AlignBox","DOT/Bounds2","SUN/buttons/ButtonInteractionState","SCENERY/util/Color","SUN/ColorConstants","AXON/DerivedProperty","PHET_CORE/inherit","SCENERY/util/LinearGradient","PHET_CORE/merge","SCENERY/nodes/Node","SCENERY/util/PaintColorProperty","SCENERY/nodes/Path","TANDEM/PhetioObject","KITE/Shape","SUN/sun","TANDEM/Tandem"],function(t){"use strict";function e(t,a,o){function l(t){V.cursor=t===s.DISABLED||t===s.DISABLED_PRESSED?null:"pointer"}(o=c({content:null,minWidth:v+y,minHeight:C+y,cursor:"pointer",baseColor:I,disabledBaseColor:A.LIGHT_GRAY,xMargin:8,yMargin:5,fireOnDown:!1,touchAreaXDilation:0,touchAreaYDilation:0,mouseAreaXDilation:0,mouseAreaYDilation:0,touchAreaXShift:0,touchAreaYShift:0,mouseAreaXShift:0,mouseAreaYShift:0,stroke:void 0,lineWidth:.5,xAlign:"center",yAlign:"center",cornerRadius:4,leftTopCornerRadius:null,rightTopCornerRadius:null,leftBottomCornerRadius:null,rightBottomCornerRadius:null,buttonAppearanceStrategy:e.ThreeDAppearanceStrategy,contentAppearanceStrategy:e.FadeContentWhenDisabled,listenerOptions:null,tagName:"button",tandem:b.OPTIONAL},o)).listenerOptions=c({tandem:o.tandem.createTandem("pressListener"),accessibleClick:o.accessibleClick},o.listenerOptions),p.mergePhetioComponentOptions({visibleProperty:{phetioFeatured:!0}},o),this.buttonModel=t,h.call(this);var u=o.content;this._pressListener=t.createListener(o.listenerOptions),this.addInputListener(this._pressListener),this.baseColorProperty=new d(o.baseColor);var m=Math.max(u?u.width+2*o.xMargin:0,o.minWidth),f=Math.max(u?u.height+2*o.yMargin:0,o.minHeight),E=new g(i(m,f,o),{fill:o.baseColor,lineWidth:o.lineWidth});if(this.addChild(E),u){u&&(u.pickable=!1);var N=new n(u,{alignBounds:new r(o.xMargin,o.yMargin,E.width-o.xMargin,f-o.yMargin),xAlign:o.xAlign,yAlign:o.yAlign});this.addChild(N)}var S=new o.buttonAppearanceStrategy(E,a,this.baseColorProperty,o),T=new o.contentAppearanceStrategy(u,a,o),V=this;a.link(l),this.touchArea=E.localBounds.dilatedXY(o.touchAreaXDilation,o.touchAreaYDilation).shifted(o.touchAreaXShift,o.touchAreaYShift),this.mouseArea=E.localBounds.dilatedXY(o.mouseAreaXDilation,o.mouseAreaYDilation).shifted(o.mouseAreaXShift,o.mouseAreaYShift),this.mutate(o),this.disposeRectangularButtonView=function(){S.dispose(),T.dispose(),this.baseColorProperty.dispose(),this._pressListener.dispose(),a.hasListener(l)&&a.unlink(l),u&&N.dispose()}}function i(t,e,i){return m.roundedRectangleWithRadii(0,0,t,e,{topLeft:null!==i.leftTopCornerRadius?i.leftTopCornerRadius:i.cornerRadius,topRight:null!==i.rightTopCornerRadius?i.rightTopCornerRadius:i.cornerRadius,bottomLeft:null!==i.leftBottomCornerRadius?i.leftBottomCornerRadius:i.cornerRadius,bottomRight:null!==i.rightBottomCornerRadius?i.rightBottomCornerRadius:i.cornerRadius})}var n=t("SCENERY/nodes/AlignBox"),r=t("DOT/Bounds2"),s=t("SUN/buttons/ButtonInteractionState"),a=t("SCENERY/util/Color"),A=t("SUN/ColorConstants"),o=t("AXON/DerivedProperty"),l=t("PHET_CORE/inherit"),u=t("SCENERY/util/LinearGradient"),c=t("PHET_CORE/merge"),h=t("SCENERY/nodes/Node"),d=t("SCENERY/util/PaintColorProperty"),g=t("SCENERY/nodes/Path"),p=t("TANDEM/PhetioObject"),m=t("KITE/Shape"),f=t("SUN/sun"),b=t("TANDEM/Tandem"),C=7,v=7,y=3,I=A.LIGHT_BLUE;return f.register("RectangularButtonView",e),e.ThreeDAppearanceStrategy=function(t,e,n,r){function A(e){switch(e){case s.IDLE:t.fill=X,U.stroke=H,U.fill=q;break;case s.OVER:t.fill=Y,U.stroke=H,U.fill=k;break;case s.PRESSED:t.fill=j,U.stroke=H,U.fill=k;break;case s.DISABLED:t.fill=G,t.stroke=z,U.stroke=z,U.fill=B;break;case s.DISABLED_PRESSED:t.fill=Z,t.stroke=z,U.stroke=z,U.fill=B;break;default:throw new Error("unsupported interactionState: "+e)}}var l=t.width,c=t.height,h=Math.min(C/c,1),p=Math.max(1-y/c,0),m=Math.min(v/l,1),f=Math.max(1-y/l,0),b=new a(255,255,255,.7),I=new d(n,{luminanceFactor:.7}),E=new d(n,{luminanceFactor:.5}),N=new d(n,{luminanceFactor:.2}),S=new d(n,{luminanceFactor:-.3}),T=new d(n,{luminanceFactor:-.4}),V=new d(n,{luminanceFactor:-.5}),R=new d(r.disabledBaseColor),P=new d(r.disabledBaseColor,{luminanceFactor:.7}),x=new d(r.disabledBaseColor,{luminanceFactor:.5}),w=new d(r.disabledBaseColor,{luminanceFactor:.2}),L=new d(r.disabledBaseColor,{luminanceFactor:-.3}),M=new d(r.disabledBaseColor,{luminanceFactor:-.4}),W=new d(r.disabledBaseColor,{luminanceFactor:-.5}),D=new o([n],function(t){return t.withAlpha(0)}),O=new o([R],function(t){return t.withAlpha(0)}),X=new u(0,0,0,c).addColorStop(0,I).addColorStop(h,n).addColorStop(p,n).addColorStop(1,V),q=new u(0,0,l,0).addColorStop(0,b).addColorStop(m,D).addColorStop(f,D).addColorStop(1,V),Y=new u(0,0,0,c).addColorStop(0,I).addColorStop(h,E).addColorStop(p,E).addColorStop(1,V),k=new u(0,0,l,0).addColorStop(0,b).addColorStop(m/2,new a(255,255,255,0)).addColorStop(f,D).addColorStop(1,S),j=new u(0,0,0,c).addColorStop(0,I).addColorStop(.67*h,S).addColorStop(p,N).addColorStop(1,V),G=new u(0,0,0,c).addColorStop(0,P).addColorStop(h,x).addColorStop(p,x).addColorStop(1,W),B=new u(0,0,l,0).addColorStop(0,P).addColorStop(m,O).addColorStop(f,O).addColorStop(1,W),Z=new u(0,0,0,c).addColorStop(0,P).addColorStop(.67*h,L).addColorStop(p,w).addColorStop(1,W),H=void 0,z=void 0;null===r.stroke?(H=null,z=null):void 0===r.stroke?(H=T,z=M):(H=r.stroke,z=M);var U=new g(i(l,c,r),{lineWidth:r.lineWidth,pickable:!1});t.addChild(U),t.cachedPaints=[X,Y,j,G,Z,z],U.cachedPaints=[q,k,B,H,z],e.link(A),this.dispose=function(){e.hasListener(A)&&e.unlink(A),D.dispose(),O.dispose(),R.dispose(),I.dispose(),E.dispose(),N.dispose(),S.dispose(),T.dispose(),V.dispose(),P.dispose(),x.dispose(),w.dispose(),L.dispose(),M.dispose(),W.dispose()}},e.FlatAppearanceStrategy=function(t,e,i,n){function r(e){switch(e){case s.IDLE:t.fill=l,t.stroke=p;break;case s.OVER:t.fill=u,t.stroke=p;break;case s.PRESSED:t.fill=c,t.stroke=p;break;case s.DISABLED:t.fill=h,t.stroke=m;break;case s.DISABLED_PRESSED:t.fill=g,t.stroke=m;break;default:throw new Error("unsupported interactionState: "+e)}}var a=new d(i,{luminanceFactor:.4}),A=new d(i,{luminanceFactor:-.4}),o=new d(n.disabledBaseColor,{luminanceFactor:-.4}),l=i,u=a,c=A,h=n.disabledBaseColor,g=h,p=void 0,m=void 0;null===n.stroke?(p=null,m=null):void 0===n.stroke?(p=A,m=o):(p=n.stroke,m=o),t.cachedPaints=[l,u,c,h,g,p,m],e.link(r),this.dispose=function(){e.hasListener(r)&&e.unlink(r),a.dispose(),A.dispose(),o.dispose()}},e.FadeContentWhenDisabled=function(t,e){function i(e){t&&(t.opacity=e===s.DISABLED||e===s.DISABLED_PRESSED?.3:1)}e.link(i),this.dispose=function(){e.hasListener(i)&&e.unlink(i)}},l(h,e,{setEnabled:function(t){this.buttonModel.enabledProperty.set(t)},set enabled(t){this.setEnabled(t)},getEnabled:function(){return this.buttonModel.enabledProperty.get()},get enabled(){return this.getEnabled()},getEnabledProperty:function(){return this.buttonModel.enabledProperty},setBaseColor:function(t){this.baseColorProperty.paint=t},set baseColor(t){this.setBaseColor(t)},getBaseColor:function(){return this.baseColorProperty.value},get baseColor(){return this.getBaseColor()},a11yClick:function(){this._pressListener.click()},dispose:function(){this.disposeRectangularButtonView(),h.prototype.dispose.call(this)}})}),i("PHET_CORE/documentation/InstanceRegistry",["require","PHET_CORE/inherit","PHET_CORE/phetCore"],function(t){"use strict";function e(){}var i=t("PHET_CORE/inherit"),n={};return t("PHET_CORE/phetCore").register("InstanceRegistry",e),i(Object,e,{},{map:n,registerDataURL:function(t,e,i){if(phet.chipper.queryParameters.binder){var r=t+"/"+e;n[r]=n[r]||[];try{i.toDataURL(function(t){n[r].push(t)})}catch(t){}}}})}),i("TAMBO/tambo",["require","PHET_CORE/Namespace"],function(t){"use strict";return new(t("PHET_CORE/Namespace"))("tambo")}),i("TAMBO/audioContextStateChangeMonitor",["require","TAMBO/tambo"],function(t){"use strict";var e=[],i=[],n={addStateChangeListener:function(t,n){var r=e.indexOf(t),s=void 0;-1===r?(e.push(t),r=e.length-1,s=[],i.push(s),t.onstatechange=function(){_.clone(s).forEach(function(e){e(t.state)})}):s=i[r],s.push(n)},removeStateChangeListener:function(t,n){var r=e.indexOf(t),s=i[r],a=s.indexOf(n);s.splice(a,1)},hasListener:function(t,n){var r=!1,s=e.indexOf(t);if(s>=0){var a=i[s];a&&(r=a.indexOf(n)>=0)}return r}};return t("TAMBO/tambo").register("audioContextStateChangeMonitor",n),n}),i("TAMBO/soundConstants",["require","TAMBO/tambo"],function(t){"use strict";var e={DEFAULT_PARAM_CHANGE_TIME_CONSTANT:.015,DEFAULT_LINEAR_GAIN_CHANGE_TIME:.1};return t("TAMBO/tambo").register("soundConstants",e),e}),i("TAMBO/TamboQueryParameters",["require","TAMBO/tambo"],function(t){"use strict";var e=t("TAMBO/tambo"),i=QueryStringMachine.getAll({forceStubbedAudioContext:{type:"flag"},logLoopAnalysisInfo:{type:"flag"},gainLoggingEnabled:{type:"flag"}});return e.register("TamboQueryParameters",i),i}),i("TAMBO/phetAudioContext",["require","TAMBO/tambo","TAMBO/TamboQueryParameters"],function(t){"use strict";function e(){}function i(){}var n=t("TAMBO/tambo"),r=t("TAMBO/TamboQueryParameters").forceStubbedAudioContext,s={createBiquadFilter:function(){return e(),{connect:i,frequency:{linearRampToValueAtTime:i,setTargetAtTime:i,setValueAtTime:i},Q:{linearRampToValueAtTime:i,setValueAtTime:i}}},createBuffer:function(){return{getChannelData:function(){return{}}}},createBufferSource:function(){return{connect:i,disconnect:i,start:i,stop:i}},createConvolver:function(){return e(),{connect:i}},createDynamicsCompressor:function(){return e(),{attack:{setValueAtTime:i},connect:i,knee:{setValueAtTime:i},ratio:{setValueAtTime:i},release:{setValueAtTime:i},threshold:{setValueAtTime:i}}},createGain:function(){return e(),{connect:i,disconnect:i,gain:{cancelScheduledValues:i,linearRampToValueAtTime:i,setTargetAtTime:i,setValueAtTime:i}}},createOscillator:function(){return e(),{connect:i,start:i,frequency:{linearRampToValueAtTime:i,setValueAtTime:i}}},currentTime:0,decodeAudioData:e,destination:null,resume:e,state:"running",isStubbed:!0},a=null;return window.AudioContext&&!r?a=new window.AudioContext:window.webkitAudioContext&&!r?a=new window.webkitAudioContext:(a=s,console.warn("warning: no support for Web Audio detected, using stubbed audio context")),n.register("phetAudioContext",a),a}),i("TAMBO/sound-generators/SoundGenerator",["require","AXON/BooleanProperty","PHET_CORE/merge","AXON/ObservableArray","TAMBO/phetAudioContext","TAMBO/soundConstants","TAMBO/tambo"],function(t){"use strict";var e=t("AXON/BooleanProperty"),i=t("PHET_CORE/merge"),n=t("AXON/ObservableArray"),r=t("TAMBO/phetAudioContext"),s=t("TAMBO/soundConstants"),a=t("TAMBO/tambo"),A=s.DEFAULT_PARAM_CHANGE_TIME_CONSTANT,o=function(){function t(a){var A=this;_classCallCheck(this,t),(a=i({initialOutputLevel:1,audioContext:r,connectImmediately:!1,enableControlProperties:[]},a)).enableControlProperties.forEach(function(t){}),this.audioContext=a.audioContext,this._outputLevel=a.initialOutputLevel,this.connectionList=[],this.enableControlProperties=new n,this.fullyEnabledProperty=new e(!0);var o=function(){A.fullyEnabledProperty.value=_.every(A.enableControlProperties.getArray(),function(t){return t.value})};this.enableControlProperties.addItemAddedListener(function(t){t.link(o);A.enableControlProperties.addItemRemovedListener(function e(i){i===t&&(i.unlink(o),A.enableControlProperties.removeItemRemovedListener(e))})}),a.enableControlProperties.forEach(function(t){A.addEnableControlProperty(t)}),this.locallyEnabledProperty=new e(!0),this.addEnableControlProperty(this.locallyEnabledProperty),this.masterGainNode=this.audioContext.createGain(),this.masterGainNode.gain.setValueAtTime(this._outputLevel,this.audioContext.currentTime),a.connectImmediately&&this.masterGainNode.connect(this.audioContext.destination),this.fullyEnabledProperty.link(function(t){var e=t?0:A._outputLevel,i=t?A._outputLevel:0,n=A.audioContext.currentTime;A.masterGainNode.gain.setValueAtTime(e,n),A.masterGainNode.gain.linearRampToValueAtTime(i,A.audioContext.currentTime+s.DEFAULT_LINEAR_GAIN_CHANGE_TIME)}),this.disposeSoundGenerator=function(){A.enableControlProperties.clear()}}return _createClass(t,[{key:"connect",value:function(t){this.masterGainNode.connect(t),this.connectionList.push(t)}},{key:"disconnect",value:function(t){this.masterGainNode.disconnect(t),this.connectionList=_.without(this.connectionList,t)}},{key:"isConnectedTo",value:function(t){return this.connectionList.indexOf(t)>=0}},{key:"setOutputLevel",value:function(t,e){e=void 0===e?A:e,this._outputLevel=t;var i=this.audioContext.currentTime;0===e?(0===t||this.fullyEnabledProperty.value)&&this.masterGainNode.gain.setValueAtTime(t,i):this.fullyEnabledProperty.value&&this.masterGainNode.gain.setTargetAtTime(t,i,e)}},{key:"getOutputLevel",value:function(){return this._outputLevel}},{key:"addEnableControlProperty",value:function(t){this.enableControlProperties.push(t)}},{key:"removeEnableControlProperty",value:function(t){this.enableControlProperties.remove(t)}},{key:"dispose",value:function(){this.disposeSoundGenerator()}},{key:"outputLevel",set:function(t){this.setOutputLevel(t)},get:function(){return this.getOutputLevel()}},{key:"locallyEnabled",get:function(){return this.locallyEnabledProperty.value},set:function(t){this.locallyEnabledProperty.value=t}},{key:"fullyEnabled",get:function(){return this.fullyEnabledProperty.value}}]),t}();return a.register("SoundGenerator",o),o}),i("JOIST/packageJSON",["require","JOIST/joist","text!REPOSITORY/package.json"],function(t){"use strict";var e=t("JOIST/joist"),i=t("text!REPOSITORY/package.json"),n=JSON.parse(i);return e.register("packageJSON",n),n}),function(){function t(t){var e=t.lastIndexOf("/"),i=t.substring(0,e)+"/license.json",n=t.substring(e+1);if(!global.phet.chipper.fs.existsSync(i))return null;var r=global.phet.chipper.fs.readFileSync(i,"utf8"),s=null;try{s=JSON.parse(r)}catch(t){throw t instanceof SyntaxError?new Error("syntax error in "+i+": "+t.message):t}var a=s[n];return a||null}void 0!==i&&i("../../chipper/js/common/getLicenseEntry",[],function(){return t}),"undefined"!=typeof module&&(module.exports=t)}(),i("../../chipper/js/requirejs-plugins/getProjectURL",[],function(){"use strict";return function(t,e){var i=e.toUrl(t.substring(0,t.indexOf("/")));return(i.indexOf("?")>=0?i.substring(0,i.indexOf("?")):i)+"/../"}}),function(){function t(t){var e=t.split("."),i={png:"image/png",svg:"image/svg+xml",jpg:"image/jpeg",gif:"image/gif",cur:"image/x-icon",mp3:"audio/mpeg",m4a:"audio/mp4",ogg:"audio/ogg",oga:"audio/ogg",bma:"audio/webm",wav:"audio/wav",woff:"application/x-font-woff"}[e[e.length-1]];if(!i)throw new Error("Unknown mime type for filename: "+t);return"data:"+i+";base64,"+Buffer.from(global.phet.chipper.fs.readFileSync(t)).toString("base64")}void 0!==i&&i("../../chipper/js/common/loadFileAsDataURI",[],function(){return t}),"undefined"!=typeof module&&(module.exports=t)}(),i("../../chipper/js/requirejs-plugins/registerLicenseEntry",[],function(){"use strict";return function(t,e,i,n,r){!function(t,e,i){var n=function(t,e){return"phet"!==e&&"phet-io"!==e||t&&("http://phet.colorado.edu"===t.projectURL||"Public Domain"===t.license||"NASA"===t.license)}(e,i)||e&&!!e.exception;if(n&&e&&e.exception){var r="license exception for "+t+": "+e.exception;global.phet.chipper.grunt?global.phet.chipper.grunt.log.warn(r):console.log("WARNING: "+r)}return n}(t,e,i)?r.error(new Error("unacceptable license entry for "+t)):(global.phet.chipper.licenseEntries=global.phet.chipper.licenseEntries||{},global.phet.chipper.licenseEntries[n]=global.phet.chipper.licenseEntries[n]||{},global.phet.chipper.licenseEntries[n][t]=e,r(null))}}),i("sound",{load:function(t){throw new Error("Dynamic load not allowed: "+t)}}),i("sound!TAMBO/short-silence.wav",function(){return{name:"TAMBO/short-silence.wav",base64:"data:audio/wav;base64,UklGRtQAAABXQVZFZm10IBAAAAABAAEARKwAAIhYAQACABAAZGF0YbAAAAAAAAAAAQD+/wIA/v8CAAAA/v8CAP7/AgD//wEA/v8BAAAA//8DAPz/AwD+/wAAAgD9/wQA/P8DAP3/AgAAAAAAAAAAAP7/AwD+/wEAAQD8/wUA+/8FAPv/BQD7/wUA/P8CAP//AQAAAP//AQD//wEAAAD//wEAAAD//wEA//8BAAAA//8BAP//AQD//wEA//8CAP3/AwD9/wMA/v8BAAAA//8CAP3/BAD7/wUA/P8DAA=="}}),i("TAMBO/soundInfoDecoder",["require","TAMBO/tambo","JOIST/packageJSON","sound!TAMBO/short-silence.wav"],function(t){"use strict";var e=t("TAMBO/tambo"),i=t("JOIST/packageJSON").phet.supportsSound||phet.chipper.queryParameters.supportsSound,n=document.createElement("audio"),r=t("sound!TAMBO/short-silence.wav"),s=new Map,a={decode:function(t,e,a,A){i||(t=r);var o=t.name;if(s.has(o)){var l=s.get(o);l.decodedAudioData?a(l.decodedAudioData):(l.postDecodeSuccessCallbacks.push(a),l.postDecodeFailureCallbacks.push(A))}else{var u=void 0;if(u=t.url?"audio/"+t.url.slice(t.url.lastIndexOf(".")+1,t.url.lastIndexOf("?")>=0?t.url.lastIndexOf("?"):t.url.length):t.base64.slice(t.base64.indexOf(":")+1,t.base64.indexOf(";")),n.canPlayType&&n.canPlayType(u)){var c={postDecodeSuccessCallbacks:[a],postDecodeFailureCallbacks:[A]};s.set(o,c);var h=function(t){c.decodedAudioData=t,c.postDecodeSuccessCallbacks.forEach(function(e){e(t)}),c.postDecodeSuccessCallbacks.length=0,c.postDecodeFailureCallbacks.length=0},d=function(t){c.postDecodeFailureCallbacks.forEach(function(e){e(t)}),c.postDecodeSuccessCallbacks.length=0,c.postDecodeFailureCallbacks.length=0};if(t.url){var g=new XMLHttpRequest;g.open("GET",t.url,!0),g.responseType="arraybuffer",g.onload=function(){e.decodeAudioData(g.response,h,d)},g.onerror=function(e){console.error("unable to obtain sound data, url = "+t.url+", err = "+e)},g.send()}else{for(var p=t.base64.replace(new RegExp("^.*,"),""),m=atob(p),f=new Uint8Array(m.length),b=0;bn&&t[s+1]>t[s]&&(r=s,a=!0);e("startThresholdIndex = "+r);var A=0;for(a=!1,s=r;s>0&&!a;s--){var o=t[s];o<=0&&(A=0===o?s:s+1,a=!0)}e("soundStartIndex = "+A);var l=0,u=0;for(s=0;s0){s.connectionNode=s.additionalNodes[0];for(var u=0;u-1&&i.activeBufferSources.splice(t,1),i.isPlayingProperty.value=i.activeBufferSources.length>0}),r.playbackRate.setValueAtTime(this.playbackRate,n),r.start(n+t,this.soundStart),this.isPlayingProperty.value=!0}else this.loadCompleteAction=function(){i.play()}}else this.timeOfDeferredPlayRequest=Date.now(),e.hasListener(this.audioContext,this.audioContextStateChangeListener)||e.addStateChangeListener(this.audioContext,this.audioContextStateChangeListener)}},{key:"stop",value:function(t){if(t=void 0===t?.1:t,this.audioBuffer){var i=t>0?t/4.61:r.DEFAULT_PARAM_CHANGE_TIME_CONSTANT,n=this.audioContext.currentTime,s=n+t;this.localGainNode.gain.cancelScheduledValues(n),this.localGainNode.gain.setTargetAtTime(0,n,i),this.activeBufferSources.forEach(function(t){t.stop(s)}),this.activeBufferSources.length=0,this.isPlayingProperty.value=!1}else this.loadCompleteAction=null;e.hasListener(this.audioContext,this.audioContextStateChangeListener)&&e.removeStateChangeListener(this.audioContext,this.audioContextStateChangeListener)}},{key:"setPlaybackRate",value:function(t,e){var i=this;e=void 0===e?u:e,this.rateChangesAffectPlayingSounds&&this.activeBufferSources.forEach(function(n){n.playbackRate.setTargetAtTime(t,i.audioContext.currentTime,e)}),this.playbackRate=t}},{key:"isPlaying",get:function(){return this.isPlayingProperty.value}}]),o}();return o.register("SoundClip",c),c}),i("SCENERY/util/DisplayedProperty",["require","AXON/BooleanProperty","SCENERY/scenery"],function(t){"use strict";var e=t("AXON/BooleanProperty"),i=t("SCENERY/scenery"),n=function(t){function i(t,e,n){_classCallCheck(this,i);var r=_possibleConstructorReturn(this,(i.__proto__||Object.getPrototypeOf(i)).call(this,!1,n));r.node=t,r.display=e,r.updateListener=r.updateValue.bind(r),r.addedInstancelistener=r.addedInstance.bind(r),r.removedInstancelistener=r.removedInstance.bind(r),t.onStatic("addedInstance",r.addedInstancelistener),t.onStatic("removedInstance",r.removedInstancelistener);for(var s=t.instances,a=0;a';return e.register("SunA11yStrings",i),i}),i("SUN/Dialog",["require","SCENERY/accessibility/AccessibilityUtils","SCENERY/accessibility/AccessiblePeer","SCENERY/nodes/AlignBox","AXON/BooleanProperty","SUN/DialogIO","SCENERY/display/Display","SCENERY/util/FullScreen","SCENERY/nodes/HBox","PHET_CORE/inherit","SCENERY/accessibility/KeyboardUtils","PHET_CORE/merge","SUN/Panel","SCENERY/nodes/Path","TANDEM/PhetioObject","AXON/Property","SUN/buttons/RectangularButtonView","SUN/buttons/RectangularPushButton","KITE/Shape","SUN/sun","SUN/SunA11yStrings","TANDEM/Tandem","SCENERY/nodes/VBox"],function(t){"use strict";function e(t,c){var p=this;c=d({xSpacing:10,ySpacing:10,topMargin:15,bottomMargin:15,leftMargin:null,maxWidthMargin:12,maxHeightMargin:12,closeButtonTopMargin:10,closeButtonRightMargin:10,isModal:!0,title:null,titleAlign:"center",layoutStrategy:e.DEFAULT_LAYOUT_STRATEGY,closeButtonListener:function(){return p.hide()},closeButtonColor:"black",closeButtonTouchAreaXDilation:0,closeButtonTouchAreaYDilation:0,closeButtonMouseAreaXDilation:0,closeButtonMouseAreaYDilation:0,showCallback:null,hideCallback:null,cornerRadius:10,resize:!0,fill:"white",stroke:"black",backgroundPickable:!0,maxHeight:null,maxWidth:null,tandem:E.OPTIONAL,phetioType:A,phetioReadOnly:!1,phetioState:!1,phetioComponentOptions:null,tagName:"div",ariaRole:"dialog",focusOnCloseNode:null,addAriaLabelledByFromTitle:!0},c),m.mergePhetioComponentOptions({phetioState:c.phetioState},c),c.xMargin=0,c.yMargin=0,null===c.leftMargin&&(c.leftMargin=c.xSpacing+T+c.closeButtonRightMargin),this.isShowingProperty=new a(!1,{tandem:c.tandem.createTandem("isShowingProperty"),phetioReadOnly:!0,phetioState:c.phetioState}),this.isShowingProperty.lazyLink(function(t){t?(window.phet.joist.sim.showPopup(p,c.isModal),p.activeElement=p.activeElement||o.focusedNode,p.sim.setAccessibleViewsVisible(!1),c.showCallback&&c.showCallback()):(window.phet.joist.sim.hidePopup(p,c.isModal),p.sim.setAccessibleViewsVisible(!0),c.hideCallback&&c.hideCallback())});var b=!!c.maxHeight,C=!!c.maxWidth,v=new i({pathStroke:c.closeButtonColor,iconLength:T,listener:function(){c.closeButtonListener(),v.buttonModel.isA11yClicking()&&p.focusActiveElement()},tandem:c.tandem.createTandem("closeButton"),phetioReadOnly:c.phetioReadOnly,phetioState:!1,phetioComponentOptions:{phetioState:!1,visibleProperty:{phetioFeatured:!1}},enabledPropertyOptions:{phetioFeatured:!1},tagName:"button",innerContent:S});v.touchArea=v.bounds.dilatedXY(c.closeButtonTouchAreaXDilation,c.closeButtonTouchAreaYDilation),v.mouseArea=v.bounds.dilatedXY(c.closeButtonMouseAreaXDilation,c.closeButtonMouseAreaYDilation),this.closeButton=v;var y=new N({children:c.title?[c.title,t]:[t],spacing:c.ySpacing,align:c.titleAlign}),I=new s(y,{topMargin:c.topMargin,bottomMargin:c.bottomMargin,leftMargin:c.leftMargin}),R=new s(v,{topMargin:c.closeButtonTopMargin,rightMargin:c.closeButtonRightMargin}),P=new u({children:[I,R],spacing:c.xSpacing,align:"top"});g.call(this,P,c);var x=window.phet.joist.sim;this.updateLayoutMultilink=f.multilink([x.boundsProperty,x.screenBoundsProperty,x.scaleProperty,x.currentScreenProperty],function(t,e,i,n){if(t&&e&&i){var r=(n||x.homeScreen).view,s=Math.min(t.width/r.layoutBounds.width,t.height/r.layoutBounds.height),a=r.localToGlobalBounds(r.layoutBounds);if(!b){var A=a.height/s;p.maxHeight=V(A,c.maxHeightMargin)}if(!C){var o=a.width/s;p.maxWidth=V(o,c.maxWidthMargin)}c.layoutStrategy(p,t,e,i)}}),this.sim=x,this.accessibleOrder=[v,c.title,t].filter(function(t){return void 0!==t}),c.title&&c.title.tagName&&c.addAriaLabelledByFromTitle&&this.addAriaLabelledbyAssociation({thisElementName:r.PRIMARY_SIBLING,otherNode:c.title,otherElementName:r.PRIMARY_SIBLING}),this.activeElement=c.focusOnCloseNode||null;var w={keydown:function(t){var e=t.domEvent;if(e.keyCode===h.KEY_ESCAPE)e.preventDefault(),p.hide(),p.focusActiveElement();else if(e.keyCode===h.KEY_TAB&&l.isFullScreen()){var i=o.focus.trail.getUniqueId(),r=n.getNextFocusable().id===i,s=n.getPreviousFocusable().id===i;r&&s&&e.preventDefault()}}};this.addInputListener(w),this.disposeDialog=function(){p.updateLayoutMultilink.dispose(),p.removeInputListener(w),p.isShowingProperty.dispose(),v.dispose(),P.removeAllChildren(),P.detach()}}function i(t){t=d({iconLength:7,baseColor:"transparent",pathStroke:"black",buttonAppearanceStrategy:b.FlatAppearanceStrategy,xMargin:0,yMargin:0,listener:null},t);var e=(new v).moveTo(-t.iconLength/2,-t.iconLength/2).lineTo(t.iconLength/2,t.iconLength/2).moveTo(t.iconLength/2,-t.iconLength/2).lineTo(-t.iconLength/2,t.iconLength/2);t.content=new p(e,{stroke:t.pathStroke,lineCap:"round",lineWidth:2}),C.call(this,t)}var n=t("SCENERY/accessibility/AccessibilityUtils"),r=t("SCENERY/accessibility/AccessiblePeer"),s=t("SCENERY/nodes/AlignBox"),a=t("AXON/BooleanProperty"),A=t("SUN/DialogIO"),o=t("SCENERY/display/Display"),l=t("SCENERY/util/FullScreen"),u=t("SCENERY/nodes/HBox"),c=t("PHET_CORE/inherit"),h=t("SCENERY/accessibility/KeyboardUtils"),d=t("PHET_CORE/merge"),g=t("SUN/Panel"),p=t("SCENERY/nodes/Path"),m=t("TANDEM/PhetioObject"),f=t("AXON/Property"),b=t("SUN/buttons/RectangularButtonView"),C=t("SUN/buttons/RectangularPushButton"),v=t("KITE/Shape"),y=t("SUN/sun"),I=t("SUN/SunA11yStrings"),E=t("TANDEM/Tandem"),N=t("SCENERY/nodes/VBox"),S=I.close.value,T=14;y.register("Dialog",e),c(g,e,{show:function(){this.isShowingProperty.value=!0},hide:function(){this.isShowingProperty.value=!1},dispose:function(){this.hide(),this.disposeDialog(),g.prototype.dispose.call(this)},focusActiveElement:function(){this.activeElement&&this.activeElement.focus()},focusCloseButton:function(){this.closeButton.focus()}}),e.DEFAULT_LAYOUT_STRATEGY=function(t,e,i,n){t.center=i.center.times(1/n)};var V=function(t,e){return t>2*e?t-2*e:t};return c(C,i),e}),i("SCENERY/nodes/AlignGroup",["require","SCENERY/nodes/AlignBox","PHET_CORE/arrayRemove","DOT/Bounds2","PHET_CORE/inherit","PHET_CORE/merge","SCENERY/nodes/Node","AXON/NumberProperty","SCENERY/scenery"],function(t){"use strict";function e(t){t=a({matchHorizontal:!0,matchVertical:!0},t),this._alignBoxes=[],this._matchHorizontal=t.matchHorizontal,this._matchVertical=t.matchVertical,this._resizeLock=!1,this._maxWidthProperty=new A(0),this._maxHeightProperty=new A(0),this.id=o++}var i=t("SCENERY/nodes/AlignBox"),n=t("PHET_CORE/arrayRemove"),r=t("DOT/Bounds2"),s=t("PHET_CORE/inherit"),a=t("PHET_CORE/merge"),A=(t("SCENERY/nodes/Node"),t("AXON/NumberProperty")),o=1;return t("SCENERY/scenery").register("AlignGroup",e),s(Object,e,{getMaxWidth:function(){return this._maxWidthProperty.value},get maxWidth(){return this.getMaxWidth()},getMaxWidthProperty:function(){return this._maxWidthProperty},get maxWidthProperty(){return this.getMaxWidthProperty()},getMaxHeight:function(){return this._maxHeightProperty.value},get maxHeight(){return this.getMaxHeight()},getMaxHeightProperty:function(){return this._maxHeightProperty},get maxHeightProperty(){return this.getMaxHeightProperty()},createBox:function(t,e){return new i(t,a({group:this},e))},setMatchHorizontal:function(t){return this._matchHorizontal!==t&&(this._matchHorizontal=t,this.updateLayout()),this},set matchHorizontal(t){this.setMatchHorizontal(t)},getMatchHorizontal:function(){return this._matchHorizontal},get matchHorizontal(){return this.getMatchHorizontal()},setMatchVertical:function(t){return this._matchVertical!==t&&(this._matchVertical=t,this.updateLayout()),this},set matchVertical(t){this.setMatchVertical(t)},getMatchVertical:function(){return this._matchVertical},get matchVertical(){return this.getMatchVertical()},dispose:function(){for(var t=this._alignBoxes.length-1;t>=0;t--)this._alignBoxes[t].dispose()},updateLayout:function(){if(!this._resizeLock){this._resizeLock=!0;for(var t=0,e=0,i=0;i0&&e>0)for(i=0;il&&(r=l/t.height);var u=new a({children:[t],scale:r}),c=Math.max(e.minKeyWidth,u.width+e.xPadding);if(e.forceSquareKey){var h=e.minKeyWidth-e.xPadding,d=1;t.width>h&&(d=h/t.width),u=new a({children:[u],scale:d}),c=e.keyHeight}var g=new i(u,{alignBounds:new n(0,0,c,e.keyHeight),xAlign:e.xAlign,yAlign:e.yAlign,xMargin:e.xMargin,yMargin:e.yMargin});e.children=[A.roundedBounds(g.bounds.shifted(e.xShadowOffset,e.yShadowOffset),e.cornerRadius,e.cornerRadius,{fill:e.keyShadowFill}),A.roundedBounds(g.bounds,e.cornerRadius,e.cornerRadius,{fill:e.keyFill,stroke:"black",lineWidth:e.lineWidth}),g],a.call(this,e)}var i=t("SCENERY/nodes/AlignBox"),n=t("DOT/Bounds2"),r=t("PHET_CORE/inherit"),s=t("PHET_CORE/merge"),a=t("SCENERY/nodes/Node"),A=t("SCENERY/nodes/Rectangle"),o={keyFill:"white",keyShadowFill:"black",lineWidth:1,cornerRadius:2,xShadowOffset:1.3,yShadowOffset:1.3,xMargin:0,yMargin:0,xAlign:"center",yAlign:"center",xPadding:3,yPadding:3,minKeyWidth:17,keyHeight:17,forceSquareKey:!1};return t("SCENERY_PHET/sceneryPhet").register("KeyNode",e),r(a,e)}),i("SCENERY_PHET/keyboard/ArrowKeyNode",["require","PHET_CORE/inherit","SCENERY_PHET/keyboard/KeyNode","PHET_CORE/merge","SCENERY/nodes/Path","SCENERY_PHET/sceneryPhet","KITE/Shape"],function(t){"use strict";function e(t,e){var i=(e=r({arrowFill:"black",arrowStroke:"black",arrowLineJoin:"round",arrowLineWidth:3,arrowHeight:o,arrowWidth:l,yPadding:10,forceSquareKey:!0},e)).arrowHeight,a=e.arrowWidth,c=e.arrowLineJoin,h=e.arrowLineWidth,d=e.arrowFill,g=e.arrowStroke,p=new A;p.moveTo(i/2,0).lineTo(i,a+0).lineTo(0,a+0).close();var m=new s(p,{fill:d,stroke:g,lineJoin:c,lineWidth:h,rotation:u[t]});n.call(this,m,e)}var i=t("PHET_CORE/inherit"),n=t("SCENERY_PHET/keyboard/KeyNode"),r=t("PHET_CORE/merge"),s=t("SCENERY/nodes/Path"),a=t("SCENERY_PHET/sceneryPhet"),A=t("KITE/Shape"),o=10,l=.6*Math.sqrt(3)*o,u={up:0,down:Math.PI,left:-Math.PI/2,right:Math.PI/2};return a.register("ArrowKeyNode",e),i(n,e)}),i("SCENERY/input/ButtonListenerIO",["require","TANDEM/types/ObjectIO","SCENERY/scenery"],function(t){"use strict";var e=t("TANDEM/types/ObjectIO"),i=t("SCENERY/scenery"),n=function(t){function i(){return _classCallCheck(this,i),_possibleConstructorReturn(this,(i.__proto__||Object.getPrototypeOf(i)).apply(this,arguments))}return _inherits(i,e),i}();return n.documentation="Button listener",n.events=["up","over","down","out","fire"],n.validator={valueType:i.ButtonListener},n.typeName="ButtonListenerIO",e.validateSubtype(n),i.register("ButtonListenerIO",n)}),i("SCENERY/input/DownUpListener",["require","PHET_CORE/inherit","PHET_CORE/merge","SCENERY/input/Mouse","TANDEM/PhetioObject","SCENERY/scenery","SCENERY/util/Trail"],function(t){"use strict";function e(t){var e=this;t=n({mouseButton:0},t),s.call(this,t),this.options=t,this.isDown=!1,this.downCurrentTarget=null,this.downTrail=null,this.pointer=null,this.interrupted=!1,this.downListener={up:function(t){t.pointer instanceof r&&t.domEvent.button!==e.options.mouseButton||e.buttonUp(t)},cancel:function(t){e.buttonUp(t)}}}var i=t("PHET_CORE/inherit"),n=t("PHET_CORE/merge"),r=t("SCENERY/input/Mouse"),s=t("TANDEM/PhetioObject"),a=t("SCENERY/scenery"),A=t("SCENERY/util/Trail");return a.register("DownUpListener",e),i(s,e,{buttonDown:function(t){this.isDown||t.pointer instanceof r&&t.domEvent.button!==this.options.mouseButton||(t.pointer.addInputListener(this.downListener),this.isDown=!0,this.downCurrentTarget=t.currentTarget,this.downTrail=t.trail.subtrailTo(t.currentTarget,!1),this.pointer=t.pointer,this.options.down&&this.options.down(t,this.downTrail))},buttonUp:function(t){this.isDown=!1,this.pointer.removeInputListener(this.downListener);var e=t.currentTarget;if(t.currentTarget=this.downCurrentTarget,this.options.upInside||this.options.upOutside){var i=t.trail.isExtensionOf(this.downTrail,!0)&&!this.interrupted;i&&this.options.upInside?this.options.upInside(t,this.downTrail):!i&&this.options.upOutside&&this.options.upOutside(t,this.downTrail)}this.options.up&&this.options.up(t,this.downTrail),t.currentTarget=e},down:function(t){this.buttonDown(t)},interrupt:function(){this.isDown&&(this.interrupted=!0,this.buttonUp({trail:new A,currentTarget:this.downCurrentTarget,pointer:this.pointer}),this.interrupted=!1)}}),e}),i("SCENERY/input/ButtonListener",["require","SCENERY/input/ButtonListenerIO","SCENERY/input/DownUpListener","TANDEM/EventType","PHET_CORE/inherit","PHET_CORE/merge","SCENERY/scenery","TANDEM/Tandem"],function(t){"use strict";function e(t){var e=this;t=a({tandem:o.OPTIONAL,phetioType:i,phetioState:!1,phetioEventType:r.USER},t),this.buttonState="up",this._overCount=0,this._buttonOptions=t,n.call(this,{tandem:t.tandem,phetioType:t.phetioType,phetioState:t.phetioState,mouseButton:t.mouseButton||0,down:function(t,i){e.setButtonState(t,"down")},up:function(t,i){e.setButtonState(t,e._overCount>0?"over":"up")}})}var i=t("SCENERY/input/ButtonListenerIO"),n=t("SCENERY/input/DownUpListener"),r=t("TANDEM/EventType"),s=t("PHET_CORE/inherit"),a=t("PHET_CORE/merge"),A=t("SCENERY/scenery"),o=t("TANDEM/Tandem");return A.register("ButtonListener",e),s(n,e,{setButtonState:function(t,e){if(e!==this.buttonState){var i=this.buttonState;this.buttonState=e,this._buttonOptions[e]&&(this.phetioStartEvent(e),this._buttonOptions[e](t,i),this.phetioEndEvent()),this._buttonOptions.fire&&this._overCount>0&&(this._buttonOptions.fireOnDown?"down"===e:"down"===i)&&(this.phetioStartEvent("fire"),this._buttonOptions.fire(t),this.phetioEndEvent())}},enter:function(t){this._overCount++,1===this._overCount&&this.setButtonState(t,this.isDown?"down":"over")},exit:function(t){this._overCount--,0===this._overCount&&this.setButtonState(t,this.isDown?"out":"up")},focus:function(t){this.enter(t)},blur:function(t){this.exit(t)},click:function(t){this.setButtonState(t,"down"),this.setButtonState(t,"up")}}),e}),i("SCENERY/display/drawables/LineCanvasDrawable",["require","SCENERY/display/CanvasSelfDrawable","PHET_CORE/inherit","SCENERY/display/drawables/PaintableStatelessDrawable","PHET_CORE/Poolable","SCENERY/scenery"],function(t){"use strict";function e(t,e){this.initializeCanvasSelfDrawable(t,e),this.initializePaintableStateless(t,e)}var i=t("SCENERY/display/CanvasSelfDrawable"),n=t("PHET_CORE/inherit"),r=t("SCENERY/display/drawables/PaintableStatelessDrawable"),s=t("PHET_CORE/Poolable");return t("SCENERY/scenery").register("LineCanvasDrawable",e),n(i,e,{paintCanvas:function(t,e,i){var n=t.context;n.beginPath(),n.moveTo(e._x1,e._y1),n.lineTo(e._x2,e._y2),e.hasPaintableStroke()&&(e.beforeCanvasStroke(t),n.stroke(),e.afterCanvasStroke(t))},markDirtyLine:function(){this.markPaintDirty()},markDirtyP1:function(){this.markPaintDirty()},markDirtyP2:function(){this.markPaintDirty()},markDirtyX1:function(){this.markPaintDirty()},markDirtyY1:function(){this.markPaintDirty()},markDirtyX2:function(){this.markPaintDirty()},markDirtyY2:function(){this.markPaintDirty()},dispose:function(){i.prototype.dispose.call(this),this.disposePaintableStateless()}}),r.mixInto(e),s.mixInto(e),e}),i("SCENERY/display/drawables/LineStatefulDrawable",["require","PHET_CORE/inheritance","SCENERY/display/drawables/PaintableStatefulDrawable","SCENERY/scenery","SCENERY/display/SelfDrawable"],function(t){"use strict";t("PHET_CORE/inheritance");var e=t("SCENERY/display/drawables/PaintableStatefulDrawable"),i=t("SCENERY/scenery"),n=(t("SCENERY/display/SelfDrawable"),{mixInto:function(t){var i=t.prototype;i.initializeState=function(t,e){return this.paintDirty=!0,this.dirtyX1=!0,this.dirtyY1=!0,this.dirtyX2=!0,this.dirtyY2=!0,this.initializePaintableState(t,e),this},i.disposeState=function(){this.disposePaintableState()},i.markPaintDirty=function(){this.paintDirty=!0,this.markDirty()},i.markDirtyLine=function(){this.dirtyX1=!0,this.dirtyY1=!0,this.dirtyX2=!0,this.dirtyY2=!0,this.markPaintDirty()},i.markDirtyP1=function(){this.dirtyX1=!0,this.dirtyY1=!0,this.markPaintDirty()},i.markDirtyP2=function(){this.dirtyX2=!0,this.dirtyY2=!0,this.markPaintDirty()},i.markDirtyX1=function(){this.dirtyX1=!0,this.markPaintDirty()},i.markDirtyY1=function(){this.dirtyY1=!0,this.markPaintDirty()},i.markDirtyX2=function(){this.dirtyX2=!0,this.markPaintDirty()},i.markDirtyY2=function(){this.dirtyY2=!0,this.markPaintDirty()},i.setToCleanState=function(){this.paintDirty=!1,this.dirtyX1=!1,this.dirtyY1=!1,this.dirtyX2=!1,this.dirtyY2=!1},e.mixInto(t)}});return i.register("LineStatefulDrawable",n),n}),i("SCENERY/display/drawables/LineSVGDrawable",["require","PHET_CORE/inherit","SCENERY/display/drawables/LineStatefulDrawable","PHET_CORE/Poolable","SCENERY/scenery","SCENERY/display/SVGSelfDrawable"],function(t){"use strict";function e(t,e){this.initializeSVGSelfDrawable(t,e,!0,A),this.svgElement=this.svgElement||document.createElementNS(s.svgns,"line")}var i=t("PHET_CORE/inherit"),n=t("SCENERY/display/drawables/LineStatefulDrawable"),r=t("PHET_CORE/Poolable"),s=t("SCENERY/scenery"),a=t("SCENERY/display/SVGSelfDrawable"),A=!0;return s.register("LineSVGDrawable",e),i(a,e,{updateSVGSelf:function(){var t=this.svgElement;this.dirtyX1&&t.setAttribute("x1",this.node._x1),this.dirtyY1&&t.setAttribute("y1",this.node._y1),this.dirtyX2&&t.setAttribute("x2",this.node._x2),this.dirtyY2&&t.setAttribute("y2",this.node._y2),this.updateFillStrokeStyle(t)}}),n.mixInto(e),r.mixInto(e),e}),i("SCENERY/nodes/Line",["require","DOT/Bounds2","PHET_CORE/extendDefined","PHET_CORE/inherit","KITE/segments/Line","SCENERY/display/drawables/LineCanvasDrawable","SCENERY/display/drawables/LineSVGDrawable","SCENERY/nodes/Path","SCENERY/display/Renderer","SCENERY/scenery","KITE/Shape","DOT/Vector2"],function(t){"use strict";function e(t,e,i,r,s){this._x1=0,this._y1=0,this._x2=0,this._y2=0,s="object"===(void 0===t?"undefined":_typeof(t))?t instanceof h?n({x1:t.x,y1:t.y,x2:e.x,y2:e.y},i):t:n({x1:t,y1:e,x2:i,y2:r},s),o.call(this,null,s)}var i=t("DOT/Bounds2"),n=t("PHET_CORE/extendDefined"),r=t("PHET_CORE/inherit"),s=t("KITE/segments/Line"),a=t("SCENERY/display/drawables/LineCanvasDrawable"),A=t("SCENERY/display/drawables/LineSVGDrawable"),o=t("SCENERY/nodes/Path"),l=t("SCENERY/display/Renderer"),u=t("SCENERY/scenery"),c=t("KITE/Shape"),h=t("DOT/Vector2");return u.register("Line",e),r(o,e,{_mutatorKeys:["p1","p2","x1","y1","x2","y2"].concat(o.prototype._mutatorKeys),drawableMarkFlags:o.prototype.drawableMarkFlags.concat(["line","p1","p2","x1","x2","y1","y2"]).filter(function(t){return"shape"!==t}),setLine:function(t,e,i,n){this._x1=t,this._y1=e,this._x2=i,this._y2=n;for(var r=this._drawables.length,s=0;s').replace(/\u202b/g,'').replace(/\u202c/g,""),n=himalaya.parse(e);this._linkItems.length=0;var s=null===this._lineWrap?Number.POSITIVE_INFINITY:this._lineWrap,a=i.createFromPool(!0);for(this._hasAddedLeafToLine=!1;n.length;){var A=n[0],o=a.bounds.isValid()?a.width:0,l=this.appendElement(a,A,this._font,this._fill,!0,s-o);l!==I.NONE&&(a.bounds.isValid()?this.appendLine(a):this.appendLine(new C(E.setText("X").setFont(this._font).height)),a=i.createFromPool(!0),this._hasAddedLeafToLine=!1),l!==I.INCOMPLETE&&n.splice(0,1)}for(a.bounds.isValid()&&this.appendLine(a),0===this.lineContainer.getChildrenCount()&&this.appendEmptyLeaf(),this.alignLines();this._linkItems.length;)!function(){var e=t._linkItems[0].element,i=t._linkItems[0].href,n=void 0,s=[];for(n=t._linkItems.length-1;n>=0;n--){var a=t._linkItems[n];a.element===e&&(s.push(a.node),t._linkItems.splice(n,1))}var A=r.createFromPool(e.innerContent,i);for(t.lineContainer.addChild(A),n=0;n1){var p=[],m=!1;for(p.unshift(g.pop());g.length;){if((h=n.createFromPool(g.join(" "),o,s,this._boundsMethod,A,this._stroke,this._lineWidth)).fitsIn(l-d,this._hasAddedLeafToLine,o)||!(this._hasAddedLeafToLine||g.length>1)){m=!0;break}p.unshift(g.pop())}if(!m)return 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window.phet.chipper.getStringForBuiltSim("SCENERY_PHET/key.space")}),i("SCENERY_PHET/keyboard/SpaceKeyNode",["require","PHET_CORE/inherit","SCENERY_PHET/sceneryPhet","SCENERY_PHET/keyboard/TextKeyNode","string!SCENERY_PHET/key.space"],function(t){"use strict";function e(t){r.call(this,s,t)}var i=t("PHET_CORE/inherit"),n=t("SCENERY_PHET/sceneryPhet"),r=t("SCENERY_PHET/keyboard/TextKeyNode"),s=t("string!SCENERY_PHET/key.space");return n.register("SpaceKeyNode",e),i(r,e)}),i("string!SCENERY_PHET/keyboardHelpDialog.grabOrReleaseHeadingPattern",function(){return window.phet.chipper.getStringForBuiltSim("SCENERY_PHET/keyboardHelpDialog.grabOrReleaseHeadingPattern")}),i("string!SCENERY_PHET/keyboardHelpDialog.grabOrReleaseLabelPattern",function(){return window.phet.chipper.getStringForBuiltSim("SCENERY_PHET/keyboardHelpDialog.grabOrReleaseLabelPattern")}),i("string!SCENERY_PHET/keyboardHelpDialog.or",function(){return window.phet.chipper.getStringForBuiltSim("SCENERY_PHET/keyboardHelpDialog.or")}),i("SCENERY_PHET/keyboard/help/KeyboardHelpSection",["require","SCENERY/nodes/AlignGroup","SCENERY_PHET/keyboard/ArrowKeyNode","DOT/Dimension2","SCENERY_PHET/keyboard/EnterKeyNode","SCENERY/nodes/HBox","PHET_CORE/inherit","SCENERY_PHET/keyboard/LetterKeyNode","PHET_CORE/merge","SCENERY_PHET/keyboard/PageDownKeyNode","SCENERY_PHET/keyboard/PageUpKeyNode","SCENERY_PHET/PhetFont","SCENERY_PHET/PlusNode","SCENERY/nodes/RichText","SCENERY_PHET/sceneryPhet","SCENERY_PHET/SceneryPhetA11yStrings","SCENERY_PHET/keyboard/ShiftKeyNode","SCENERY_PHET/keyboard/SpaceKeyNode","PHETCOMMON/util/StringUtils","SCENERY/nodes/Text","SCENERY/nodes/VBox","string!SCENERY_PHET/keyboardHelpDialog.grabOrReleaseHeadingPattern","string!SCENERY_PHET/keyboardHelpDialog.grabOrReleaseLabelPattern","string!SCENERY_PHET/keyboardHelpDialog.or"],function(t){"use strict";function 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window.phet.chipper.getStringForBuiltSim("JOIST/credits.qualityAssurance")}),i("string!JOIST/credits.softwareDevelopment",function(){return window.phet.chipper.getStringForBuiltSim("JOIST/credits.softwareDevelopment")}),i("string!JOIST/credits.soundDesign",function(){return window.phet.chipper.getStringForBuiltSim("JOIST/credits.soundDesign")}),i("string!JOIST/credits.team",function(){return window.phet.chipper.getStringForBuiltSim("JOIST/credits.team")}),i("string!JOIST/credits.thanks",function(){return window.phet.chipper.getStringForBuiltSim("JOIST/credits.thanks")}),i("string!JOIST/credits.title",function(){return window.phet.chipper.getStringForBuiltSim("JOIST/credits.title")}),i("string!JOIST/credits.translation",function(){return window.phet.chipper.getStringForBuiltSim("JOIST/credits.translation")}),i("JOIST/CreditsNode",["require","PHET_CORE/inherit","JOIST/joist","PHET_CORE/merge","SCENERY_PHET/PhetFont","SCENERY/nodes/RichText","PHETCOMMON/util/StringUtils","SCENERY/nodes/Text","SCENERY/nodes/VBox","SCENERY/nodes/VStrut","string!JOIST/credits.contributors","string!JOIST/credits.graphicArts","string!JOIST/credits.leadDesign","string!JOIST/credits.qualityAssurance","string!JOIST/credits.softwareDevelopment","string!JOIST/credits.soundDesign","string!JOIST/credits.team","string!JOIST/credits.thanks","string!JOIST/credits.title","string!JOIST/credits.translation"],function(t){"use strict";function e(t,e){e=r({align:"left",spacing:1,maxWidth:550},e);var i=new s({size:14,weight:"bold"}),n={font:new s(12),align:"left",lineWrap:e.maxWidth,tagName:"p"},y=[];if(y.push(new o(C,{font:i,tagName:"h2",innerContent:C})),t.leadDesign){var I=A.format(d,"‪"+t.leadDesign+"‬");y.push(new 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a(t.thanks,n);P.innerContent=t.thanks,y.push(P)}e.children=y,l.call(this,e),this.disposeCreditsNode=function(){y.forEach(function(t){t.dispose&&t.dispose()})}}var i=t("PHET_CORE/inherit"),n=t("JOIST/joist"),r=t("PHET_CORE/merge"),s=t("SCENERY_PHET/PhetFont"),a=t("SCENERY/nodes/RichText"),A=t("PHETCOMMON/util/StringUtils"),o=t("SCENERY/nodes/Text"),l=t("SCENERY/nodes/VBox"),u=t("SCENERY/nodes/VStrut"),c=t("string!JOIST/credits.contributors"),h=t("string!JOIST/credits.graphicArts"),d=t("string!JOIST/credits.leadDesign"),g=t("string!JOIST/credits.qualityAssurance"),p=t("string!JOIST/credits.softwareDevelopment"),m=t("string!JOIST/credits.soundDesign"),f=t("string!JOIST/credits.team"),b=t("string!JOIST/credits.thanks"),C=t("string!JOIST/credits.title"),v=t("string!JOIST/credits.translation");return 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t("JOIST/joist").register("UpdateState",e.byKeys(["UP_TO_DATE","OUT_OF_DATE","CHECKING","OFFLINE","UNCHECKED"]))}),i("JOIST/updateCheck",["require","BRAND/Brand","AXON/EnumerationProperty","JOIST/joist","JOIST/packageJSON","JOIST/UpdateState"],function(t){"use strict";var e=t("BRAND/Brand"),i=t("AXON/EnumerationProperty"),n=t("JOIST/joist"),r=t("JOIST/packageJSON"),s=phet.preloads.chipper.SimVersion,a=t("JOIST/UpdateState"),A=r.name,o=s.parse(r.version,phet.chipper.buildTimestamp),l="https:"===document.location.protocol?"https:":"http:",u=function(){function t(){_classCallCheck(this,t),this.stateProperty=new 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XMLHttpRequest;"withCredentials"in e&&(t.stateProperty.value=a.CHECKING,t.setTimeout(),e.onload=function(){t.clearTimeout();try{var i=JSON.parse(e.responseText);i.error?(console.log("Update check failure: "+i.error),t.stateProperty.value=a.OFFLINE):(t.updateURL&&(t.updateURL=i.updateURL),t.latestVersion=s.parse(i.latestVersion,i.buildTimestamp),"out-of-date"===i.state?t.stateProperty.value=a.OUT_OF_DATE:"up-to-date"===i.state?t.stateProperty.value=a.UP_TO_DATE:(console.log("Failed to get proper state: "+i.state),t.stateProperty.value=a.OFFLINE))}catch(e){t.stateProperty.value=a.OFFLINE}},e.onerror=function(){t.clearTimeout(),t.stateProperty.value=a.OFFLINE},e.open("post",l+"//phet.colorado.edu/services/check-html-updates",!0),e.send(JSON.stringify({api:"1.0",simulation:A,locale:phet.joist.sim.locale,currentVersion:t.ourVersion.toString(),buildTimestamp:phet.chipper.buildTimestamp})))}}}]),t}();return n.register("updateCheck",new u)}),i("SCENERY/display/drawables/CircleCanvasDrawable",["require","SCENERY/display/CanvasSelfDrawable","PHET_CORE/inherit","SCENERY/display/drawables/PaintableStatelessDrawable","PHET_CORE/Poolable","SCENERY/scenery"],function(t){"use strict";function e(t,e){this.initializeCanvasSelfDrawable(t,e),this.initializePaintableStateless(t,e)}var i=t("SCENERY/display/CanvasSelfDrawable"),n=t("PHET_CORE/inherit"),r=t("SCENERY/display/drawables/PaintableStatelessDrawable"),s=t("PHET_CORE/Poolable");return t("SCENERY/scenery").register("CircleCanvasDrawable",e),n(i,e,{paintCanvas:function(t,e,i){var n=t.context;n.beginPath(),n.arc(0,0,e._radius,0,2*Math.PI,!1),n.closePath(),e.hasFill()&&(e.beforeCanvasFill(t),n.fill(),e.afterCanvasFill(t)),e.hasPaintableStroke()&&(e.beforeCanvasStroke(t),n.stroke(),e.afterCanvasStroke(t))},markDirtyRadius:function(){this.markPaintDirty()},dispose:function(){i.prototype.dispose.call(this),this.disposePaintableStateless()}}),r.mixInto(e),s.mixInto(e),e}),i("SCENERY/display/drawables/CircleStatefulDrawable",["require","PHET_CORE/inheritance","SCENERY/display/drawables/PaintableStatefulDrawable","SCENERY/scenery","SCENERY/display/SelfDrawable"],function(t){"use strict";t("PHET_CORE/inheritance");var e=t("SCENERY/display/drawables/PaintableStatefulDrawable"),i=t("SCENERY/scenery"),n=(t("SCENERY/display/SelfDrawable"),{mixInto:function(t){var i=t.prototype;i.initializeState=function(t,e){return this.paintDirty=!0,this.dirtyRadius=!0,this.initializePaintableState(t,e),this},i.disposeState=function(){this.disposePaintableState()},i.markPaintDirty=function(){this.paintDirty=!0,this.markDirty()},i.markDirtyRadius=function(){this.dirtyRadius=!0,this.markPaintDirty()},i.setToCleanState=function(){this.paintDirty=!1,this.dirtyRadius=!1},e.mixInto(t)}});return i.register("CircleStatefulDrawable",n),n}),i("SCENERY/display/drawables/CircleDOMDrawable",["require","SCENERY/display/drawables/CircleStatefulDrawable","SCENERY/display/DOMSelfDrawable","SCENERY/util/Features","PHET_CORE/inherit","DOT/Matrix3","PHET_CORE/Poolable","SCENERY/scenery","SCENERY/util/Utils"],function(t){"use strict";function e(t,e){if(this.initializeDOMSelfDrawable(t,e),this.initializeState(t,e),this.matrix=this.matrix||a.dirtyFromPool(),!this.fillElement||!this.strokeElement){var i=document.createElement("div");this.fillElement=i;var n=document.createElement("div");this.strokeElement=n,i.style.display="block",i.style.position="absolute",i.style.left="0",i.style.top="0",i.style.pointerEvents="none",n.style.display="block",n.style.position="absolute",n.style.left="0",n.style.top="0",n.style.pointerEvents="none",i.appendChild(n)}this.domElement=this.fillElement,o.Utils.prepareForTransform(this.domElement,this.forceAcceleration)}var i=t("SCENERY/display/drawables/CircleStatefulDrawable"),n=t("SCENERY/display/DOMSelfDrawable"),r=t("SCENERY/util/Features"),s=t("PHET_CORE/inherit"),a=t("DOT/Matrix3"),A=t("PHET_CORE/Poolable"),o=t("SCENERY/scenery");t("SCENERY/util/Utils");return o.register("CircleDOMDrawable",e),s(n,e,{updateDOM:function(){var t=this.node,e=this.fillElement,i=this.strokeElement;if(this.paintDirty&&(this.dirtyRadius&&(e.style.width=2*t._radius+"px",e.style.height=2*t._radius+"px",e.style[r.borderRadius]=t._radius+"px"),this.dirtyFill&&(e.style.backgroundColor=t.getCSSFill()),this.dirtyStroke&&(t.hasStroke()?i.style.borderStyle="solid":i.style.borderStyle="none"),t.hasStroke())){var n=!this.hadStroke;(n||this.dirtyLineWidth||this.dirtyRadius)&&(i.style.width=2*t._radius-t.getLineWidth()+"px",i.style.height=2*t._radius-t.getLineWidth()+"px",i.style[r.borderRadius]=t._radius+t.getLineWidth()/2+"px"),(n||this.dirtyLineWidth)&&(i.style.left=-t.getLineWidth()/2+"px",i.style.top=-t.getLineWidth()/2+"px",i.style.borderWidth=t.getLineWidth()+"px"),(n||this.dirtyStroke)&&(i.style.borderColor=t.getSimpleCSSStroke())}if(this.transformDirty||this.dirtyRadius){this.matrix.set(this.getTransformMatrix());var s=a.translation(-t._radius,-t._radius);this.matrix.multiplyMatrix(s),s.freeToPool(),o.Utils.applyPreparedTransform(this.matrix,this.fillElement,this.forceAcceleration)}this.setToCleanState(),this.cleanPaintableState(),this.transformDirty=!1},dispose:function(){this.disposeState(),n.prototype.dispose.call(this)}}),i.mixInto(e),A.mixInto(e),e}),i("SCENERY/display/drawables/CircleSVGDrawable",["require","SCENERY/display/drawables/CircleStatefulDrawable","PHET_CORE/inherit","PHET_CORE/Poolable","SCENERY/scenery","SCENERY/display/SVGSelfDrawable"],function(t){"use strict";function e(t,e){this.initializeSVGSelfDrawable(t,e,!0,A),this.svgElement=this.svgElement||document.createElementNS(s.svgns,"circle")}var i=t("SCENERY/display/drawables/CircleStatefulDrawable"),n=t("PHET_CORE/inherit"),r=t("PHET_CORE/Poolable"),s=t("SCENERY/scenery"),a=t("SCENERY/display/SVGSelfDrawable"),A=!0;return s.register("CircleSVGDrawable",e),n(a,e,{updateSVGSelf:function(){var t=this.svgElement;this.dirtyRadius&&t.setAttribute("r",this.node._radius),this.updateFillStrokeStyle(t)}}),i.mixInto(e),r.mixInto(e),e}),i("SCENERY/nodes/Circle",["require","DOT/Bounds2","SCENERY/display/drawables/CircleCanvasDrawable","SCENERY/display/drawables/CircleDOMDrawable","SCENERY/display/drawables/CircleSVGDrawable","PHET_CORE/extendDefined","SCENERY/util/Features","PHET_CORE/inherit","SCENERY/nodes/Path","SCENERY/display/Renderer","SCENERY/scenery","KITE/Shape"],function(t){"use strict";function e(t,e){this._radius=0,e="object"===(void 0===t?"undefined":_typeof(t))?t:a({radius:t},e),l.call(this,null,e)}var i=t("DOT/Bounds2"),n=t("SCENERY/display/drawables/CircleCanvasDrawable"),r=t("SCENERY/display/drawables/CircleDOMDrawable"),s=t("SCENERY/display/drawables/CircleSVGDrawable"),a=t("PHET_CORE/extendDefined"),A=t("SCENERY/util/Features"),o=t("PHET_CORE/inherit"),l=t("SCENERY/nodes/Path"),u=t("SCENERY/display/Renderer"),c=t("SCENERY/scenery"),h=t("KITE/Shape");return c.register("Circle",e),o(l,e,{_mutatorKeys:["radius"].concat(l.prototype._mutatorKeys),drawableMarkFlags:l.prototype.drawableMarkFlags.concat(["radius"]).filter(function(t){return"shape"!==t}),getStrokeRendererBitmask:function(){var t=l.prototype.getStrokeRendererBitmask.call(this);return this.hasStroke()&&!this.getStroke().isGradient&&!this.getStroke().isPattern&&this.getLineWidth()<=this.getRadius()&&(t|=u.bitmaskDOM),t},getPathRendererBitmask:function(){return u.bitmaskCanvas|u.bitmaskSVG|(A.borderRadius?u.bitmaskDOM:0)},invalidateCircle:function(){this._shape=null,this.invalidatePath()},createCircleShape:function(){return h.circle(0,0,this._radius).makeImmutable()},intersectsBoundsSelf:function(t){var e=Math.abs(t.centerX),i=Math.abs(t.centerY),n=t.maxX-e,r=t.maxY-i;return!(e>n+this._radius||i>r+this._radius)&&(e<=n||i<=r||(e-=n,i-=r,e*e+i*i<=this._radius*this._radius))},canvasPaintSelf:function(t,e){n.prototype.paintCanvas(t,this,e)},createDOMDrawable:function(t,e){return r.createFromPool(t,e)},createSVGDrawable:function(t,e){return s.createFromPool(t,e)},createCanvasDrawable:function(t,e){return n.createFromPool(t,e)},setRadius:function(t){if(this._radius!==t){this._radius=t,this.invalidateCircle();for(var e=this._drawables.length,i=0;i=s*s}return!1},setShape:function(t){if(null!==t)throw new Error("Cannot set the shape of a scenery.Circle to something non-null");this.invalidatePath()},getShape:function(){return this._shape||(this._shape=this.createCircleShape()),this._shape},hasShape:function(){return!0}}),e}),i("SCENERY_PHET/SpinningIndicatorNode",["require","SCENERY/nodes/Circle","SCENERY/util/Color","PHET_CORE/inherit","PHET_CORE/merge","SCENERY/nodes/Node","SCENERY/util/PaintColorProperty","SCENERY/nodes/Rectangle","SCENERY_PHET/sceneryPhet"],function(t){"use strict";function e(t){t=s({indicatorSize:15,indicatorSpeed:1,elementFactory:e.rectangleFactory,elementQuantity:16,activeColor:"rgba(0,0,0,1)",inactiveColor:"rgba(0,0,0,0.15)"},t),this.options=t,a.call(this,t),this.indicatorRotation=2*Math.PI,this.activeColorProperty=new A(t.activeColor),this.inactiveColorProperty=new A(t.inactiveColor),this.angleDelta=2*Math.PI/t.elementQuantity,this.elements=[];for(var i=0,n=0;n'+I+"",{links:{url:d.updateURL},font:S})],tagName:"div"},t))},createOutOfDateDialogNode:function(t,e,n,A){return new p(r({spacing:15,maxWidth:550,children:[new p({spacing:5,align:"left",children:[new c(u.format(C,n),{font:new a(16),fontWeight:"bold"}),new c(u.format(N,e),{font:S})]}),new i({spacing:25,children:[new h(b,{baseColor:"#6f6",font:S,listener:function(){s(d.updateURL)}}),new h(v,{baseColor:"#ddd",font:S,listener:function(){t.hide()}})]})]},A))},createOfflineNode:function(t){return new i(r({spacing:0,maxWidth:550,children:[new m(20),new c(y,{font:new a(t.big?16:14),fontWeight:t.big?"bold":"normal"})],tagName:"p",innerContent:y},t))}};return n.register("UpdateNodes",T),T}),i("string!JOIST/versionPattern",function(){return window.phet.chipper.getStringForBuiltSim("JOIST/versionPattern")}),i("JOIST/AboutDialog",["require","SCENERY/accessibility/AccessiblePeer","JOIST/CreditsNode","SUN/Dialog","PHET_CORE/inherit","JOIST/joist","SCENERY/nodes/Node","JOIST/packageJSON","SCENERY_PHET/PhetFont","SCENERY/nodes/RichText","PHETCOMMON/util/StringUtils","SCENERY/nodes/Text","AXON/timer","JOIST/updateCheck","JOIST/UpdateNodes","JOIST/UpdateState","SCENERY/nodes/VBox","SCENERY/nodes/VStrut","string!JOIST/versionPattern"],function(t){"use strict";function e(t,e,s,a,d,y,I){var E=[],N=new h(t,{font:new l(28),maxWidth:v,tagName:"h1",innerContent:t});E.push(N);var S=c.format(C,e);if(E.push(new h(S,{font:new l(20),maxWidth:v,tagName:"p",innerContent:S})),phet.chipper.buildTimestamp&&E.push(new h(phet.chipper.buildTimestamp,{font:new l(13),maxWidth:v,tagName:"p",innerContent:phet.chipper.buildTimestamp})),g.areUpdatesChecked){var T={left:0,top:0},V=p.createCheckingNode(T),R=p.createUpToDateNode(T),P=p.createOutOfDateAboutNode(T),x=p.createOfflineNode(T);this.updateStepListener=V.stepListener,this.updateVisibilityListener=function(t){V.visible=t===m.CHECKING,R.visible=t===m.UP_TO_DATE,P.visible=t===m.OUT_OF_DATE,x.visible=t===m.OFFLINE,V.accessibleContentDisplayed=V.visible,R.accessibleContentDisplayed=R.visible,P.accessibleContentDisplayed=P.visible,x.accessibleContentDisplayed=x.visible},E.push(new A({children:[V,R,P,x],maxWidth:v}))}var w=[];if(a.name&&w.push(new u(a.name,{font:new l(16),supScale:.5,supYOffset:2,maxWidth:v,tagName:"h2",innerContent:a.name})),a.copyright){var L=phet.chipper.buildTimestamp?phet.chipper.buildTimestamp.split("-")[0]:(new Date).getFullYear(),M=c.fillIn(a.copyright,{year:L});w.push(new h(M,{font:new l(12),maxWidth:v,tagName:"p",innerContent:M}))}a.additionalLicenseStatement&&(this.additionalLicenseStatement=new u(a.additionalLicenseStatement,{font:new l(10),fill:"gray",align:"left",maxWidth:v,tagName:"p",innerContent:a.additionalLicenseStatement}),w.push(this.additionalLicenseStatement)),w.length>0&&(E.push(new b(15)),E=E.concat(w)),!s||"phet"!==a.id&&"phet-io"!==a.id||(E.push(new b(15)),this.creditsNode=new n(s,{maxWidth:v}),E.push(this.creditsNode));var W=a.getLinks(o.name,d);if(W&&W.length>0){var D=[];D.push(new b(15));for(var O=0;O'+X.text+"":X.text+": "+X.url;D.push(new u(q,{links:{url:X.url},font:new l(14),tandem:I.createTandem(X.tandemName)}))}var Y=new f({spacing:5,align:"left",children:D,maxWidth:v});E.push(Y)}var k=new f({align:"left",spacing:5,children:E,tagName:"div"});r.call(this,k,{focusOnCloseNode:y,xSpacing:20,topMargin:20,bottomMargin:20,leftMargin:20,rightMargin:20,tandem:I,phetioReadOnly:!0,phetioState:!1,phetioDynamicElement:!0}),this.addAriaLabelledbyAssociation({thisElementName:i.PRIMARY_SIBLING,otherNode:N,otherElementName:i.PRIMARY_SIBLING}),this.disposeAboutDialog=function(){this.creditsNode&&this.creditsNode.dispose(),this.additionalLicenseStatement&&this.additionalLicenseStatement.dispose()}}var i=t("SCENERY/accessibility/AccessiblePeer"),n=t("JOIST/CreditsNode"),r=t("SUN/Dialog"),s=t("PHET_CORE/inherit"),a=t("JOIST/joist"),A=t("SCENERY/nodes/Node"),o=t("JOIST/packageJSON"),l=t("SCENERY_PHET/PhetFont"),u=t("SCENERY/nodes/RichText"),c=t("PHETCOMMON/util/StringUtils"),h=t("SCENERY/nodes/Text"),d=t("AXON/timer"),g=t("JOIST/updateCheck"),p=t("JOIST/UpdateNodes"),m=t("JOIST/UpdateState"),f=t("SCENERY/nodes/VBox"),b=t("SCENERY/nodes/VStrut"),C=t("string!JOIST/versionPattern"),v=550;return a.register("AboutDialog",e),s(r,e,{show:function(){g.areUpdatesChecked&&!this.isShowingProperty.value&&(g.resetTimeout(),g.stateProperty.value!==m.OFFLINE&&g.stateProperty.value!==m.UNCHECKED||g.check(),d.addListener(this.updateStepListener),g.stateProperty.link(this.updateVisibilityListener)),r.prototype.show.call(this)},hide:function(){this.isShowingProperty.value&&(r.prototype.hide.call(this),g.areUpdatesChecked&&(g.stateProperty.unlink(this.updateVisibilityListener),d.removeListener(this.updateStepListener)))},dispose:function(){this.disposeAboutDialog(),r.prototype.dispose.call(this)}})}),i("SUN/MenuItem",["require","SCENERY/accessibility/AccessibilityUtils","TANDEM/EventType","SCENERY/listeners/FireListener","SUN/FontAwesomeNode","PHET_CORE/inherit","PHET_CORE/merge","SCENERY/nodes/Node","SCENERY_PHET/PhetFont","SCENERY/nodes/Rectangle","SUN/sun","TANDEM/Tandem","SCENERY/nodes/Text"],function(t){"use strict";function e(t,e,s,a,c,N){var S=this;N=A({cursor:"pointer",textFill:"black",separatorBefore:!1,checkedProperty:null,tandem:h.OPTIONAL,phetioDocumentation:"Item buttons shown in a popup menu",phetioEventType:n.USER,tagName:"button",handleFocusCallback:function(t){var e=phet.joist.display.accessibleDOMElement;i.getNextFocusable(e).focus()},containerTagName:"li",containerAriaRole:"none",innerContent:a,ariaRole:"menuitem"},N),o.call(this);var T=new d(a,{font:new l(p),fill:N.textFill,maxWidth:f}),V=new u(0,0,t+v+y+C,e+I+I,E,E);this.addChild(V),this.addChild(T),T.left=V.left+v+C,T.centerY=V.centerY,this.addInputListener({enter:function(){V.fill=m},exit:function(){V.fill=null}});var R=function(t){s(t),c(t)};this.addInputListener(new r({tandem:N.tandem.createTandem("inputListener"),fire:R})),this.separatorBefore=N.separatorBefore;var P=void 0;if(N.checkedProperty){var x=new o({children:[g],right:T.left-b,centerY:T.centerY});P=function(t){x.visible=t},N.checkedProperty.link(P),this.addChild(x)}var 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i=t("SCENERY/nodes/Image"),n=t("PHET_CORE/inherit"),r=t("JOIST/joist"),s=t("JOIST/JoistA11yStrings"),a=t("JOIST/JoistButton"),A=t("JOIST/KebabMenuIcon"),o=t("SCENERY/nodes/Node"),l=t("JOIST/PhetButtonIO"),u=t("JOIST/PhetMenu"),c=t("AXON/Property"),h=t("JOIST/updateCheck"),d=t("JOIST/UpdateState"),g=s.phet.value,p=t("mipmap!BRAND/logo.png"),m=t("mipmap!BRAND/logo-on-white.png"),f=.28/p[0].height*108;return r.register("PhetButton",e),n(a,e)}),i("string!JOIST/simTitleWithScreenNamePattern",function(){return 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y,this.isAccessible=phet.chipper.queryParameters.accessibility||phet.chipper.queryParameters.a11y||r.accessibility,this.supportsGestureA11y=this.isAccessible&&k,this.keyboardHelpNode=r.keyboardHelpNode,this.supportsSound=(R.phet.supportsSound||phet.chipper.queryParameters.supportsSound)&&("enabled"===phet.chipper.queryParameters.sound||"muted"===phet.chipper.queryParameters.sound)&&!P.ie,this.supportsEnhancedSound=this.supportsSound&&(R.phet.supportsEnhancedSound||phet.chipper.queryParameters.supportsEnhancedSound),this.supportsSound&&W.initialize(this.browserTabVisibleProperty,this.activeProperty),this.vibrationManager=r.vibrationManager,this.vibrationManager&&this.vibrationManager.initialize(this.browserTabVisibleProperty,this.activeProperty),window.phet.joist.sim=this,window.phet.joist.ScreenshotGenerator=M,this.name=t,this.version=R.version,this.credits=r.credits,this.frameCounter=0,this.resizePending=!0,this.locale=phet.chipper.locale||"en",QueryStringMachine.containsKey("locale")&&$("title").html(t),phet.chipper.queryParameters.recordInputEventLog&&(r.recordInputEventLog=!0,r.inputEventLogName=phet.chipper.queryParameters.recordInputEventLog),phet.chipper.queryParameters.playbackInputEventLog&&(r.playbackInputEventLog=!0,r.inputEventLogName=phet.chipper.queryParameters.playbackInputEventLog),(phet.chipper.queryParameters.fuzz||phet.chipper.queryParameters.fuzzMouse||phet.chipper.queryParameters.fuzzTouch||phet.chipper.queryParameters.fuzzBoard)&&(window.open=function(){return{focus:function(){},blur:function(){}}});$("body").css("padding","0").css("margin","0").css("overflow","hidden"),document.getElementById("sim")&&document.getElementById("sim").parentNode===document.body&&document.body.removeChild(document.getElementById("sim")),document.onselectstart=function(){return!1},this.rootNode=new N({renderer:r.rootRenderer}),this.simulationRoot=new L(0,0,0,0),this.rootNode.addChild(this.simulationRoot),this.display=new l(u.rootNode,{allowSceneOverflow:!1,allowWebGL:phet.chipper.queryParameters.webgl,accessibility:this.isAccessible,isApplication:!1,assumeFullWindow:!0,allowBackingScaleAntialiasing:r.allowBackingScaleAntialiasing});var X=phet.chipper.queryParameters.randomSeed*Math.PI;this.inputFuzzer=new m(this.display,X),this.keyboardFuzzer=new b(this.display,X),this.activeProperty.link(function(t){u.display.interactive=t}),u.display.domElement.id="sim",document.body.appendChild(u.display.domElement),h.start(this),phet.chipper.queryParameters.sceneryLog&&this.display.scenery.enableLogging(phet.chipper.queryParameters.sceneryLog),phet.chipper.queryParameters.sceneryStringLog&&this.display.scenery.switchLogToString(),this.display.initializeEvents({tandem:D.GENERAL.createTandem("controller").createTandem("input")}),window.phet.joist.rootNode=this.rootNode,window.phet.joist.display=this.display,u.display.setPointerDisplayVisible(phet.chipper.queryParameters.showPointers),u.display.setPointerAreaDisplayVisible(phet.chipper.queryParameters.showPointerAreas),u.display.setHitAreaDisplayVisible(phet.chipper.queryParameters.showHitAreas),u.display.setCanvasNodeBoundsVisible(phet.chipper.queryParameters.showCanvasNodeBounds),u.display.setFittedBlockBoundsVisible(phet.chipper.queryParameters.showFittedBlockBounds),this.screens=e,e.length>1?(this.homeScreen=new d(this,D.ROOT.createTandem("homeScreen"),{warningNode:r.homeScreenWarningNode}),this.homeScreen.initializeModelAndView()):this.homeScreen=null,this.navigationBar=new E(this,e,this.showHomeScreenProperty,D.GENERAL.createTandem("navigationBar")),this.panZoomListener=null,phet.chipper.queryParameters.zoom&&(this.panZoomListener=new n(this.simulationRoot),this.simulationRoot.addInputListener(this.panZoomListener)),this.updateBackground=function(){u.lookAndFeel.backgroundColorProperty.value=u.currentScreenProperty.value?u.currentScreenProperty.value.backgroundColorProperty.value:u.homeScreen.backgroundColorProperty.value},this.lookAndFeel.backgroundColorProperty.link(function(t){u.display.backgroundColor=t}),D.PHET_IO_ENABLED&&Y.initialize(),w.multilink([this.showHomeScreenProperty,this.screenIndexProperty],function(t,i){u.currentScreenProperty.value=t&&u.homeScreen?null:e[i],u.updateBackground()}),this.currentScreenProperty.lazyLink(function(t,e){null===e?u.homeScreen.view.interruptSubtreeInput():e.view.interruptSubtreeInput()}),window.addEventListener("pageshow",function(t){t.persisted&&window.location.reload()}),phet.chipper.queryParameters.legendsOfLearning&&new C(this).start()}var i=t("AXON/Action"),n=t("SCENERY/listeners/AnimatedPanZoomListener"),r=t("SCENERY_PHET/BarrierRectangle"),s=t("AXON/BooleanProperty"),a=t("DOT/Bounds2"),A=t("BRAND/Brand"),o=t("DOT/Dimension2"),l=t("SCENERY/display/Display"),u=t("DOT/Utils"),c=t("AXON/Emitter"),h=t("JOIST/Heartbeat"),d=t("JOIST/HomeScreen"),g=t("JOIST/HomeScreenView"),p=t("PHET_CORE/inherit"),m=t("SCENERY/input/InputFuzzer"),f=t("JOIST/joist"),b=t("SCENERY/accessibility/KeyboardFuzzer"),C=t("JOIST/thirdPartySupport/LegendsOfLearningSupport"),v=t("JOIST/LookAndFeel"),y=t("JOIST/MemoryMonitor"),I=t("PHET_CORE/merge"),E=t("JOIST/NavigationBar"),N=t("SCENERY/nodes/Node"),S=t("TANDEM/types/NumberIO"),T=t("AXON/NumberProperty"),V=t("AXON/ObservableArray"),R=t("JOIST/packageJSON"),P=t("PHET_CORE/platform"),x=t("JOIST/Profiler"),w=t("AXON/Property"),L=t("SCENERY/nodes/Rectangle"),M=t("JOIST/ScreenshotGenerator"),W=t("TAMBO/soundManager"),D=t("TANDEM/Tandem"),O=t("AXON/timer"),X=t("JOIST/updateCheck"),q=t("SCENERY/util/Utils"),Y=t("ifphetio!PHET_IO/phetioEngine"),k=P.android||P.mobileSafari;return phet.joist.elapsedTime=0,phet.joist.playbackModeEnabledProperty=new s(phet.chipper.queryParameters.playbackMode),f.register("Sim",e),p(Object,e,{finishInit:function(t){var e=this;this.homeScreen&&this.simulationRoot.addChild(this.homeScreen.view),_.each(t,function(t){t.view.layerSplit=!0,e.simulationRoot.addChild(t.view)}),this.simulationRoot.addChild(this.navigationBar),w.multilink([this.showHomeScreenProperty,this.screenIndexProperty],function(i,n){e.homeScreen&&(i?(e.homeScreen.activeProperty.set(!0),e.homeScreen.view.setVisible(!0)):(e.homeScreen.view.setVisible(!1),e.homeScreen.activeProperty.set(!1)));for(var r=0;r0&&this.stepSimulation(i)},getSelectedScreen:function(){return this.showHomeScreenProperty.value?null:this.screens[this.screenIndexProperty.value]},stepSimulation:function(t){this.stepSimulationAction.execute(t)},setAccessibleViewsVisible:function(t){for(var e=0;e=0||i.indexOf("/")<0||i.indexOf("..")>=0)){var n=i.slice(0,i.indexOf("/")),r=i.slice(i.lastIndexOf("/")+1),s=n.toLowerCase().split("_"),a=[s[0]].concat(s.slice(1).map(function(t){return t.charAt(0).toUpperCase()+t.slice(1)})).join("");if(r!==a&&r!==a+"Namespace"){var A=phet[a]&&phet[a][r];A||e("not namespaced: "+a+"."+r),A&&A!==t[i]&&e(a+"."+r+" is different than the expected namespaced object")}}};e(function(t){console.log(t)}),e(function(t){})};return t("JOIST/joist").register("checkNamespaces",e),e}),i("PHET_IO/phetioCommandProcessor",function(){return function(){return function(){}}}),i("JOIST/SimLauncher",["require","TANDEM/Tandem","JOIST/checkNamespaces","JOIST/joist","DOT/Random","ifphetio!PHET_IO/dataStream","ifphetio!PHET_IO/phetioCommandProcessor"],function(t){"use strict";var e=t("TANDEM/Tandem"),i=(t("JOIST/checkNamespaces"),t("JOIST/joist")),n=t("DOT/Random"),r=t("ifphetio!PHET_IO/dataStream"),s=t("ifphetio!PHET_IO/phetioCommandProcessor"),a={launch:function(t){function i(){window.phet.joist.launchSimulation=function(){e.launch(),r.launch&&r.launch(),phet.joist.random=new n({staticSeed:!0}),t()},phet.phetio&&s.initialize(),phet.chipper.queryParameters.postMessageOnReady&&window.parent&&window.parent.postMessage(JSON.stringify({type:"ready",url:window.location.href}),"*"),phet.phetio&&!phet.phetio.queryParameters.phetioStandalone||phet.chipper.queryParameters.playbackMode||window.phet.joist.launchSimulation()}function a(t){return!!t.complete&&(void 0===t.naturalWidth||0!==t.naturalWidth)}window.phet.joist.launchCalled=!0;var A=[],o=0;if(window.phetImages)for(var l=0;l3&&void 0!==arguments[3]?arguments[3]:null;_classCallCheck(this,t),this.valueProperty=new n(i),this.colorProperty=new r(s),this.isDraggingProperty=new e(!1),this.numberLine=a,this.controller=A,this.mostRecentlyProposedValue=null}return _createClass(t,[{key:"getPositionInModelSpace",value:function(){return this.numberLine.valueToModelPosition(this.valueProperty.value)}},{key:"proposeValue",value:function(t){var e=this.numberLine.getConstrainedValue(t);e!==this.valueProperty.value&&(this.valueProperty.value=e),this.mostRecentlyProposedValue=t}}]),t}();return i.register("NumberLinePoint",s)}),i("NUMBER_LINE_INTEGERS/common/model/NumberLine",["require","PHET_CORE/merge","NUMBER_LINE_INTEGERS/numberLineIntegers","NUMBER_LINE_INTEGERS/common/model/NumberLinePoint","AXON/ObservableArray","DOT/Utils"],function(t){"use strict";var e=t("PHET_CORE/merge"),i=t("NUMBER_LINE_INTEGERS/numberLineIntegers"),n=t("NUMBER_LINE_INTEGERS/common/model/NumberLinePoint"),r=t("AXON/ObservableArray"),s=t("DOT/Utils"),a=function(){function t(i){var n=this;_classCallCheck(this,t),i=e({initialPointSpecs:[]},i),this.initialPointSpecs=i.initialPointSpecs,this.residentPoints=new r,this.residentPoints.addItemAddedListener(function(t){var e=function(e){if(!(e||n.getPointsAt(t.valueProperty.value).length<=1)){var i=t.mostRecentlyProposedValue;null===i&&(i=t.valueProperty.value),t.valueProperty.value=n.getNearestUnoccupiedValue(i)}};t.isDraggingProperty.link(e);n.residentPoints.addItemRemovedListener(function i(r){r===t&&(r.isDraggingProperty.unlink(e),n.residentPoints.removeItemRemovedListener(i))})}),this.addInitialPoints()}return _createClass(t,[{key:"addInitialPoints",value:function(){var t=this;this.initialPointSpecs.forEach(function(e){t.addPoint(new n(e.initialValue,e.color,t))})}},{key:"addPoint",value:function(t){this.residentPoints.add(t)}},{key:"removePoint",value:function(t){this.residentPoints.remove(t)}},{key:"removeAllPoints",value:function(){this.residentPoints.clear()}},{key:"getConstrainedValue",value:function(t){var e=this.displayedRangeProperty.value;return s.clamp(s.roundSymmetric(t),e.min,e.max)}},{key:"hasPointAt",value:function(t){return _.some(this.residentPoints.getArray(),function(e){return e.valueProperty.value===t})}},{key:"getPointsAt",value:function(t){return _.filter(this.residentPoints.getArray(),function(e){return e.valueProperty.value===t})}},{key:"getNearestUnoccupiedValue",value:function(t){for(var e=this,i=s.roundSymmetric(t),n=0,r=function(t){return[i-t,i+t].filter(function(t){return!e.hasPointAt(t)&&e.displayedRangeProperty.value.contains(t)})},a=r(n);0===a.length;)a=r(++n);return _.sortBy(a,[function(e){return Math.abs(e-t)}])[0]}},{key:"reset",value:function(){this.removeAllPoints(),this.addInitialPoints()}}]),t}();return i.register("NumberLine",a)}),i("PHET_CORE/Orientation",["require","PHET_CORE/Enumeration","PHET_CORE/phetCore","DOT/Vector2"],function(t){"use strict";var e=t("PHET_CORE/Enumeration"),i=t("PHET_CORE/phetCore"),n=t("DOT/Vector2"),r=function t(e,i,n,r,s,a,A,o,l){_classCallCheck(this,t),this.coordinate=e,this.centerCoordinate=i,this.minSide=n,this.maxSide=r,this.rectCoordinate=s,this.rectSize=a,this.layoutBoxOrientation=A,this.modelToView=o,this.toVector=l,this.opposite=null},s=new r("x","centerX","left","right","rectX","rectWidth","horizontal",function(t,e){return t.modelToViewX(e)},function(t,e){return new n(t,e)}),a=new r("y","centerY","top","bottom","rectY","rectHeight","vertical",function(t,e){return t.modelToViewY(e)},function(t,e){return new n(e,t)});return s.opposite=a,a.opposite=s,i.register("Orientation",e.byMap({HORIZONTAL:s,VERTICAL:a}))}),i("NUMBER_LINE_INTEGERS/common/model/SpatializedNumberLine",["require","AXON/BooleanProperty","DOT/Bounds2","AXON/EnumerationProperty","PHET_CORE/merge","NUMBER_LINE_INTEGERS/common/model/NumberLine","NUMBER_LINE_INTEGERS/numberLineIntegers","PHET_CORE/Orientation","AXON/Property","DOT/Range","DOT/Vector2"],function(t){"use strict";var e=t("AXON/BooleanProperty"),i=t("DOT/Bounds2"),n=t("AXON/EnumerationProperty"),r=t("PHET_CORE/merge"),s=t("NUMBER_LINE_INTEGERS/common/model/NumberLine"),a=t("NUMBER_LINE_INTEGERS/numberLineIntegers"),A=t("PHET_CORE/Orientation"),o=t("AXON/Property"),l=t("DOT/Range"),u=t("DOT/Vector2"),c=function(t){function a(t,s){_classCallCheck(this,a);var c=_possibleConstructorReturn(this,(a.__proto__||Object.getPrototypeOf(a)).call(this,s));return s=r({initialOrientation:A.HORIZONTAL,initialDisplayedRange:new l(-10,10),labelsInitiallyVisible:!1,tickMarksInitiallyVisible:!1,absoluteValuesInitiallyVisible:!1,widthInModelSpace:100,heightInModelSpace:100},s),c.centerPosition=t,c.orientationProperty=new n(A,s.initialOrientation),c.displayedRangeProperty=new o(s.initialDisplayedRange,{valueType:l}),c.showLabelsProperty=new e(s.labelsInitiallyVisible),c.showTickMarksProperty=new e(s.tickMarksInitiallyVisible),c.showAbsoluteValuesProperty=new e(s.absoluteValuesInitiallyVisible),c.showOppositesProperty=new e(!1),c.modelToPositonScale=u.ZERO.copy(),c.displayedRangeProperty.link(function(t){c.modelToPositonScale=new u(t.getLength()/s.widthInModelSpace,t.getLength()/s.heightInModelSpace)}),c.modelProjectionBounds=new i(c.displayedRangeProperty.value.min/c.modelToPositonScale.x+t.x,c.displayedRangeProperty.value.max/-c.modelToPositonScale.y+t.y,c.displayedRangeProperty.value.max/c.modelToPositonScale.x+t.x,c.displayedRangeProperty.value.min/-c.modelToPositonScale.y+t.y),c}return _inherits(a,s),_createClass(a,[{key:"modelPositionToValue",value:function(t){return this.isHorizontal?(t.x-this.centerPosition.x)*this.modelToPositonScale.x:(t.y-this.centerPosition.y)*-this.modelToPositonScale.y}},{key:"valueToModelPosition",value:function(t){return this.isHorizontal?new u(t/this.modelToPositonScale.x+this.centerPosition.x,this.centerPosition.y):new u(this.centerPosition.x,t/-this.modelToPositonScale.y+this.centerPosition.y)}},{key:"isWithinPointCreationDistance",value:function(t){return this.isWithinDistance(t,60,20)}},{key:"isWithinPointRemovalDistance",value:function(t){return this.isWithinDistance(t,120,25)}},{key:"isWithinDistance",value:function(t,e,n){return(this.isHorizontal?new i(this.modelProjectionBounds.minX-n,this.centerPosition.y-e,this.modelProjectionBounds.maxX+n,this.centerPosition.y+e):new i(this.centerPosition.x-e,this.modelProjectionBounds.minY-n,this.centerPosition.x+e,this.modelProjectionBounds.maxY+n)).containsPoint(t)}},{key:"reset",value:function(){_get(a.prototype.__proto__||Object.getPrototypeOf(a.prototype),"reset",this).call(this),this.showAbsoluteValuesProperty.reset(),this.orientationProperty.reset(),this.displayedRangeProperty.reset(),this.showLabelsProperty.reset(),this.showTickMarksProperty.reset(),this.showOppositesProperty.reset()}},{key:"isHorizontal",get:function(){return this.orientationProperty.value===A.HORIZONTAL}},{key:"isVertical",get:function(){return this.orientationProperty.value===A.VERTICAL}}]),a}();return a.register("SpatializedNumberLine",c)}),i("TWIXT/twixt",["require","PHET_CORE/Namespace"],function(t){"use strict";return new(t("PHET_CORE/Namespace"))("twixt")}),i("TWIXT/Easing",["require","PHET_CORE/inherit","TWIXT/twixt"],function(t){"use strict";function e(){}var i=t("PHET_CORE/inherit");return t("TWIXT/twixt").register("Easing",e),i(Object,e,{value:function(t){throw new Error("Unimplemented easing value")},derivative:function(t){throw new Error("Unimplemented easing derivative")},secondDerivative:function(t){throw new Error("Unimplemented easing secondDerivative")}}),e.polynomialEaseInValue=function(t,e){return Math.pow(e,t)},e.polynomialEaseOutValue=function(t,e){return 1-Math.pow(1-e,t)},e.polynomialEaseInOutValue=function(t,i){return i<=.5?.5*Math.pow(2*i,t):1-e.polynomialEaseInOutValue(t,1-i)},e.polynomialEaseInDerivative=function(t,e){return t*Math.pow(e,t-1)},e.polynomialEaseOutDerivative=function(t,e){return t*Math.pow(1-e,t-1)},e.polynomialEaseInOutDerivative=function(t,i){return i<=.5?Math.pow(2,t-1)*t*Math.pow(i,t-1):e.polynomialEaseInOutDerivative(t,1-i)},e.polynomialEaseInSecondDerivative=function(t,e){return(t-1)*t*Math.pow(e,t-2)},e.polynomialEaseOutSecondDerivative=function(t,e){return-(t-1)*t*Math.pow(1-e,t-2)},e.polynomialEaseInOutSecondDerivative=function(t,i){return i<=.5?Math.pow(2,t-1)*(t-1)*t*Math.pow(i,t-2):-e.polynomialEaseInOutSecondDerivative(t,1-i)},e.polynomialEaseIn=function(t){var i=new e;return i.value=e.polynomialEaseInValue.bind(i,t),i.derivative=e.polynomialEaseInDerivative.bind(i,t),i.secondDerivative=e.polynomialEaseInSecondDerivative.bind(i,t),i},e.polynomialEaseOut=function(t){var i=new e;return i.value=e.polynomialEaseOutValue.bind(i,t),i.derivative=e.polynomialEaseOutDerivative.bind(i,t),i.secondDerivative=e.polynomialEaseOutSecondDerivative.bind(i,t),i},e.polynomialEaseInOut=function(t){var i=new e;return i.value=e.polynomialEaseInOutValue.bind(i,t),i.derivative=e.polynomialEaseInOutDerivative.bind(i,t),i.secondDerivative=e.polynomialEaseInOutSecondDerivative.bind(i,t),i},e.LINEAR=e.polynomialEaseIn(1),e.QUADRATIC_IN=e.polynomialEaseIn(2),e.QUADRATIC_OUT=e.polynomialEaseOut(2),e.QUADRATIC_IN_OUT=e.polynomialEaseInOut(2),e.CUBIC_IN=e.polynomialEaseIn(3),e.CUBIC_OUT=e.polynomialEaseOut(3),e.CUBIC_IN_OUT=e.polynomialEaseInOut(3),e.QUARTIC_IN=e.polynomialEaseIn(4),e.QUARTIC_OUT=e.polynomialEaseOut(4),e.QUARTIC_IN_OUT=e.polynomialEaseInOut(4),e.QUINTIC_IN=e.polynomialEaseIn(5),e.QUINTIC_OUT=e.polynomialEaseOut(5),e.QUINTIC_IN_OUT=e.polynomialEaseInOut(5),e}),i("TWIXT/AnimationTarget",["require","TWIXT/Easing","PHET_CORE/inherit","PHET_CORE/merge","AXON/Property","TWIXT/twixt"],function(t){"use strict";function e(t){(t=r({setValue:null,getValue:null,property:null,object:null,attribute:null,to:null,delta:null,speed:null,from:null,easing:i.CUBIC_IN_OUT,blend:e.DEFAULT_BLEND,distance:e.DEFAULT_DISTANCE,add:e.DEFAULT_ADD},t)).object&&(t.setValue=e.OBJECT_SET(t.object,t.attribute),t.getValue=e.OBJECT_GET(t.object,t.attribute)),t.property&&(t.setValue=e.PROPERTY_SET(t.property),t.getValue=e.PROPERTY_GET(t.property)),this.getValue=t.getValue,this.setValue=t.setValue,this.easing=t.easing,this.from=t.from,this.to=t.to,this.delta=t.delta,this.speed=t.speed,this.blend=t.blend,this.distance=t.distance,this.add=t.add,this.startingValue=null,this.endingValue=null}var i=t("TWIXT/Easing"),n=t("PHET_CORE/inherit"),r=t("PHET_CORE/merge");t("AXON/Property");return t("TWIXT/twixt").register("AnimationTarget",e),n(Object,e,{computeStartEnd:function(){this.startingValue=null!==this.from?this.from:this.getValue(),this.endingValue=null!==this.to?this.to:this.add(this.startingValue,this.delta)},update:function(t){this.setValue(this.blend(this.startingValue,this.endingValue,this.easing.value(t)))},hasPreferredDuration:function(){return null!==this.speed},getPreferredDuration:function(){return null===this.speed?null:this.speed*this.distance(this.startingValue,this.delta)}},{DEFAULT_BLEND:function(t,e,i){if(0===i)return t;if(1===i)return e;if("number"==typeof t&&"number"==typeof e)return t+(e-t)*i;if("object"===(void 0===t?"undefined":_typeof(t))&&"object"===(void 0===e?"undefined":_typeof(e))&&"function"==typeof t.blend)return t.blend(e,i);throw new Error("Blending not supported for: "+t+", "+e+", pass in a blend option")},DEFAULT_DISTANCE:function(t,e){if("number"==typeof t&&"number"==typeof e)return Math.abs(t-e);if("object"===(void 0===t?"undefined":_typeof(t))&&"object"===(void 0===e?"undefined":_typeof(e))&&"function"==typeof t.distance)return t.distance(e);throw new Error("Distance (required for speed) by default not supported for: "+t+", "+e+", pass in a distance option")},DEFAULT_ADD:function(t,e){if("number"==typeof t&&"number"==typeof e)return t+e;if("object"===(void 0===t?"undefined":_typeof(t))&&"object"===(void 0===e?"undefined":_typeof(e))&&"function"==typeof t.plus)return t.plus(e);throw new Error("Addition (required for delta) by default not supported for: "+t+", "+e+", pass in an add option")},OBJECT_SET:function(t,e){return function(i){t[e]=i}},OBJECT_GET:function(t,e){return function(){return t[e]}},PROPERTY_SET:function(t){return function(e){t.value=e}},PROPERTY_GET:function(t){return function(){return t.value}}}),e}),i("TWIXT/Animation",["require","TWIXT/AnimationTarget","AXON/BooleanProperty","AXON/Emitter","PHET_CORE/inherit","PHET_CORE/merge","AXON/timer","TWIXT/twixt","DOT/Utils"],function(t){"use strict";function e(t){if(t=a({targets:null,duration:null,delay:0,stepEmitter:A},t),this.targets=_.map(null===t.targets?[t]:t.targets,function(t){return new i(t)}),this.duration=t.duration,this.delay=t.delay,this.length=0,this.remainingDelay=0,this.remainingAnimation=0,this.runningProperty=new n(!1),this.animatingProperty=new n(!1),this.startEmitter=new r,this.beginEmitter=new r,this.finishEmitter=new r({parameters:[{valueType:"number"}]}),this.stopEmitter=new r,this.endedEmitter=new r,this.updateEmitter=new r,t.stepEmitter){var e=this.step.bind(this);this.runningProperty.link(function(i){i&&!t.stepEmitter.hasListener(e)?t.stepEmitter.addListener(e):!i&&t.stepEmitter.hasListener(e)&&t.stepEmitter.removeListener(e)})}}var i=t("TWIXT/AnimationTarget"),n=t("AXON/BooleanProperty"),r=t("AXON/Emitter"),s=t("PHET_CORE/inherit"),a=t("PHET_CORE/merge"),A=t("AXON/timer"),o=t("TWIXT/twixt"),l=t("DOT/Utils");return o.register("Animation",e),s(Object,e,{start:function(t){return this.runningProperty.value?this:(this.remainingDelay=this.delay,this.runningProperty.value=!0,this.startEmitter.emit(),this.step(void 0!==t?t:0),this)},stop:function(){return this.runningProperty.value?(this.runningProperty.value=!1,this.stopEmitter.emit(),this.endedEmitter.emit(),this):this},step:function(t){if(!this.runningProperty.value)return this;if(!this.animatingProperty.value){if(this.remainingDelay-=t,t=-this.remainingDelay,this.remainingDelay>0)return this;this.length=this.duration;for(var e=0;e0}},{key:"associateWithNumberLinePoint",value:function(t){var e=this;if(this.numberLinePoints.push(t),this.bidirectionalAssociation){var i=function(){e.setPositionRelativeToPoint(t)};this.pointToValueChangeHandlerMap.set(t,i),t.valueProperty.link(i)}t.isDraggingProperty.value=this.isDraggingProperty.value}},{key:"dissociateFromNumberLinePoint",value:function(t){if(t.isDraggingProperty.value=!1,this.bidirectionalAssociation){var e=this.pointToValueChangeHandlerMap.get(t);t.valueProperty.unlink(e),this.pointToValueChangeHandlerMap.delete(t)}this.numberLinePoints=_.without(this.numberLinePoints,t)}},{key:"clearNumberLinePoints",value:function(){var t=this;this.numberLinePoints.forEach(function(e){t.dissociateFromNumberLinePoint(e)})}},{key:"removePointsFromNumberLines",value:function(){this.numberLinePoints.forEach(function(t){t.numberLine.removePoint(t)})}},{key:"proposePosition",value:function(t){var e=this;if(this.isControllingNumberLinePoint())this.numberLinePoints.forEach(function(i){var n=i.numberLine.modelPositionToValue(t);e.lockToNumberLine===r.ALWAYS?i.proposeValue(n):e.lockToNumberLine===r.NEVER?(i.proposeValue(n),i.numberLine.isHorizontal?e.positionProperty.value=new u(e.positionProperty.value.x,t.y):e.positionProperty.value=new u(t.x,e.positionProperty.value.y)):e.lockToNumberLine===r.WHEN_CLOSE&&(i.numberLine.isWithinPointRemovalDistance(t)?i.proposeValue(n):(i.numberLine.removePoint(i),e.dissociateFromNumberLinePoint(i)))});else if(this.lockToNumberLine===r.WHEN_CLOSE){var i=this.numberLines.filter(function(e){return e.isWithinPointCreationDistance(t)}),n=i.map(function(e){return e.getConstrainedValue(e.modelPositionToValue(t))});i.length>0?i.forEach(function(t,i){var r=new A(n[i],e.color,t,e);t.addPoint(r),e.associateWithNumberLinePoint(r)}):this.goToPosition(t)}else this.goToPosition(t)}},{key:"goToPosition",value:function(t){var i=this,r=arguments.length>1&&void 0!==arguments[1]&&arguments[1];if(this.stopAnimation(),r){var s=new e({duration:Math.max(.3,this.positionProperty.value.distance(t)/1e3),targets:[{to:this.scaleInBox,property:this.scaleProperty,easing:n.CUBIC_IN_OUT},{property:this.positionProperty,easing:n.CUBIC_IN_OUT,to:t}]});this.inProgressAnimationProperty.value=s,s.start(),s.finishEmitter.addListener(function(){i.inProgressAnimationProperty.value=null}),s.stopEmitter.addListener(function(){i.inProgressAnimationProperty.value=null})}else this.positionProperty.value=t}},{key:"setPositionRelativeToPoint",value:function(t){var e=t.getPositionInModelSpace(),i=void 0,n=void 0;t.numberLine.isHorizontal?(i=e.x,n=this.lockToNumberLine===r.ALWAYS||this.lockToNumberLine===r.WHEN_CLOSE?e.y+this.offsetFromHorizontalNumberLine:this.positionProperty.value.y):(n=e.y,i=this.lockToNumberLine===r.ALWAYS||this.lockToNumberLine===r.WHEN_CLOSE?e.x+this.offsetFromVerticalNumberLine:this.positionProperty.value.x),this.goToPosition(new u(i,n))}},{key:"stopAnimation",value:function(){this.inProgressAnimationProperty.value&&(this.inProgressAnimationProperty.value.stop(),this.inProgressAnimationProperty.value=null)}},{key:"reset",value:function(){this.clearNumberLinePoints(),this.stopAnimation(),this.positionProperty.reset(),this.scaleProperty.reset()}}]),t}();return a.register("PointController",h)}),i("NUMBER_LINE_INTEGERS/generic/model/NLIGenericModel",["require","DOT/Bounds2","SCENERY/util/Color","NUMBER_LINE_INTEGERS/common/NLIConstants","NUMBER_LINE_INTEGERS/common/model/SpatializedNumberLine","NUMBER_LINE_INTEGERS/numberLineIntegers","PHET_CORE/Orientation","NUMBER_LINE_INTEGERS/common/model/PointController","AXON/Property","DOT/Range","DOT/Vector2"],function(t){"use strict";var e=t("DOT/Bounds2"),i=t("SCENERY/util/Color"),n=t("NUMBER_LINE_INTEGERS/common/NLIConstants"),r=t("NUMBER_LINE_INTEGERS/common/model/SpatializedNumberLine"),s=t("NUMBER_LINE_INTEGERS/numberLineIntegers"),a=t("PHET_CORE/Orientation"),A=t("NUMBER_LINE_INTEGERS/common/model/PointController"),o=t("AXON/Property"),l=t("DOT/Range"),u=t("DOT/Vector2"),c=30,h=new e(n.NLI_LAYOUT_BOUNDS.centerX-160,n.NLI_LAYOUT_BOUNDS.maxY-70-30,n.NLI_LAYOUT_BOUNDS.centerX+160,n.NLI_LAYOUT_BOUNDS.maxY-30),d=new e(n.NLI_LAYOUT_BOUNDS.minX+30,n.NLI_LAYOUT_BOUNDS.centerY-160,n.NLI_LAYOUT_BOUNDS.minX+30+70,n.NLI_LAYOUT_BOUNDS.centerY+160),g=new i("#ff8a15"),p=new i("blue"),m=[new l(-10,10),new l(-30,30),new l(-100,100)],f=function(){function t(){var s=this;_classCallCheck(this,t),this.numberLine=new r(n.NLI_LAYOUT_BOUNDS.center.plusXY(0,c),{initialDisplayedRange:m[0],initialPointSpecs:[{initialValue:1,color:p}],labelsInitiallyVisible:!0,widthInModelSpace:n.NLI_LAYOUT_BOUNDS.width-100,heightInModelSpace:n.NLI_LAYOUT_BOUNDS.height-160}),this.pointControllerBoxProperty=new o(h,{valueType:e}),this.pointControllers=[new A({color:new i("magenta"),numberLines:[this.numberLine]}),new A({color:g,numberLines:[this.numberLine]}),new A({color:p,numberLines:[this.numberLine]})],this.putPointControllerInBox(this.pointControllers[0]),this.putPointControllerInBox(this.pointControllers[1]),this.pointControllers[2].associateWithNumberLinePoint(this.numberLine.residentPoints.get(0)),this.pointControllers.forEach(function(t){t.isDraggingProperty.lazyLink(function(e){e||t.isControllingNumberLinePoint()||s.putPointControllerInBox(t,!0)})}),this.numberLine.orientationProperty.link(function(t){var e=t===a.HORIZONTAL?d:h,i=t===a.HORIZONTAL?h:d;s.pointControllerBoxProperty.value=i,s.pointControllers.forEach(function(t){t.inProgressAnimationProperty.value?(t.stopAnimation(),s.putPointControllerInBox(t)):e.containsPoint(t.positionProperty.value)&&!t.isDraggingProperty.value?s.putPointControllerInBox(t):t.isControllingNumberLinePoint()&&t.setPositionRelativeToPoint(t.numberLinePoints[0])})}),this.numberLine.displayedRangeProperty.link(function(t){s.pointControllers.forEach(function(e){if(e.isControllingNumberLinePoint()){var i=e.numberLinePoints[0];t.contains(i.valueProperty.value)||(e.dissociateFromNumberLinePoint(i),s.numberLine.removePoint(i),s.putPointControllerInBox(e))}})})}return _createClass(t,[{key:"putPointControllerInBox",value:function(t){var e=arguments.length>1&&void 0!==arguments[1]&&arguments[1],i=this.pointControllers.indexOf(t),n=this.pointControllers.length,r=void 0;if(this.numberLine.orientationProperty.value===a.HORIZONTAL){var s=h.width/n;r=new u(h.minX+s/2+s*i,h.centerY)}else{var A=d.height/n;r=new u(d.centerX,d.minY+A/2+A*i)}t.goToPosition(r,e)}},{key:"reset",value:function(){this.numberLine.reset(),this.pointControllers.forEach(function(t){t.reset()}),this.putPointControllerInBox(this.pointControllers[0]),this.putPointControllerInBox(this.pointControllers[1]),this.pointControllers[2].associateWithNumberLinePoint(this.numberLine.residentPoints.get(0))}}]),t}();return f.NUMBER_LINE_RANGES=m,s.register("NLIGenericModel",f)}),i("SCENERY_PHET/ArrowShape",["require","PHET_CORE/inherit","PHET_CORE/merge","SCENERY_PHET/sceneryPhet","KITE/Shape","DOT/Vector2"],function(t){"use strict";function e(t,i,r,a,A){A=n({tailWidth:5,headWidth:10,headHeight:10,doubleHead:!1,isHeadDynamic:!1,scaleTailToo:!1,fractionalHeadHeight:.5},A);var o=this;if(s.call(this),r!==t||a!==i){var l=e.getArrowShapePoints(t,i,r,a,[],A);this.moveTo(l[0].x,l[0].y);var u=_.tail(l);_.each(u,function(t){o.lineTo(t.x,t.y)}),this.close()}}var i=t("PHET_CORE/inherit"),n=t("PHET_CORE/merge"),r=t("SCENERY_PHET/sceneryPhet"),s=t("KITE/Shape"),a=t("DOT/Vector2");return r.register("ArrowShape",e),i(s,e,{},{getArrowShapePoints:function(t,e,i,n,r,s){if(r||(r=[]),i===t&&n===e)r.length=0;else{var A=new a(i-t,n-e),o=A.magnitude,l=s.headWidth,u=s.headHeight,c=s.tailWidth;if(s.isHeadDynamic){var h=s.fractionalHeadHeight*o;s.headHeight>h&&(u=h,s.scaleTailToo&&(l=s.headWidth*u/s.headHeight,c=s.tailWidth*u/s.headHeight))}else u=Math.min(s.headHeight,s.doubleHead?.35*o:.99*o);var d=0,g=A.normalized(),p=g.rotated(Math.PI/2),m=function(i,n){var s=g.x*i+p.x*n+t,A=g.y*i+p.y*n+e;r[d]?(r[d].x=s,r[d].y=A):r.push(new a(s,A)),d++};s.doubleHead?(m(0,0),m(u,l/2),m(u,c/2)):m(0,c/2),m(o-u,c/2),m(o-u,l/2),m(o,0),m(o-u,-l/2),m(o-u,-c/2),s.doubleHead?(m(u,-c/2),m(u,-l/2)):m(0,-c/2),d1){t.moveToPoint(this.shapePoints[0]);for(var e=1;e0}},r.typeName="ToggleButtonIO",e.validateSubtype(r),n.register("ToggleButtonIO",r)}),i("SUN/buttons/ToggleButtonModel",["require","SUN/buttons/ButtonModel","AXON/Emitter","TANDEM/EventType","PHET_CORE/inherit","PHET_CORE/merge","SUN/sun","TANDEM/Tandem"],function(t){"use strict";function e(t,e,s,A){var l=this;A=a({tandem:o.REQUIRED},A),this.valueOff=t,this.valueOn=e,this.valueProperty=s,i.call(this,A);var u=function(t){l.enabledProperty.get()&&l.overProperty.get()&&!l.interrupted&&(t||l.toggle())};this.downProperty.link(u),this.toggledEmitter=new n({tandem:A.tandem.createTandem("toggledEmitter"),phetioDocumentation:"Emits when the button is toggled",phetioEventType:r.USER});var c=function(){l.valueProperty.value=l.valueProperty.value===l.valueOff?l.valueOn:l.valueOff};this.toggledEmitter.addListener(c),this.disposeToggleButtonModel=function(){l.downProperty.unlink(u),l.toggledEmitter.removeListener(c)}}var i=t("SUN/buttons/ButtonModel"),n=t("AXON/Emitter"),r=t("TANDEM/EventType"),s=t("PHET_CORE/inherit"),a=t("PHET_CORE/merge"),A=t("SUN/sun"),o=t("TANDEM/Tandem");return A.register("ToggleButtonModel",e),s(i,e,{dispose:function(){this.disposeToggleButtonModel(),i.prototype.dispose.call(this)},toggle:function(){this.toggledEmitter.emit(),this.produceSoundEmitter.emit()}})}),i("SUN/buttons/RectangularToggleButton",["require","PHET_CORE/inherit","PHET_CORE/merge","SUN/buttons/RectangularButtonView","SUN/sun","TANDEM/Tandem","SUN/buttons/ToggleButtonInteractionStateProperty","SUN/buttons/ToggleButtonIO","SUN/buttons/ToggleButtonModel"],function(t){"use strict";function e(t,e,i,s){s=n({tandem:a.REQUIRED,phetioType:o},s),this.toggleButtonModel=new l(t,e,i,s);var u=new A(this.toggleButtonModel);r.call(this,this.toggleButtonModel,u,s),this.addLinkedElement(i,{tandem:s.tandem.createTandem("property")}),this.disposeRectangularToggleButton=function(){u.dispose()}}var i=t("PHET_CORE/inherit"),n=t("PHET_CORE/merge"),r=t("SUN/buttons/RectangularButtonView"),s=t("SUN/sun"),a=t("TANDEM/Tandem"),A=t("SUN/buttons/ToggleButtonInteractionStateProperty"),o=t("SUN/buttons/ToggleButtonIO"),l=t("SUN/buttons/ToggleButtonModel");return s.register("RectangularToggleButton",e),i(r,e,{dispose:function(){this.disposeRectangularToggleButton(),r.prototype.dispose&&r.prototype.dispose.call(this)}})}),i("SUN/buttons/BooleanRectangularToggleButton",["require","SUN/BooleanToggleNode","PHET_CORE/inherit","PHET_CORE/merge","SUN/buttons/RectangularToggleButton","SUN/sun","TANDEM/Tandem"],function(t){"use strict";function e(t,e,n,a){(a=r({tandem:A.REQUIRED},a)).content=new i(t,e,n),s.call(this,!1,!0,n,a),this.disposeBooleanRectangularToggleButton=function(){a.content.dispose()}}var i=t("SUN/BooleanToggleNode"),n=t("PHET_CORE/inherit"),r=t("PHET_CORE/merge"),s=t("SUN/buttons/RectangularToggleButton"),a=t("SUN/sun"),A=t("TANDEM/Tandem");return a.register("BooleanRectangularToggleButton",e),n(s,e,{dispose:function(){this.disposeBooleanRectangularToggleButton(),s.prototype.dispose.call(this)}})}),i("SUN/ExpandCollapseButton",["require","SUN/buttons/BooleanRectangularToggleButton","PHET_CORE/documentation/InstanceRegistry","PHET_CORE/merge","SCENERY/nodes/Path","SUN/buttons/RectangularButtonView","KITE/Shape","SUN/sun","TANDEM/Tandem"],function(t){"use strict";var e=t("SUN/buttons/BooleanRectangularToggleButton"),i=(t("PHET_CORE/documentation/InstanceRegistry"),t("PHET_CORE/merge")),n=t("SCENERY/nodes/Path"),r=t("SUN/buttons/RectangularButtonView"),s=t("KITE/Shape"),a=t("SUN/sun"),A=t("TANDEM/Tandem"),o=.6,l=(1-o)/2,u=function(t){function a(t,e){_classCallCheck(this,a),(e=i({stroke:"black",sideLength:25,tandem:A.REQUIRED},e)).cornerRadius=.1*e.sideLength,e.xMargin=l*e.sideLength,e.yMargin=e.xMargin,e.buttonAppearanceStrategy=r.FlatAppearanceStrategy;var u=o*e.sideLength,c={lineWidth:.15*e.sideLength,stroke:"white",centerX:e.sideLength/2,centerY:e.sideLength/2,pickable:!1},h=(new s).moveTo(u/2,0).lineTo(u/2,u).moveTo(0,u/2).lineTo(u,u/2),d=new n(h,c),g=(new s).moveTo(-u/2,0).lineTo(u/2,0),p=new n(g,c),m=_possibleConstructorReturn(this,(a.__proto__||Object.getPrototypeOf(a)).call(this,p,d,t,e)),f=function(t){m.baseColor=t?"rgb( 255, 85, 0 )":"rgb( 0, 179, 0 )"};return t.link(f),m.disposeExpandCollapseButton=function(){t.unlink(f)},m}return _inherits(a,e),_createClass(a,[{key:"dispose",value:function(){this.disposeExpandCollapseButton(),_get(a.prototype.__proto__||Object.getPrototypeOf(a.prototype),"dispose",this).call(this)}}]),a}();return a.register("ExpandCollapseButton",u)}),i("SUN/AccordionBox",["require","SUN/AccordionBoxIO","AXON/BooleanProperty","AXON/Emitter","TANDEM/EventType","SUN/ExpandCollapseButton","PHET_CORE/inherit","PHET_CORE/documentation/InstanceRegistry","PHET_CORE/merge","SCENERY/nodes/Node","SCENERY/nodes/Path","TANDEM/PhetioObject","SCENERY/nodes/Rectangle","KITE/Shape","SUN/sun","TANDEM/Tandem","SCENERY/nodes/Text"],function(t){"use strict";function e(t,e){var A=this,d=this;(e=o({titleNode:null,expandedProperty:null,resize:!1,cursor:"pointer",lineWidth:1,cornerRadius:10,stroke:"black",fill:"rgb( 238, 238, 238 )",minWidth:0,titleAlignX:"center",titleAlignY:"center",titleXMargin:10,titleYMargin:2,titleXSpacing:5,showTitleWhenExpanded:!0,titleBarExpandCollapse:!0,expandCollapseButtonOptions:null,buttonAlign:"left",buttonXMargin:4,buttonYMargin:2,contentAlign:"center",contentXMargin:15,contentYMargin:8,contentXSpacing:5,contentYSpacing:8,titleBarOptions:null,tandem:p.REQUIRED,phetioType:i,phetioEventType:s.USER,phetioComponentOptions:null},e)).titleBarOptions=o({fill:null,stroke:null},e.titleBarOptions),e.expandCollapseButtonOptions=o({sideLength:16,cursor:e.cursor,tandem:e.tandem.createTandem("expandCollapseButton")},e.expandCollapseButtonOptions),c.mergePhetioComponentOptions({visibleProperty:{phetioFeatured:!0}},e),this._contentAlign=e.contentAlign,this._contentNode=t,this._cornerRadius=e.cornerRadius,this._buttonXMargin=e.buttonXMargin,this._buttonYMargin=e.buttonYMargin,this._contentXMargin=e.contentXMargin,this._contentYMargin=e.contentYMargin,this._contentXSpacing=e.contentXSpacing,this._contentYSpacing=e.contentYSpacing,this._titleAlignX=e.titleAlignX,this._titleAlignY=e.titleAlignY,this._titleXMargin=e.titleXMargin,this._titleYMargin=e.titleYMargin,this._titleXSpacing=e.titleXSpacing,this._minWidth=e.minWidth,this._showTitleWhenExpanded=e.showTitleWhenExpanded,this._buttonAlign=e.buttonAlign,this.disposeEmitterAccordionBox=new r,this.titleNode=e.titleNode,this.titleNode||(this.titleNode=new m("",{tandem:e.tandem.createTandem("titleNode")}),this.disposeEmitterAccordionBox.addListener(function(){d.titleNode.dispose()})),this.expandedProperty=e.expandedProperty,this.expandedProperty||(this.expandedProperty=new n(!0,{tandem:e.tandem.createTandem("expandedProperty")}),this.disposeEmitterAccordionBox.addListener(function(){d.expandedProperty.dispose()})),l.call(this),this.expandCollapseButton=new a(this.expandedProperty,e.expandCollapseButtonOptions),this.disposeEmitterAccordionBox.addListener(function(){d.expandCollapseButton.dispose()});var g={fill:e.fill,cornerRadius:e.cornerRadius};if(this.expandedBox=new h(g),this.addChild(this.expandedBox),this.collapsedBox=new h(g),this.addChild(this.collapsedBox),this.workaroundBox=new h({fill:"transparent",pickable:!1}),this.addChild(this.workaroundBox),this.expandedTitleBar=new u(null,o({lineWidth:e.lineWidth,cursor:e.cursor},e.titleBarOptions)),this.disposeEmitterAccordionBox.addListener(function(){d.expandedTitleBar.dispose()}),this.expandedBox.addChild(this.expandedTitleBar),this.collapsedTitleBar=new h(o({cornerRadius:e.cornerRadius,cursor:e.cursor},e.titleBarOptions)),this.disposeEmitterAccordionBox.addListener(function(){d.collapsedTitleBar.dispose()}),this.collapsedBox.addChild(this.collapsedTitleBar),e.titleBarExpandCollapse&&this.collapsedTitleBar.addInputListener({down:function(){d.expandCollapseButton.getEnabled()&&(d.phetioStartEvent("expanded"),d.expandedProperty.value=!0,d.phetioEndEvent())}}),e.showTitleWhenExpanded&&e.titleBarExpandCollapse&&this.expandedTitleBar.addInputListener({down:function(){d.expandCollapseButton.getEnabled()&&(d.phetioStartEvent("collapsed"),d.expandedProperty.value=!1,d.phetioEndEvent())}}),this.expandCollapseButton.on("visibility",function(){A.collapsedTitleBar.pickable=A.expandCollapseButton.visible,A.expandedTitleBar.pickable=A.expandCollapseButton.visible}),this.expandCollapseButton.getEnabledProperty().link(function(t){A.collapsedTitleBar.cursor=t?e.cursor:null,A.expandedTitleBar.cursor=t?e.cursor:null}),this.addChild(this.titleNode),this.addChild(this.expandCollapseButton),e.stroke){var f={stroke:e.stroke,lineWidth:e.lineWidth,cornerRadius:e.cornerRadius};this.expandedBoxOutline=new h(f),this.expandedBox.addChild(this.expandedBoxOutline),this.collapsedBoxOutline=new h(f),this.collapsedBox.addChild(this.collapsedBoxOutline)}if(this.expandedBox.addChild(this._contentNode),this.layout(),e.resize){var b=this.layout.bind(this);t.on("bounds",b),this.titleNode.on("bounds",b),this.disposeEmitterAccordionBox.addListener(function(){t.off("bounds",b),d.titleNode.off("bounds",b)})}var C=function(t){d.expandedBox.visible=t,d.collapsedBox.visible=!t,d.workaroundBox.rectBounds=(t?d.expandedBox:d.collapsedBox).bounds.dilated(10),d.titleNode.visible=t&&e.showTitleWhenExpanded||!t};this.expandedProperty.link(C),this.disposeEmitterAccordionBox.addListener(function(){d.expandedProperty.unlink(C)}),this.mutate(_.omit(e,"cursor"))}var i=t("SUN/AccordionBoxIO"),n=t("AXON/BooleanProperty"),r=t("AXON/Emitter"),s=t("TANDEM/EventType"),a=t("SUN/ExpandCollapseButton"),A=t("PHET_CORE/inherit"),o=(t("PHET_CORE/documentation/InstanceRegistry"),t("PHET_CORE/merge")),l=t("SCENERY/nodes/Node"),u=t("SCENERY/nodes/Path"),c=t("TANDEM/PhetioObject"),h=t("SCENERY/nodes/Rectangle"),d=t("KITE/Shape"),g=t("SUN/sun"),p=t("TANDEM/Tandem"),m=t("SCENERY/nodes/Text");return g.register("AccordionBox",e),A(l,e,{layout:function(){var t=this.getCollapsedBoxHeight(),e=this.getBoxWidth(),i=this.getExpandedBoxHeight();this.expandedBox.rectWidth=e,this.expandedBox.rectHeight=i;var n=this.expandedBox.selfBounds;this.expandedBoxOutline.rectWidth=e,this.expandedBoxOutline.rectHeight=i,this.expandedTitleBar.shape=this.getTitleBarShape(),this._showTitleWhenExpanded||(this.expandedTitleBar.focusHighlight=d.bounds(this.expandCollapseButton.bounds.dilatedXY(this._buttonXMargin,this._buttonYMargin))),this.collapsedBox.rectWidth=e,this.collapsedBox.rectHeight=t,this.workaroundBox.localBounds=this.collapsedBox.bounds,this.collapsedTitleBar.rectWidth=e,this.collapsedTitleBar.rectHeight=t,this.collapsedBoxOutline.rectWidth=e,this.collapsedBoxOutline.rectHeight=t,this._contentNode.bottom=n.bottom-this._contentYMargin;var r=n.left+this._contentXMargin,s=n.right-this._contentXMargin;this._showTitleWhenExpanded||("left"===this._buttonAlign?r+=this.expandCollapseButton.width+this._contentXSpacing:s-=this.expandCollapseButton.width+this._contentXSpacing),"left"===this._contentAlign?this._contentNode.left=r:"right"===this._contentAlign?this._contentNode.right=s:this._contentNode.centerX=(r+s)/2;var a=n.left+this._titleXMargin,A=n.right-this._titleXMargin;"left"===this._buttonAlign?(this.expandCollapseButton.left=n.left+this._buttonXMargin,a=this.expandCollapseButton.right+this._titleXSpacing):(this.expandCollapseButton.right=n.right-this._buttonXMargin,A=this.expandCollapseButton.left-this._titleXSpacing),"left"===this._titleAlignX?this.titleNode.left=a:"right"===this._titleAlignX?this.titleNode.right=A:this.titleNode.centerX=n.centerX,"top"===this._titleAlignY?(this.expandCollapseButton.top=this.collapsedBox.top+Math.max(this._buttonYMargin,this._titleYMargin),this.titleNode.top=this.expandCollapseButton.top):(this.expandCollapseButton.centerY=this.collapsedBox.centerY,this.titleNode.centerY=this.expandCollapseButton.centerY)},getTitleBarShape:function(){return d.roundedRectangleWithRadii(0,0,this.getBoxWidth(),this.getCollapsedBoxHeight(),{topLeft:this._cornerRadius,topRight:this._cornerRadius})},getBoxWidth:function(){var t=Math.max(this._minWidth,this._buttonXMargin+this.expandCollapseButton.width+this._titleXSpacing+this.titleNode.width+this._titleXMargin);return"center"===this._titleAlignX&&(t=Math.max(t,2*(this._buttonXMargin+this.expandCollapseButton.width+this._titleXSpacing)+this.titleNode.width),t=Math.max(t,2*this._titleXMargin+this.titleNode.width)),this._showTitleWhenExpanded?Math.max(t,this._contentNode.width+2*this._contentXMargin):Math.max(t,this.expandCollapseButton.width+this._contentNode.width+this._buttonXMargin+this._contentXMargin+this._contentXSpacing)},getCollapsedBoxHeight:function(){return Math.max(this.expandCollapseButton.height+2*this._buttonYMargin,this.titleNode.height+2*this._titleYMargin)},getExpandedBoxHeight:function(){return this._showTitleWhenExpanded?this.getCollapsedBoxHeight()+this._contentNode.height+this._contentYMargin+this._contentYSpacing:Math.max(this.expandCollapseButton.height+2*this._buttonYMargin,this._contentNode.height+2*this._contentYMargin)},dispose:function(){this.disposeEmitterAccordionBox.emit(),l.prototype.dispose.call(this)}})}),i("string!SCENERY_PHET/symbol.ohms",function(){return window.phet.chipper.getStringForBuiltSim("SCENERY_PHET/symbol.ohms")}),i("string!SCENERY_PHET/symbol.resistivity",function(){return window.phet.chipper.getStringForBuiltSim("SCENERY_PHET/symbol.resistivity")}),i("SCENERY_PHET/MathSymbols",["require","SCENERY_PHET/sceneryPhet","string!SCENERY_PHET/symbol.ohms","string!SCENERY_PHET/symbol.resistivity"],function(t){"use strict";var e=t("SCENERY_PHET/sceneryPhet"),i={PLUS:"+",MINUS:"−",TIMES:"×",DIVIDE:"÷",DOT:"⋅",UNARY_PLUS:"+",UNARY_MINUS:"-",EQUAL_TO:"=",NOT_EQUAL_TO:"≠",GREATER_THAN:">",LESS_THAN:"<",LESS_THAN_OR_EQUAL:"≤",GREATER_THAN_OR_EQUAL:"≥",PERCENT:"%",INFINITY:"∞",PI:"π",PLUS_MINUS:"±",THETA:"θ",NO_VALUE:"—",DEGREES:"°",OHMS:t("string!SCENERY_PHET/symbol.ohms"),RESISTIVITY:t("string!SCENERY_PHET/symbol.resistivity")};return e.register("MathSymbols",i)}),i("AXON/StringProperty",["require","AXON/axon","PHET_CORE/merge","AXON/Property","AXON/PropertyIO","TANDEM/types/StringIO"],function(t){"use strict";var e=t("AXON/axon"),i=t("PHET_CORE/merge"),n=t("AXON/Property"),r=t("AXON/PropertyIO")(t("TANDEM/types/StringIO")),s=function(t){function e(t,n){return _classCallCheck(this,e),n=i({valueType:"string",phetioType:r},n),_possibleConstructorReturn(this,(e.__proto__||Object.getPrototypeOf(e)).call(this,t,n))}return _inherits(e,n),e}();return e.register("StringProperty",s)}),i("NUMBER_LINE_INTEGERS/common/view/ComparisonStatementNode",["require","TWIXT/Animation","SCENERY/input/ButtonListener","SCENERY/util/Color","TWIXT/Easing","SCENERY_PHET/MathSymbols","PHET_CORE/merge","SCENERY/nodes/Node","NUMBER_LINE_INTEGERS/numberLineIntegers","SCENERY/nodes/Path","SCENERY_PHET/PhetFont","SCENERY/nodes/Rectangle","KITE/Shape","AXON/StringProperty","SCENERY/nodes/Text"],function(t){"use strict";var e=t("TWIXT/Animation"),i=t("SCENERY/input/ButtonListener"),n=t("SCENERY/util/Color"),r=t("TWIXT/Easing"),s=t("SCENERY_PHET/MathSymbols"),a=t("PHET_CORE/merge"),A=t("SCENERY/nodes/Node"),o=t("NUMBER_LINE_INTEGERS/numberLineIntegers"),l=t("SCENERY/nodes/Path"),u=t("SCENERY_PHET/PhetFont"),c=t("SCENERY/nodes/Rectangle"),h=t("KITE/Shape"),d=t("AXON/StringProperty"),g=t("SCENERY/nodes/Text"),p=new u(26),m=6,f=3,b=2,C=8,v=">",y="<",I=new u({size:20,weight:"bold"}),E="#000000",N="#d3d3d3",S="#949494",T="#ffffff",V=function(t){function e(t){_classCallCheck(this,e);var i=_possibleConstructorReturn(this,(e.__proto__||Object.getPrototypeOf(e)).call(this));i.selectedOperatorProperty=new d(y,{validValues:[v,y]});var r=new A;i.addChild(r);var a=new A;r.addChild(a);var o=new A;r.addChild(o);var l=new R(i.selectedOperatorProperty,{bottom:4});i.addChild(l);var u=[],h=new g("0",{font:p}),C=new c({rectBounds:h.localBounds.dilated(f),children:[h],fill:n.TRANSPARENT,stroke:n.TRANSPARENT,lineWidth:b});o.addChild(C);var I=[];_.times(2,function(){var t=new g(">",{font:p});o.addChild(t),I.push(t)});var E=function(){t.residentPoints.length;var e=i.selectedOperatorProperty.value;C.visible=!1,I.forEach(function(t){t.visible=!1,t.left=0});var n=[];if(0===a.getChildrenCount())C.visible=!1,n.push(C);else if(1===a.getChildrenCount()){var A=a.getChildAt(0);if(C.visible=!0,A.point.valueProperty.value<0)n.push(A),n.push(C);else if(A.point.valueProperty.value>0)n.push(C),n.push(A);else{0===u.indexOf(A)?(n.push(A),n.push(C)):(n.push(C),n.push(A))}}else{a.getChildren().sort(function(t,e){var i=void 0;if(t.point.valueProperty.value!==e.point.valueProperty.value)i=t.point.valueProperty.value-e.point.valueProperty.value;else{var n=u.indexOf(t),r=u.indexOf(e);i=n>-1&&r>-1?n-r:0}return i}).forEach(function(t){n.push(t)})}u=n.slice(),e===v&&n.reverse();for(var o=0,c=0;c0&&void 0!==arguments[0]&&arguments[0];S.lengtht.residentPoints.length;){var r=S.pop();I.removeChild(r)}var s=_.sortBy(t.residentPoints.getArray(),function(t){return Math.abs(t.valueProperty.value)}),a=0,A=0,o=t.centerPosition;s.forEach(function(t,e){var i=S[e],n=t.valueProperty.value;if(0===n)i.visible=!1,i.setLine(o.x,o.y,o.x,o.y);else{i.visible=!0,i.moveToBack(),i.stroke=t.colorProperty.value;var r=t.getPositionInModelSpace();i.setLine(o.x,o.y,r.x,r.y),n>0?(a++,i.lineWidth=p+a*m):(A++,i.lineWidth=p+A*m)}});_.sortBy(R,function(t){return t.distanceFromNumberLineProperty.value}).forEach(function(i,n){i.setDistanceFromNumberLine(f(t,n),e)})},V=function(){_.sortBy(t.residentPoints.getArray(),function(t){return Math.abs(t.valueProperty.value)}).forEach(function(t,e){var i=S[e];0!==t.valueProperty.value&&(i.stroke=t.colorProperty.value)})},R=[],P=function(i){var n=new c(i,t,s({labelTemplate:r.numericalLabelTemplate},r.pointNodeOptions));N.addChild(n);var a=new c(i,t,{isDoppelganger:!0,labelTemplate:r.numericalLabelTemplate});E.addChild(a);var A=null;if(r.showAbsoluteValueSpans){var o=f(t,R.length);A=new e(t,i,o),R.push(A),d.addChild(A)}i.valueProperty.link(T),i.colorProperty.link(V);t.residentPoints.addItemRemovedListener(function e(r){r===i&&(N.removeChild(n),n.dispose(),E.removeChild(a),a.dispose(),A&&(d.removeChild(A),A.dispose(),R=_.without(R,A)),T(!0),i.valueProperty.unlink(T),t.residentPoints.removeItemRemovedListener(e))})};return t.residentPoints.forEach(P),t.residentPoints.addItemAddedListener(P),h.multilink([t.displayedRangeProperty,t.orientationProperty],function(e,i){y.removeAllChildren(),v.removeAllChildren();var n=void 0;switch(t.displayedRangeProperty.value.getLength()){case 20:n=1;break;case 60:n=5;break;case 200:n=25;break;default:n=1}var r=t.displayedRangeProperty.value.min+n,s=t.displayedRangeProperty.value.max-n;d.addTickMark(v,e.min),d.addTickMark(v,e.max);for(var a=r;a<=s;a+=n)0!==a&&d.addTickMark(y,a);T()}),d}return _inherits(o,A),_createClass(o,[{key:"addTickMark",value:function(t,e){var i=0===e?this.options.zeroTickMarkLength:this.options.tickMarkLength,a=0===e?this.options.zeroTickMarkLineWidth:this.options.tickMarkLineWidth,A={stroke:this.options.color,lineWidth:a},o=this.numberLine.valueToModelPosition(e),l=d.fillIn(this.options.numericalLabelTemplate,{value:Math.abs(e)});e<0&&(l=r.UNARY_MINUS+l);var u=void 0,c=void 0;this.numberLine.isHorizontal?(u=new n(o.x,o.y-i,o.x,o.y+i,A),c="above"===this.options.tickMarkLabelPositionWhenHorizontal?{centerX:u.centerX,bottom:u.top-5}:{centerX:u.centerX,top:u.bottom+5}):(u=new n(o.x-i,o.y,o.x+i,o.y,A),c="left"===this.options.tickMarkLabelPositionWhenVertical?{right:u.left-5,centerY:u.centerY}:{left:u.right+5,centerY:u.centerY}),t.addChild(u),t.addChild(new g(l,s(c,this.options.tickMarkLabelOptions)))}}]),o}();return o.register("SpatializedNumberLineNode",b)}),i("SCENERY/listeners/DragListener",["require","AXON/Action","DOT/Bounds2","TANDEM/EventType","PHET_CORE/inherit","PHET_CORE/merge","TANDEM/PhetioObject","SCENERY/listeners/PressListener","AXON/Property","SCENERY/scenery","SCENERY/input/SceneryEventIO","TANDEM/Tandem","SCENERY/input/Touch","DOT/Transform3","SCENERY/util/TransformTracker","DOT/Vector2"],function(t){"use strict";function e(t){var e=this;t=s({locationProperty:null,start:null,end:null,transform:null,dragBoundsProperty:null,allowTouchSnag:!0,applyOffset:!0,useParentOffset:!1,trackAncestors:!1,translateNode:!1,mapLocation:null,offsetLocation:null,tandem:c.REQUIRED,phetioReadOnly:a.DEFAULT_OPTIONS.phetioReadOnly,phetioFeatured:a.DEFAULT_OPTIONS.phetioFeatured},t),A.call(this,t),this._allowTouchSnag=t.allowTouchSnag,this._applyOffset=t.applyOffset,this._useParentOffset=t.useParentOffset,this._trackAncestors=t.trackAncestors,this._translateNode=t.translateNode,this._transform=t.transform,this._locationProperty=t.locationProperty,this._mapLocation=t.mapLocation,this._offsetLocation=t.offsetLocation,this._dragBoundsProperty=t.dragBoundsProperty||new o(null),this._start=t.start,this._end=t.end,this.isUserControlledProperty=this.isPressedProperty,this._globalPoint=new g(0,0),this._localPoint=new g(0,0),this._parentPoint=new g(0,0),this._modelPoint=new g(0,0),this._modelDelta=new g(0,0),this._parentOffset=new g(0,0),this._transformTracker=null,this._transformTrackerListener=this.ancestorTransformed.bind(this),this._lastInterruptedTouchPointer=null,this._dragAction=new i(function(t){e._globalPoint.equals(e.pointer.point)||e.reposition(e.pointer.point),A.prototype.drag.call(e,t)},{parameters:[{name:"event",phetioType:u}],phetioFeatured:t.phetioFeatured,tandem:t.tandem.createTandem("dragAction"),phetioHighFrequency:!0,phetioDocumentation:"Emits whenever a drag occurs with an SceneryEventIO argument.",phetioReadOnly:t.phetioReadOnly,phetioEventType:n.USER})}var i=t("AXON/Action"),n=(t("DOT/Bounds2"),t("TANDEM/EventType")),r=t("PHET_CORE/inherit"),s=t("PHET_CORE/merge"),a=t("TANDEM/PhetioObject"),A=t("SCENERY/listeners/PressListener"),o=t("AXON/Property"),l=t("SCENERY/scenery"),u=t("SCENERY/input/SceneryEventIO"),c=t("TANDEM/Tandem"),h=t("SCENERY/input/Touch"),d=(t("DOT/Transform3"),t("SCENERY/util/TransformTracker")),g=t("DOT/Vector2"),p=new g(0,0);return l.register("DragListener",e),r(A,e,{press:function(t,e,i){var n=this;return A.prototype.press.call(this,t,e,function(){n.attachTransformTracker();var e=n.globalToParentPoint(n._localPoint.set(n.pointer.point));n._useParentOffset&&n.modelToParentPoint(n._parentOffset.set(n._locationProperty.value)).subtract(e),n.parentToLocalPoint(e),n.reposition(n.pointer.point),n._start&&n._start(t,n),i&&i()})},canClick:function(){return!1},release:function(t,e){var i=this;A.prototype.release.call(this,t,function(){i.detachTransformTracker(),i._end&&i._end(i),e&&e()})},drag:function(t){this._globalPoint.equals(this.pointer.point)||this._dragAction.execute(t)},tryTouchSnag:function(t){this._allowTouchSnag&&!t.pointer.isAttached()&&this.press(t)},getGlobalPoint:function(){return this._globalPoint.copy()},get globalPoint(){return this.getGlobalPoint()},getLocalPoint:function(){return this._localPoint.copy()},get localPoint(){return this.getLocalPoint()},getParentPoint:function(){return this._parentPoint.copy()},get parentPoint(){return this.getParentPoint()},getModelPoint:function(){return this._modelPoint.copy()},get modelPoint(){return this.getModelPoint()},getModelDelta:function(){return this._modelDelta.copy()},get modelDelta(){return this.getModelDelta()},globalToParentPoint:function(t){return this.pressedTrail.getParentTransform().getInverse().multiplyVector2(t),t},parentToLocalPoint:function(t){return this.pressedTrail.lastNode().getTransform().getInverse().multiplyVector2(t),t},localToParentPoint:function(t){return this.pressedTrail.lastNode().getMatrix().multiplyVector2(t),t},parentToModelPoint:function(t){return this._transform&&this._transform.getInverse().multiplyVector2(t),t},modelToParentPoint:function(t){return this._transform&&this._transform.getMatrix().multiplyVector2(t),t},mapModelPoint:function(t){return this._mapLocation?this._mapLocation(t):this._dragBoundsProperty.value?this._dragBoundsProperty.value.closestPointTo(t):t},applyParentOffset:function(t){this._offsetLocation&&t.add(this._offsetLocation(t,this)),this._applyOffset&&(this._useParentOffset?t.add(this._parentOffset):(t.subtract(this.localToParentPoint(p.set(this._localPoint))),t.add(this.localToParentPoint(p.setXY(0,0)))))},reposition:function(t){this._globalPoint.set(t),this.applyParentOffset(this.globalToParentPoint(this._parentPoint.set(t))),this._modelDelta.set(this._modelPoint).negate(),this._modelPoint=this.mapModelPoint(this.parentToModelPoint(p.set(this._parentPoint))),this._modelDelta.add(this._modelPoint),this.modelToParentPoint(this._parentPoint.set(this._modelPoint)),this._translateNode&&(this.pressedTrail.lastNode().translation=this._parentPoint),this._locationProperty&&(this._locationProperty.value=this._modelPoint.copy())},touchenter:function(t){this.tryTouchSnag(t)},touchmove:function(t){this.tryTouchSnag(t)},ancestorTransformed:function(){this.reposition(this.pointer.point)},attachTransformTracker:function(){this._trackAncestors&&(this._transformTracker=new d(this.pressedTrail.copy().removeDescendant()),this._transformTracker.addListener(this._transformTrackerListener))},detachTransformTracker:function(){this._transformTracker&&(this._transformTracker.removeListener(this._transformTrackerListener),this._transformTracker.dispose(),this._transformTracker=null)},setDragBounds:function(t){this._dragBoundsProperty.value=t},set dragBounds(t){this.setDragBounds(t)},getDragBounds:function(){return this._dragBoundsProperty.value},get dragBounds(){return this.getDragBounds()},setTransform:function(t){this._transform=t},set transform(t){this.setTransform(t)},getTransform:function(){return this._transform},get transform(){return this.getTransform()},interrupt:function(){this.pointer&&this.pointer instanceof h&&(this._lastInterruptedTouchPointer=this.pointer),A.prototype.interrupt.call(this)},canPress:function(t){return t.pointer!==this._lastInterruptedTouchPointer&&A.prototype.canPress.call(this,t)},dispose:function(){this._dragAction.dispose(),this.detachTransformTracker(),A.prototype.dispose.call(this)}},{createForwardingListener:function(t,e){return e=s({allowTouchSnag:!0},e),{down:function(e){e.canStartPress()&&t(e)},touchenter:function(t){e.allowTouchSnag&&this.down(t)},touchmove:function(t){e.allowTouchSnag&&this.down(t)}}}}),e}),i("SCENERY/display/SVGRadialGradient",["require","PHET_CORE/inherit","PHET_CORE/Poolable","SCENERY/scenery","SCENERY/display/SVGGradient"],function(t){"use strict";function e(t,e){this.initialize(t,e)}var i=t("PHET_CORE/inherit"),n=t("PHET_CORE/Poolable"),r=t("SCENERY/scenery"),s=t("SCENERY/display/SVGGradient");return r.register("SVGRadialGradient",e),i(s,e,{initialize:function(t,e){return s.prototype.initialize.call(this,t,e),this.definition.setAttribute("cx",e.largePoint.x),this.definition.setAttribute("cy",e.largePoint.y),this.definition.setAttribute("r",e.maxRadius),this.definition.setAttribute("fx",e.focalPoint.x),this.definition.setAttribute("fy",e.focalPoint.y),this},createDefinition:function(){return document.createElementNS(r.svgns,"radialGradient")}}),n.mixInto(e,{initialize:e.prototype.initialize}),e}),i("SCENERY/util/RadialGradient",["require","SCENERY/util/Gradient","PHET_CORE/inherit","PHET_CORE/platform","SCENERY/scenery","SCENERY/display/SVGRadialGradient","DOT/Vector2"],function(t){"use strict";function e(t,e,n,s,a,o){if(this.start=new A(t,e),this.end=new A(s,a),r.safari){var l=(t+s)/2,u=(e+a)/2;this.start.x=l,this.start.y=u,this.end.x=l,this.end.y=u}this.startRadius=n,this.endRadius=o,this.focalPoint=this.start.plus(this.end.minus(this.start).times(this.startRadius/(this.startRadius-this.endRadius))),this.startIsLarger=this.startRadius>this.endRadius,this.largePoint=this.startIsLarger?this.start:this.end,this.maxRadius=Math.max(this.startRadius,this.endRadius),this.minRadius=Math.min(this.startRadius,this.endRadius),this.startRadius,this.endRadius,i.call(this)}var i=t("SCENERY/util/Gradient"),n=t("PHET_CORE/inherit"),r=t("PHET_CORE/platform"),s=t("SCENERY/scenery"),a=t("SCENERY/display/SVGRadialGradient"),A=t("DOT/Vector2");return s.register("RadialGradient",e),n(i,e,{isRadialGradient:!0,createCanvasGradient:function(){return s.scratchContext.createRadialGradient(this.start.x,this.start.y,this.startRadius,this.end.x,this.end.y,this.endRadius)},createSVGPaint:function(t){return a.createFromPool(t,this)},getSVGStops:function(){var t=this.startIsLarger,e=this.maxRadius,i=this.minRadius,n=this.stops.map(function(n){var r=t?1-n.ratio:n.ratio;return i>0&&(r=function(t,e,i,n,s){return i+(r-t)*(1-i)/(1-t)}(0,0,i/e)),{ratio:r,color:n.color}});return t&&n.reverse(),n},toString:function(){var t="new scenery.RadialGradient( "+this.start.x+", "+this.start.y+", "+this.startRadius+", "+this.end.x+", "+this.end.y+", "+this.endRadius+" )";return _.each(this.stops,function(e){t+=".addColorStop( "+e.ratio+", '"+e.color.toString()+"' )"}),t}}),e}),i("SCENERY_PHET/ShadedSphereNode",["require","SCENERY/nodes/Circle","PHET_CORE/inherit","PHET_CORE/merge","SCENERY/util/RadialGradient","SCENERY_PHET/sceneryPhet"],function(t){"use strict";function e(t,e){var n=t/2,a=n*(e=r({mainColor:"gray",highlightColor:"white",shadowColor:"black",highlightDiameter:.5*t,highlightXOffset:-.4,highlightYOffset:-.4},e)).highlightXOffset,A=n*e.highlightYOffset;e.fill=new s(a,A,0,a,A,t).addColorStop(0,e.highlightColor).addColorStop(e.highlightDiameter/t,e.mainColor).addColorStop(1,e.shadowColor),i.call(this,n,e)}var i=t("SCENERY/nodes/Circle"),n=t("PHET_CORE/inherit"),r=t("PHET_CORE/merge"),s=t("SCENERY/util/RadialGradient");return t("SCENERY_PHET/sceneryPhet").register("ShadedSphereNode",e),n(i,e)}),i("NUMBER_LINE_INTEGERS/common/view/PointControllerNode",["require","AXON/BooleanProperty","SCENERY/listeners/DragListener","SCENERY/nodes/Line","PHET_CORE/merge","SCENERY/nodes/Node","NUMBER_LINE_INTEGERS/numberLineIntegers","PHET_CORE/Orientation","AXON/Property","SCENERY_PHET/ShadedSphereNode"],function(t){"use strict";var e=t("AXON/BooleanProperty"),i=t("SCENERY/listeners/DragListener"),n=t("SCENERY/nodes/Line"),r=t("PHET_CORE/merge"),s=t("SCENERY/nodes/Node"),a=t("NUMBER_LINE_INTEGERS/numberLineIntegers"),A=t("PHET_CORE/Orientation"),o=t("AXON/Property"),l=t("SCENERY_PHET/ShadedSphereNode"),u=10,c=new e(!0),h=function(t){function e(t,s){_classCallCheck(this,e),s=r({node:null,connectorLine:!0,connectorLineVisibleProperty:c,cursor:"pointer"},s);var a=_possibleConstructorReturn(this,(e.__proto__||Object.getPrototypeOf(e)).call(this,s)),h=new n(0,0,0,0,{stroke:"gray"});h.visible=!1,a.addChild(h),a.draggableNode=s.node||new l(2*u,{mainColor:t.color}),a.addChild(a.draggableNode);var d=function(){h.visible=s.connectorLineVisibleProperty.value&&t.isControllingNumberLinePoint()},g=function(e){if(s.connectorLine&&t.isControllingNumberLinePoint()){var i=t.numberLinePoints[0].getPositionInModelSpace();h.setLine(e.x,e.y,i.x,i.y)}d(),a.draggableNode.translation=e,a.moveToFront()};t.positionProperty.link(g),s.connectorLineVisibleProperty!==c&&s.connectorLineVisibleProperty.link(d);t.scaleProperty.link(function(t){a.draggableNode.setScaleMagnitude(t)});var p=function(t){t&&a.moveToFront()};t.isDraggingProperty.link(p);var m=function(t){a.pickable=null===t};if(t.inProgressAnimationProperty.link(m),!1!==s.pickable){var f=void 0;a.addInputListener(new i({dragBoundsProperty:new o(a.layoutBounds),start:function(e){t.isDraggingProperty.value=!0;var i=a.draggableNode.globalToParentPoint(e.pointer.point),n=i.minus(a.draggableNode),r=n.dividedScalar(t.scaleProperty.value).minus(n);t.scaleProperty.value=1,t.proposePosition(a.draggableNode.translation.minus(r)),f=i.minus(a.draggableNode)},drag:function(e){t.isDraggingProperty.value=!0;var i=a.globalToParentPoint(e.pointer.point);t.proposePosition(i.minus(f))},end:function(){t.isDraggingProperty.value=!1}}))}var b=t.numberLines[0],C=void 0;return s.node||(C=function(t){var e=a.draggableNode.localBounds,i=void 0;if(t===A.HORIZONTAL){i=e.dilateXY(u/2,2*u).shiftedY(1.5*u)}else{i=e.dilateXY(2*u,u/2).shiftedX(1.5*u)}a.draggableNode.setTouchArea(i)},b.orientationProperty.link(C)),a.disposePointControllerNode=function(){t.positionProperty.unlink(g),t.isDraggingProperty.unlink(p),t.inProgressAnimationProperty.unlink(m),s.connectorLineVisibleProperty.hasListener(d)&&s.connectorLineVisibleProperty.unlink(d),s.node||b.orientationProperty.unlink(C)},a}return _inherits(e,s),_createClass(e,[{key:"dispose",value:function(){this.disposePointControllerNode(),_get(e.prototype.__proto__||Object.getPrototypeOf(e.prototype),"dispose",this).call(this)}}]),e}();return a.register("PointControllerNode",h)}),i("SUN/buttons/RadioButtonInteractionState",["require","SUN/sun"],function(t){"use strict";var e={SELECTED:"SELECTED",DESELECTED:"DESELECTED",PRESSED:"PRESSED",OVER:"OVER",DISABLED_SELECTED:"DISABLED_SELECTED",DISABLED_DESELECTED:"DISABLED_DESELECTED"};return t("SUN/sun").register("RadioButtonInteractionState",e),e}),i("SUN/buttons/RadioButtonGroupAppearance",["require","SCENERY/util/PaintColorProperty","SUN/buttons/RadioButtonInteractionState","SUN/sun","SUN/SunConstants"],function(t){"use strict";var e=t("SCENERY/util/PaintColorProperty"),i=t("SUN/buttons/RadioButtonInteractionState"),n=t("SUN/sun"),r=t("SUN/SunConstants"),s={defaultRadioButtonsAppearance:function(t,n,r,s){function a(e){switch(e){case i.DESELECTED:t.fill=r,t.stroke=s.deselectedStroke,t.lineWidth=s.deselectedLineWidth,t.opacity=s.deselectedButtonOpacity;break;case i.OVER:t.fill=l,t.stroke=o,t.lineWidth=s.overLineWidth?s.overLineWidth:s.deselectedLineWidth,t.opacity=s.overButtonOpacity;break;case i.SELECTED:t.fill=r,t.stroke=s.selectedStroke,t.lineWidth=s.selectedLineWidth,t.opacity=s.selectedButtonOpacity;break;case i.DISABLED_DESELECTED:t.fill=s.disabledBaseColor,t.stroke=A,t.lineWidth=s.deselectedLineWidth,t.opacity=s.deselectedButtonOpacity;break;case i.DISABLED_SELECTED:t.fill=s.disabledBaseColor,t.stroke=A,t.lineWidth=s.selectedLineWidth,t.opacity=s.selectedButtonOpacity;break;case i.PRESSED:t.fill=u,t.stroke=s.deselectedStroke,t.lineWidth=s.deselectedLineWidth,t.opacity=s.selectedButtonOpacity;break;default:throw new Error("unsupported state: "+e)}}var A=new e(s.disabledBaseColor,{luminanceFactor:-.4}),o=new e(s.overStroke||s.deselectedStroke,{luminanceFactor:s.overStroke?0:-.4}),l=new e(s.overFill||r,{luminanceFactor:s.overFill?0:.4}),u=new e(r,{luminanceFactor:-.4});t.cachedPaints=[r,l,s.disabledBaseColor,u,s.deselectedStroke,o,s.selectedStroke,A],n.link(a),this.dispose=function(){n.hasListener(a)&&n.unlink(a),A.dispose(),o.dispose(),l.dispose(),u.dispose()}},contentAppearanceStrategy:function(t,e,n){function s(e){if(null!==t)switch(e){case i.DESELECTED:t.opacity=n.deselectedContentOpacity;break;case i.OVER:t.opacity=n.overContentOpacity;break;case i.SELECTED:t.opacity=n.selectedContentOpacity;break;case i.DISABLED_DESELECTED:case i.DISABLED_SELECTED:t.opacity=r.DISABLED_OPACITY;break;case i.PRESSED:t.opacity=n.deselectedContentOpacity;break;default:throw new Error("unsupported state: "+e)}}e.link(s),this.dispose=function(){e.hasListener(s)&&e.unlink(s)}}};return n.register("RadioButtonGroupAppearance",s),s}),i("SUN/buttons/RadioButtonInteractionStateProperty",["require","AXON/DerivedProperty","SUN/buttons/RadioButtonInteractionState","SUN/sun"],function(t){"use strict";var e=t("AXON/DerivedProperty"),i=t("SUN/buttons/RadioButtonInteractionState"),n=t("SUN/sun"),r=function(t){function n(t,e,r){return _classCallCheck(this,n),_possibleConstructorReturn(this,(n.__proto__||Object.getPrototypeOf(n)).call(this,[t.overProperty,t.looksPressedProperty,t.enabledProperty,e],function(t,e,n,s){var a=s===r;return!n&&a?i.DISABLED_SELECTED:n?!t||e||a?t&&e?i.PRESSED:a?i.SELECTED:i.DESELECTED:i.OVER:i.DISABLED_DESELECTED}))}return _inherits(n,e),n}();return n.register("RadioButtonInteractionStateProperty",r)}),i("SUN/buttons/RadioButtonGroupMember",["require","SUN/buttons/ButtonModel","SCENERY/util/Color","SUN/ColorConstants","AXON/Emitter","TANDEM/EventType","PHET_CORE/inherit","PHET_CORE/merge","TANDEM/PhetioObject","TAMBO/shared-sound-players/pushButtonSoundPlayer","SUN/buttons/RadioButtonGroupAppearance","SUN/buttons/RadioButtonInteractionStateProperty","SUN/buttons/RectangularButtonView","SUN/sun","TANDEM/Tandem"],function(t){"use strict";function e(t,e,A){var g=this;A=o({baseColor:r.LIGHT_BLUE,disabledBaseColor:r.LIGHT_GRAY,selectedButtonOpacity:1,deselectedButtonOpacity:.6,selectedContentOpacity:1,deselectedContentOpacity:.6,overButtonOpacity:.8,overContentOpacity:.8,selectedStroke:"black",deselectedStroke:new n(50,50,50),selectedLineWidth:1.5,deselectedLineWidth:1,overFill:null,overStroke:null,overLineWidth:null,buttonAppearanceStrategy:c.defaultRadioButtonsAppearance,contentAppearanceStrategy:c.contentAppearanceStrategy,soundPlayer:null,tagName:"input",inputType:"radio",labelTagName:"label",containerTagName:"li",appendDescription:!0,appendLabel:!0,tandem:p.REQUIRED,phetioReadOnly:l.DEFAULT_OPTIONS.phetioReadOnly},A),this.buttonModel=new i({tandem:A.tandem}),this.buttonModel.downProperty.link(function(t){t||!g.buttonModel.overProperty.get()||g.buttonModel.interrupted||g.fire()}),this.interactionStateProperty=new h(this.buttonModel,t,e),d.call(this,this.buttonModel,this.interactionStateProperty,A),t.value===e&&this.setAccessibleAttribute("checked","checked");var m=function(t){g.accessibleChecked=t===e};t.link(m),this.property=t,this.value=e,this.firedEmitter=new s({tandem:A.tandem.createTandem("firedEmitter"),phetioDocumentation:"Emits when the radio button is pressed",phetioReadOnly:A.phetioReadOnly,phetioEventType:a.USER}),this.firedEmitter.addListener(function(){t.set(e)});var f=A.soundPlayer||u,b=function(){f.play()};this.buttonModel.produceSoundEmitter.addListener(b),this.disposeRadioButtonGroupMember=function(){t.unlink(m),this.firedEmitter.dispose(),this.buttonModel.produceSoundEmitter.removeListener(b),this.buttonModel.dispose(),this.interactionStateProperty.dispose()}}var i=t("SUN/buttons/ButtonModel"),n=t("SCENERY/util/Color"),r=t("SUN/ColorConstants"),s=t("AXON/Emitter"),a=t("TANDEM/EventType"),A=t("PHET_CORE/inherit"),o=t("PHET_CORE/merge"),l=t("TANDEM/PhetioObject"),u=t("TAMBO/shared-sound-players/pushButtonSoundPlayer"),c=t("SUN/buttons/RadioButtonGroupAppearance"),h=t("SUN/buttons/RadioButtonInteractionStateProperty"),d=t("SUN/buttons/RectangularButtonView"),g=t("SUN/sun"),p=t("TANDEM/Tandem");return g.register("RadioButtonGroupMember",e),A(d,e,{fire:function(){this.buttonModel.enabledProperty.get()&&(this.firedEmitter.emit(),this.buttonModel.produceSoundEmitter.emit())},dispose:function(){this.disposeRadioButtonGroupMember(),d.prototype.dispose&&d.prototype.dispose.call(this)}})}),i("sound!TAMBO/radio-button-v2.mp3",function(){return{name:"TAMBO/radio-button-v2.mp3",base64:"data:audio/mpeg;base64,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"}}),i("TAMBO/radioButtonSoundPlayerFactory",["require","TAMBO/sound-generators/SoundClip","TAMBO/tambo","TAMBO/soundManager","sound!TAMBO/radio-button-v2.mp3"],function(t){"use strict";var e=t("TAMBO/sound-generators/SoundClip"),i=t("TAMBO/tambo"),n=t("TAMBO/soundManager"),r=t("sound!TAMBO/radio-button-v2.mp3"),s=function(){function t(){_classCallCheck(this,t),this._radioButtonSoundPlayer=null,this.soundPlayers=[]}return _createClass(t,[{key:"getSoundPlayerInstance",value:function(){return this._radioButtonSoundPlayer||(this._radioButtonSoundPlayer=new e(r,{initialOutputLevel:.7,rateChangesAffectPlayingSounds:!1}),n.addSoundGenerator(this._radioButtonSoundPlayer)),this._radioButtonSoundPlayer}},{key:"getRadioButtonSoundPlayer",value:function(t){if(!this.soundPlayers[t]){var e=Math.pow(2,-t/12);this.soundPlayers[t]=new a(this.getSoundPlayerInstance(),e)}return this.soundPlayers[t]}}]),t}(),a=function(){function t(e,i){_classCallCheck(this,t),this.soundPlayer=e,this.playbackRate=i}return _createClass(t,[{key:"play",value:function(){this.soundPlayer.setPlaybackRate(this.playbackRate),this.soundPlayer.play()}}]),t}(),A=new s;return i.register("radioButtonSoundPlayerFactory",A)}),i("SUN/buttons/RadioButtonGroup",["require","SCENERY/accessibility/AccessiblePeer","SCENERY/util/Color","SUN/ColorConstants","SCENERY/accessibility/FocusHighlightPath","PHET_CORE/inherit","PHET_CORE/documentation/InstanceRegistry","SCENERY/nodes/LayoutBox","PHET_CORE/merge","TANDEM/PhetioObject","AXON/Property","SUN/buttons/RadioButtonGroupAppearance","SUN/buttons/RadioButtonGroupMember","TAMBO/radioButtonSoundPlayerFactory","SCENERY/nodes/Rectangle","KITE/Shape","SUN/sun","TANDEM/Tandem"],function(t){"use strict";function e(t,e,a){a=o({tandem:f.REQUIRED,phetioComponentOptions:null,soundPlayers:null,phetioLinkProperty:!0,tagName:"ul",labelTagName:"h3",ariaRole:"radiogroup",groupFocusHighlight:!0},a),C++,l.mergePhetioComponentOptions({visibleProperty:{phetioFeatured:!0}},a);var m=void 0,v=[];for(m=0;m0&&void 0!==arguments[0]?arguments[0]:0;_classCallCheck(this,t),this.balanceProperty=new r(s),this.balanceChangedByButtonEmitter=new e({parameters:[{phetioType:n,name:"balanceChange"}]}),this.previousBalance=null,this.balanceProperty.lazyLink(function(t,e){i.previousBalance=e})}return _createClass(t,[{key:"reset",value:function(){this.balanceProperty.reset()}}]),t}();return i.register("BankAccount",s)}),i("NUMBER_LINE_INTEGERS/explore/model/SceneModel",["require","AXON/BooleanProperty","PHET_CORE/merge","NUMBER_LINE_INTEGERS/common/NLIConstants","NUMBER_LINE_INTEGERS/common/model/SpatializedNumberLine","NUMBER_LINE_INTEGERS/numberLineIntegers","DOT/Range"],function(t){"use strict";var e=t("AXON/BooleanProperty"),i=t("PHET_CORE/merge"),n=t("NUMBER_LINE_INTEGERS/common/NLIConstants"),r=t("NUMBER_LINE_INTEGERS/common/model/SpatializedNumberLine"),s=t("NUMBER_LINE_INTEGERS/numberLineIntegers"),a=t("DOT/Range"),A=n.NLI_LAYOUT_BOUNDS,o=function(){function t(n){var s=this;_classCallCheck(this,t),n=i({numberOfNumberLines:1,commonNumberLineOptions:{initialDisplayedRange:new a(-100,100),initialPointSpecs:[]},numberLineZeroPositions:[A.center],uniqueNumberLineOptionsList:null},n),this.showNumberLineProperty=new e(!0),this.numberLines=[],_.times(n.numberOfNumberLines,function(t){s.numberLines.push(new r(n.numberLineZeroPositions[t],i({},n.commonNumberLineOptions,n.uniqueNumberLineOptionsList?n.uniqueNumberLineOptionsList[t]:{})))}),this.numberLineLabelsVisibleProperty=new e(!0),this.numberLineLabelsVisibleProperty.link(function(t){s.numberLines.forEach(function(e){e.showLabelsProperty.set(t)})}),this.numberLineAbsoluteValueIndicatorsVisibleProperty=new e(!1),this.numberLineAbsoluteValueIndicatorsVisibleProperty.link(function(t){s.numberLines.forEach(function(e){e.showAbsoluteValuesProperty.set(t)})})}return _createClass(t,[{key:"reset",value:function(){this.resetScene(),this.showNumberLineProperty.reset(),this.numberLineLabelsVisibleProperty.reset(),this.numberLineAbsoluteValueIndicatorsVisibleProperty.reset()}},{key:"resetScene",value:function(){}}]),t}();return s.register("SceneModel",o)}),i("NUMBER_LINE_INTEGERS/explore/model/BankSceneModel",["require","NUMBER_LINE_INTEGERS/explore/model/BankAccount","AXON/BooleanProperty","SCENERY/util/Color","NUMBER_LINE_INTEGERS/common/model/LockToNumberLine","NUMBER_LINE_INTEGERS/common/NLIConstants","NUMBER_LINE_INTEGERS/numberLineIntegers","NUMBER_LINE_INTEGERS/common/model/NumberLinePoint","PHET_CORE/Orientation","NUMBER_LINE_INTEGERS/common/model/PointController","NUMBER_LINE_INTEGERS/explore/model/SceneModel","DOT/Vector2"],function(t){"use strict";var e=t("NUMBER_LINE_INTEGERS/explore/model/BankAccount"),i=t("AXON/BooleanProperty"),n=t("SCENERY/util/Color"),r=t("NUMBER_LINE_INTEGERS/common/model/LockToNumberLine"),s=t("NUMBER_LINE_INTEGERS/common/NLIConstants"),a=t("NUMBER_LINE_INTEGERS/numberLineIntegers"),A=t("NUMBER_LINE_INTEGERS/common/model/NumberLinePoint"),o=t("PHET_CORE/Orientation"),l=t("NUMBER_LINE_INTEGERS/common/model/PointController"),u=t("NUMBER_LINE_INTEGERS/explore/model/SceneModel"),c=t("DOT/Vector2"),h=s.NLI_LAYOUT_BOUNDS,d=new n("#d25da3"),g=new n("#001fff"),p=10,m=40,f=function(t){function s(){_classCallCheck(this,s);var t=new c(.37*h.width,h.centerY),a=_possibleConstructorReturn(this,(s.__proto__||Object.getPrototypeOf(s)).call(this,{numberLineZeroPositions:[t],commonNumberLineOptions:{initialOrientation:o.HORIZONTAL,labelsInitiallyVisible:!0,widthInModelSpace:.475*h.width,initialPointSpecs:[{initialValue:p,color:new n(d)}]}}));a.primaryAccount=new e(p);var u=a.numberLines[0];a.primaryAccount.balanceProperty.link(function(t){u.residentPoints.get(0).proposeValue(t)}),u.residentPoints.get(0).valueProperty.link(function(t){a.primaryAccount.balanceProperty.value=t}),a.comparisonAccount=new e(m),a.comparisonAccount.balanceProperty.link(function(t){u.residentPoints.length>1&&u.residentPoints.get(1).proposeValue(t)}),a.showComparisonAccountProperty=new i(!1),a.primaryAccountPointController=new l({color:u.residentPoints.get(0).colorProperty.value,lockToNumberLine:r.ALWAYS,numberLinePoints:[u.residentPoints.get(0)],offsetFromHorizontalNumberLine:120,numberLines:[u]}),a.comparisonAccountPointController=new l({lockToNumberLine:r.ALWAYS,offsetFromHorizontalNumberLine:-120,numberLines:[u]});var f=null;return a.showComparisonAccountProperty.lazyLink(function(t){t?(f=new A(a.comparisonAccount.balanceProperty.value,g,u),u.addPoint(f),f.valueProperty.link(function(t){a.comparisonAccount.balanceProperty.value=t}),a.comparisonAccountPointController.associateWithNumberLinePoint(f)):(a.comparisonAccountPointController.dissociateFromNumberLinePoint(f),u.removePoint(f),f=null)}),a}return _inherits(s,u),_createClass(s,[{key:"resetScene",value:function(){this.primaryAccount.reset(),this.showComparisonAccountProperty.reset(),this.comparisonAccount.reset()}}]),s}();return f.PRIMARY_ACCOUNT_POINT_COLOR=d,f.COMPARISON_ACCOUNT_POINT_COLOR=g,a.register("BankSceneModel",f)}),i("NUMBER_LINE_INTEGERS/explore/model/ElevationPointController",["require","AXON/BooleanProperty","PHET_CORE/merge","NUMBER_LINE_INTEGERS/common/model/LockToNumberLine","NUMBER_LINE_INTEGERS/numberLineIntegers","NUMBER_LINE_INTEGERS/common/model/NumberLinePoint","NUMBER_LINE_INTEGERS/common/model/PointController","DOT/Utils"],function(t){"use strict";var e=t("AXON/BooleanProperty"),i=t("PHET_CORE/merge"),n=t("NUMBER_LINE_INTEGERS/common/model/LockToNumberLine"),r=t("NUMBER_LINE_INTEGERS/numberLineIntegers"),s=t("NUMBER_LINE_INTEGERS/common/model/NumberLinePoint"),a=t("NUMBER_LINE_INTEGERS/common/model/PointController"),A=t("DOT/Utils"),o=function(t){function r(t,a,o){_classCallCheck(this,r),o=i({lockToNumberLine:n.NEVER,numberLines:[t]},o);var l=_possibleConstructorReturn(this,(r.__proto__||Object.getPrototypeOf(r)).call(this,o));return l.elevationsAreaBounds=a,l.overElevationAreaProperty=new e(!1),l.positionProperty.link(function(t){l.overElevationAreaProperty.value=a.containsPoint(t)}),l.overElevationAreaProperty.lazyLink(function(e){if(e&&l.isDraggingProperty.value){var i=new s(A.roundSymmetric(t.modelPositionToValue(l.positionProperty.value)),l.color,t,l);t.addPoint(i),l.associateWithNumberLinePoint(i)}else!e&&l.isControllingNumberLinePoint()&&(l.removePointsFromNumberLines(),l.clearNumberLinePoints())}),l}return _inherits(r,a),_createClass(r,[{key:"proposePosition",value:function(t){this.isControllingNumberLinePoint()&&!this.elevationsAreaBounds.containsPoint(t)?this.positionProperty.value=t:_get(r.prototype.__proto__||Object.getPrototypeOf(r.prototype),"proposePosition",this).call(this,t)}}]),r}();return r.register("ElevationPointController",o)}),i("NUMBER_LINE_INTEGERS/explore/model/ElevationSceneModel",["require","DOT/Bounds2","SCENERY/util/Color","NUMBER_LINE_INTEGERS/explore/model/ElevationPointController","NUMBER_LINE_INTEGERS/common/model/LockToNumberLine","NUMBER_LINE_INTEGERS/common/NLIConstants","NUMBER_LINE_INTEGERS/numberLineIntegers","AXON/ObservableArray","PHET_CORE/Orientation","NUMBER_LINE_INTEGERS/common/model/PointController","DOT/Range","NUMBER_LINE_INTEGERS/explore/model/SceneModel","DOT/Vector2"],function(t){"use strict";var e=t("DOT/Bounds2"),i=t("SCENERY/util/Color"),n=t("NUMBER_LINE_INTEGERS/explore/model/ElevationPointController"),r=t("NUMBER_LINE_INTEGERS/common/model/LockToNumberLine"),s=t("NUMBER_LINE_INTEGERS/common/NLIConstants"),a=t("NUMBER_LINE_INTEGERS/numberLineIntegers"),A=t("AXON/ObservableArray"),o=t("PHET_CORE/Orientation"),l=t("NUMBER_LINE_INTEGERS/common/model/PointController"),u=t("DOT/Range"),c=t("NUMBER_LINE_INTEGERS/explore/model/SceneModel"),h=t("DOT/Vector2"),d=s.NLI_LAYOUT_BOUNDS,g=function(t){function s(){_classCallCheck(this,s);var t=d.centerY+10,a=new u(-80,100),c=new h(d.centerX,t-430*a.getCenter()/a.getLength()),g=new e(c.x-300,c.y-215,c.x+300,c.y+215),p=_possibleConstructorReturn(this,(s.__proto__||Object.getPrototypeOf(s)).call(this,{numberLineZeroPositions:[new h(g.minX/2,t)],commonNumberLineOptions:{initialOrientation:o.VERTICAL,initialDisplayedRange:a,labelsInitiallyVisible:!0,heightInModelSpace:430}}));p.elevationAreaBounds=g,p.seaLevel=t;var m=.7*(d.maxY-g.maxY),f=new h(c.x,(d.maxY+g.maxY)/2);p.elevatableItemsBoxBounds=new e(f.x-180,f.y-m/2,f.x+180,f.y+m/2);var b=p.numberLines[0];return p.permanentPointControllers=[new n(b,g,{color:new i("#EE3937")}),new n(b,g,{color:new i("black")}),new n(b,g,{color:new i("#446ab7")})],p.permanentPointControllers.forEach(function(t){p.putPointControllerInBox(t)}),p.permanentPointControllers.forEach(function(t){t.isDraggingProperty.lazyLink(function(e){e||t.overElevationAreaProperty.value||t.isControllingNumberLinePoint()||p.putPointControllerInBox(t,!0)})}),p.numberLineAttachedPointControllers=new A,b.residentPoints.addItemAddedListener(function(t){t.numberLine=b;var e=new l({color:t.colorProperty.value,lockToNumberLine:r.ALWAYS,numberLinePoints:[t],numberLines:[b]});p.numberLineAttachedPointControllers.push(e);b.residentPoints.addItemRemovedListener(function i(n){t===n&&(e.clearNumberLinePoints(),e.dispose(),b.residentPoints.removeItemRemovedListener(i),p.numberLineAttachedPointControllers.remove(e))})}),p}return _inherits(s,c),_createClass(s,[{key:"putPointControllerInBox",value:function(t){var e=arguments.length>1&&void 0!==arguments[1]&&arguments[1],i=this.permanentPointControllers.indexOf(t),n=this.permanentPointControllers.length,r=this.elevatableItemsBoxBounds.width/n,s=new h(this.elevatableItemsBoxBounds.minX+r/2+r*i,this.elevatableItemsBoxBounds.centerY);t.goToPosition(s,e)}},{key:"resetScene",value:function(){var t=this;this.permanentPointControllers.forEach(function(e){e.removePointsFromNumberLines(),e.clearNumberLinePoints(),t.putPointControllerInBox(e)})}}]),s}();return a.register("ElevationSceneModel",g)}),i("NUMBER_LINE_INTEGERS/explore/model/NLIScene",["require","PHET_CORE/Enumeration","NUMBER_LINE_INTEGERS/numberLineIntegers"],function(t){"use strict";var e=t("PHET_CORE/Enumeration");return t("NUMBER_LINE_INTEGERS/numberLineIntegers").register("NLIScene",e.byKeys(["ELEVATION","BANK","TEMPERATURE"]))}),i("NUMBER_LINE_INTEGERS/common/NLIQueryParameters",["require","NUMBER_LINE_INTEGERS/numberLineIntegers"],function(t){"use strict";var e=t("NUMBER_LINE_INTEGERS/numberLineIntegers"),i=QueryStringMachine.getAll({defaultCelsius:{type:"flag"}});return e.register("NLIQueryParameters",i)}),i("NUMBER_LINE_INTEGERS/explore/model/reverseRobinsonProjector",["require","NUMBER_LINE_INTEGERS/numberLineIntegers"],function(t){"use strict";var e={xyToLatLong:function(t,e){for(var a=Math.abs(t),A=Math.abs(.5072*e),o=1.178/(2*Math.PI),l=A/o,u=0,c=0;c<=18;c++)u+=r[c]*Math.abs(n[c]-l);for(var h=a/(o*u),d=0,g=0;g<=18;g++)d+=s[g]*Math.sqrt(Math.pow(i[g]-u,2)+Math.pow(n[g]-l,2));var p=t>0?h:-h;return{latitude:(e>0?d:-d)/Math.PI*180,longitude:p/Math.PI*180}}},i=[.8487,.84751182,.84479598,.840213,.83359314,.8257851,.814752,.80006949,.78216192,.76060494,.73658673,.7086645,.67777182,.64475739,.60987582,.57134484,.52729731,.48562614,.45167814],n=[0,.0838426,.1676852,.2515278,.3353704,.419213,.5030556,.5868982,.67047034,.75336633,.83518048,.91537187,.99339958,1.06872269,1.14066505,1.20841528,1.27035062,1.31998003,1.3523],r=[.4737166113,-.00911028522,-.01113479305,-.01214704697,-.0070857774,-.01923282436,-.02176345915,-.01957843209,-.02288586729,-.01676092031,-.02731224791,-.0238622424,-.02119239013,-.02327513775,-.04193330922,-.07123235442,-.06423048161,-.10536278437,1.00598851957],s=[1.07729625255,-.00012324928,-.00032923415,-.00056627609,-.0004516829,-.00141388769,-.00211521349,-.00083658786,.00073523299,.00349045186,.00502041018,.00860101415,.01281238969,.01794606372,.0209022087,.0283150431,.11177176318,.28108668066,-.45126573496];return t("NUMBER_LINE_INTEGERS/numberLineIntegers").register("reverseRobinsonProjector",e)}),i("NUMBER_LINE_INTEGERS/explore/model/temperatureDataSet",["require","NUMBER_LINE_INTEGERS/numberLineIntegers"],function(t){"use strict";var e=t("NUMBER_LINE_INTEGERS/numberLineIntegers"),i={getNearSurfaceTemperature:function(t,e,i){var s=t-1;i<0&&(i=360+i);for(var A=0;e0&&Math.abs(e-r[A])>Math.abs(e-r[A-1])&&A--;for(var o=0;i>n[o];)o++;return i!==n[o]&&o>0&&Math.abs(i-n[o])>Math.abs(i-n[o-1])&&o--,a[s*(r.length*n.length)+A*n.length+o]}},n=[0,2,4,6,8,10,12,14,16,18,20,22,24,26,28,30,32,34,36,38,40,42,44,46,48,50,52,54,56,58,60,62,64,66,68,70,72,74,76,78,80,82,84,86,88,90,92,94,96,98,100,102,104,106,108,110,112,114,116,118,120,122,124,126,128,130,132,134,136,138,140,142,144,146,148,150,152,154,156,158,160,162,164,166,168,170,172,174,176,178,180,182,184,186,188,190,192,194,196,198,200,202,204,206,208,210,212,214,216,218,220,222,224,226,228,230,232,234,236,238,240,242,244,246,248,250,252,254,256,258,260,262,264,266,268,270,272,274,276,278,280,282,284,286,288,290,292,294,296,298,300,302,304,306,308,310,312,314,316,318,320,322,324,326,328,330,332,334,336,338,340,342,344,346,348,350,352,354,356,358],r=[90,88,86,84,82,80,78,76,74,72,70,68,66,64,62,60,58,56,54,52,50,48,46,44,42,40,38,36,34,32,30,28,26,24,22,20,18,16,14,12,10,8,6,4,2,0,-2,-4,-6,-8,-10,-12,-14,-16,-18,-20,-22,-24,-26,-28,-30,-32,-34,-36,-38,-40,-42,-44,-46,-48,-50,-52,-54,-56,-58,-60,-62,-64,-66,-68,-70,-72,-74,-76,-78,-80,-82,-84,-86,-88,-90],s=function(){for(var t=[],e=0;e.5||i<-.5||i>.5)return null;var n=c.xyToLatLong(e,i);return n.latitude>90||n.latitude<-90||n.longitude>180||n.longitude<-180?null:d.getNearSurfaceTemperature(this.monthProperty.value,n.latitude,n.longitude)}},{key:"putPointControllerInBox",value:function(t){var e=arguments.length>1&&void 0!==arguments[1]&&arguments[1],i=this.permanentPointControllers.indexOf(t),n=this.permanentPointControllers.length,r=this.thermometerBoxBounds.width/n,s=new p(this.thermometerBoxBounds.minX+r/2+r*i,this.thermometerBoxBounds.centerY+25);t.goToPosition(s,e)}},{key:"resolvePointControllerOverlap",value:function(){var t=this.permanentPointControllers.filter(function(t){return t.isOverMapProperty.value&&!t.isDraggingProperty.value});t.length>=2&&(t.sort(function(t,e){return e.droppedOnMapTimestamp-t.droppedOnMapTimestamp}),_.times(t.length-1,function(){for(var e=t.splice(0,1)[0],i=e.positionProperty.value.copy(),n=0;_.some(t,function(t){return t.celsiusTemperatureProperty.value===e.celsiusTemperatureProperty.value});){var r=(i.x>I.x?-1:1)*(n+1)*1,s=(i.y>I.y?-1:1)*(n+1)*1,a=e.positionProperty.value.plusXY(r,s);e.positionProperty.set(a),n++}}))}},{key:"reset",value:function(){this.temperatureUnitsProperty.reset(),this.numberLines.forEach(function(t){t.reset()}),_get(A.prototype.__proto__||Object.getPrototypeOf(A.prototype),"reset",this).call(this)}},{key:"resetScene",value:function(){var t=this;this.monthProperty.reset(),this.numberLines.forEach(function(t){t.removeAllPoints()}),this.permanentPointControllers.forEach(function(e){e.reset(),t.putPointControllerInBox(e)})}},{key:"celsiusNumberLine",get:function(){return this.numberLines[1]}},{key:"fahrenheitNumberLine",get:function(){return this.numberLines[0]}}]),A}();return V.CELSIUS_NUMBER_LINE_INDEX=1,V.FAHRENHEIT_NUMBER_LINE_INDEX=0,A.register("TemperatureSceneModel",V)}),i("NUMBER_LINE_INTEGERS/explore/model/NLIExploreModel",["require","NUMBER_LINE_INTEGERS/explore/model/BankSceneModel","NUMBER_LINE_INTEGERS/explore/model/ElevationSceneModel","AXON/EnumerationProperty","NUMBER_LINE_INTEGERS/explore/model/NLIScene","NUMBER_LINE_INTEGERS/numberLineIntegers","NUMBER_LINE_INTEGERS/explore/model/TemperatureSceneModel"],function(t){"use strict";var e=t("NUMBER_LINE_INTEGERS/explore/model/BankSceneModel"),i=t("NUMBER_LINE_INTEGERS/explore/model/ElevationSceneModel"),n=t("AXON/EnumerationProperty"),r=t("NUMBER_LINE_INTEGERS/explore/model/NLIScene"),s=t("NUMBER_LINE_INTEGERS/numberLineIntegers"),a=t("NUMBER_LINE_INTEGERS/explore/model/TemperatureSceneModel"),A=function(){function t(){_classCallCheck(this,t),this.selectedSceneProperty=new n(r,r.ELEVATION),this.elevationSceneModel=new i,this.bankSceneModel=new e,this.temperatureSceneModel=new a,this.sceneModels=[this.elevationSceneModel,this.bankSceneModel,this.temperatureSceneModel]}return _createClass(t,[{key:"reset",value:function(){this.selectedSceneProperty.reset(),this.sceneModels.forEach(function(t){t.reset()})}}]),t}();return s.register("NLIExploreModel",A)}),i("SUN/OnOffSwitchIO",["require","SCENERY/nodes/NodeIO","TANDEM/types/ObjectIO","SUN/sun"],function(t){"use strict";var e=t("SCENERY/nodes/NodeIO"),i=t("TANDEM/types/ObjectIO"),n=t("SUN/sun"),r=function(t){function i(){return _classCallCheck(this,i),_possibleConstructorReturn(this,(i.__proto__||Object.getPrototypeOf(i)).apply(this,arguments))}return _inherits(i,e),i}();return r.documentation="A traditional switch component",r.events=["toggled"],r.validator={isValidValue:function(t){return t instanceof phet.sun.OnOffSwitch}},r.typeName="OnOffSwitchIO",i.validateSubtype(r),n.register("OnOffSwitchIO",r)}),i("SCENERY/input/SimpleDragHandler",["require","AXON/Action","AXON/BooleanProperty","TANDEM/EventType","PHET_CORE/inherit","PHET_CORE/merge","SCENERY/input/Mouse","TANDEM/PhetioObject","SCENERY/input/Pointer","SCENERY/scenery","SCENERY/input/SceneryEvent","TANDEM/Tandem","SCENERY/input/Touch","DOT/Vector2","DOT/Vector2IO"],function(t){"use strict";function e(t){var e=this;t=a({start:null,drag:null,end:null,translate:null,allowTouchSnag:!1,mouseButton:0,dragCursor:"pointer",attach:!0,tandem:h.REQUIRED,phetioState:!1,phetioEventType:r.USER,phetioReadOnly:!0},t),this.options=t,this.isDraggingProperty=new n(!1,{phetioReadOnly:t.phetioReadOnly,phetioState:!1,tandem:t.tandem.createTandem("isDraggingProperty"),phetioDocumentation:"Indicates whether the object is dragging"}),this.pointer=null,this.trail=null,this.transform=null,this.node=null,this.lastDragPoint=null,this.startTransformMatrix=null,this.mouseButton=void 0,this.interrupted=!1,this.lastInterruptedTouchPointer=null,this.dragStartAction=new i(function(t,i){e.dragging||(i.pointer.dragging=!0,i.pointer.cursor=e.options.dragCursor,i.pointer.addInputListener(e.dragListener,e.options.attach),i.pointer.setIntent(l.Intent.DRAG),e.isDraggingProperty.set(!0),e.pointer=i.pointer,e.trail=i.trail.subtrailTo(i.currentTarget,!0),e.transform=e.trail.getTransform(),e.node=i.currentTarget,e.lastDragPoint=i.pointer.point,e.startTransformMatrix=i.currentTarget.getMatrix().copy(),e.mouseButton=i.pointer instanceof A?i.domEvent.button:void 0,e.options.start&&e.options.start.call(null,i,e.trail))},{tandem:t.tandem.createTandem("dragStartAction"),phetioReadOnly:t.phetioReadOnly,parameters:[{name:"point",phetioType:p,phetioDocumentation:"the position of the drag start in view coordinates"},{phetioPrivate:!0,valueType:[c,null]}]}),this.dragAction=new i(function(t,i){if(e.dragging&&!e.isDisposed){var n=e.pointer.point.minus(e.lastDragPoint);if(0!==n.magnitudeSquared){var r=e.transform.inverseDelta2(n);if(e.options.translate){var s=e.node.getMatrix().getTranslation();e.options.translate.call(null,{delta:r,oldPosition:s,position:s.plus(r)})}if(e.lastDragPoint=e.pointer.point,e.options.drag){var a=i.currentTarget;i.currentTarget=e.node,e.options.drag.call(null,i,e.trail),i.currentTarget=a}}}},{phetioHighFrequency:!0,phetioReadOnly:t.phetioReadOnly,tandem:t.tandem.createTandem("dragAction"),parameters:[{name:"point",phetioType:p,phetioDocumentation:"the position of the drag in view coordinates"},{phetioPrivate:!0,valueType:[c,null]}]}),this.dragEndAction=new i(function(t,i){e.dragging&&(e.pointer.dragging=!1,e.pointer.cursor=null,e.pointer.removeInputListener(e.dragListener),e.isDraggingProperty.set(!1),e.options.end&&e.options.end.call(null,i,e.trail),e.pointer=null)},{tandem:t.tandem.createTandem("dragEndAction"),phetioReadOnly:t.phetioReadOnly,parameters:[{name:"point",phetioType:p,phetioDocumentation:"the position of the drag end in view coordinates"},{phetioPrivate:!0,isValidValue:function(t){return null===t||t instanceof c||t.pointer&&t.currentTarget}}]}),this.transformListener={transform:function(t){if(e.trail.isExtensionOf(t.trail,!0)){var i=t.trail.getMatrix(),n=e.transform.getMatrix();e.node.prependMatrix(i.inverted().timesMatrix(n)),e.transform.setMatrix(i)}}},this.dragListener={up:function(t){if(e.dragging&&!e.isDisposed&&(!(t.pointer instanceof A)||t.domEvent.button===e.mouseButton)){var i=t.currentTarget;t.currentTarget=e.node,e.endDrag(t),t.currentTarget=i}},cancel:function(t){if(e.dragging&&!e.isDisposed){var i=t.currentTarget;t.currentTarget=e.node,e.endDrag(t),t.currentTarget=i,e.transform||e.node.setMatrix(e.startTransformMatrix)}},move:function(t){e.dragAction.execute(t.pointer.point,t)}},o.call(this,t)}var i=t("AXON/Action"),n=t("AXON/BooleanProperty"),r=t("TANDEM/EventType"),s=t("PHET_CORE/inherit"),a=t("PHET_CORE/merge"),A=t("SCENERY/input/Mouse"),o=t("TANDEM/PhetioObject"),l=t("SCENERY/input/Pointer"),u=t("SCENERY/scenery"),c=t("SCENERY/input/SceneryEvent"),h=t("TANDEM/Tandem"),d=t("SCENERY/input/Touch"),g=t("DOT/Vector2"),p=t("DOT/Vector2IO");return u.register("SimpleDragHandler",e),s(o,e,{get dragging(){return this.isDraggingProperty.get()},set dragging(t){},startDrag:function(t){this.dragStartAction.execute(t.pointer.point,t)},endDrag:function(t){this.dragEndAction.execute(t?t.pointer.point:g.ZERO,t)},interrupt:function(){this.dragging&&(this.interrupted=!0,this.pointer instanceof d&&(this.lastInterruptedTouchPointer=this.pointer),this.endDrag({pointer:this.pointer,currentTarget:this.node}),this.interrupted=!1)},tryToSnag:function(t){t.pointer instanceof A&&t.domEvent&&this.options.mouseButton!==t.domEvent.button&&-1!==this.options.mouseButton||this.isDisposed||this.dragging||t.pointer.dragging||t.pointer===this.lastInterruptedTouchPointer||!t.canStartPress()||this.startDrag(t)},tryTouchToSnag:function(t){this.options.allowTouchSnag&&(!0===this.options.allowTouchSnag||this.options.allowTouchSnag(t))&&this.tryToSnag(t)},down:function(t){this.tryToSnag(t)},touchenter:function(t){this.tryTouchToSnag(t)},touchmove:function(t){this.tryTouchToSnag(t)},dispose:function(){this.dragging&&(this.pointer.dragging=!1,this.pointer.cursor=null,this.pointer.removeInputListener(this.dragListener)),this.isDraggingProperty.dispose(),this.dragEndAction.dispose(),this.dragAction.dispose(),this.dragStartAction.dispose(),o.prototype.dispose.call(this)}},{createForwardingListener:function(t,e){return e=a({allowTouchSnag:!1},e),{down:function(e){!e.pointer.dragging&&e.canStartPress()&&t(e)},touchenter:function(t){e.allowTouchSnag&&this.down(t)},touchmove:function(t){e.allowTouchSnag&&this.down(t)}}}})}),i("SUN/OnOffSwitch",["require","DOT/Dimension2","TANDEM/EventType","PHET_CORE/inherit","PHET_CORE/merge","SCENERY/nodes/Node","SUN/OnOffSwitchIO","SCENERY/nodes/Rectangle","KITE/Shape","SCENERY/input/SimpleDragHandler","SUN/sun","TANDEM/Tandem","DOT/Utils","DOT/Vector2"],function(t){"use strict";function e(t,e){e=s({size:new i(60,30),cursor:"pointer",toggleWhileDragging:null,dragThreshold:3,toggleThreshold:1,thumbFill:"white",thumbStroke:"black",thumbTouchAreaXDilation:8,thumbTouchAreaYDilation:8,thumbMouseAreaXDilation:0,thumbMouseAreaYDilation:0,trackOffFill:"white",trackOnFill:"rgb(0,200,0)",trackStroke:"black",tandem:h.REQUIRED,phetioType:A,phetioEventType:n.USER},e);var r=this;a.call(this);var c=e.size.height/2;this.trackNode=new o(0,0,e.size.width,e.size.height,c,c,{fill:e.trackOffFill,stroke:e.trackStroke,cachedPaints:[e.trackOnFill,e.trackOffFill]}),this.addChild(this.trackNode),this.thumbNode=new o(0,0,.5*e.size.width,e.size.height,c,c,{fill:e.thumbFill,stroke:e.thumbStroke}),this.addChild(this.thumbNode),(e.thumbTouchAreaXDilation||e.thumbTouchAreaYDilation)&&(this.thumbNode.touchArea=l.roundRect(-e.thumbTouchAreaXDilation,-e.thumbTouchAreaYDilation,.5*e.size.width+2*e.thumbTouchAreaXDilation,e.size.height+2*e.thumbTouchAreaYDilation,c,c)),(e.thumbMouseAreaXDilation||e.thumbMouseAreaYDilation)&&(this.thumbNode.mouseArea=l.roundRect(-e.thumbMouseAreaXDilation,-e.thumbMouseAreaYDilation,.5*e.size.width+2*e.thumbMouseAreaXDilation,e.size.height+2*e.thumbMouseAreaYDilation,c,c));var p=function(t){t?(r.thumbNode.right=e.size.width,r.trackNode.fill=e.trackOnFill):(r.thumbNode.left=0,r.trackNode.fill=e.trackOffFill)};t.link(p.bind(this));var m=e.dragThreshold*e.dragThreshold,f=new g(0,0),b=!1;this.addInputListener(new u({tandem:e.tandem.createTandem("simpleDragHandler"),allowTouchSnag:function(t){return _.includes(t.trail.nodes,r.thumbNode)},start:function(t,e){f.setXY(0,0),b=!1},drag:function(i,n){var s=i.currentTarget.globalToLocalPoint(i.pointer.point),a=r.thumbNode.width/2;r.thumbNode.centerX=d.clamp(s.x,a,e.size.width-a);var A=s.x<(1-2*e.toggleThreshold)*a||s.x>(2*e.toggleThreshold-1)*a+e.size.width,o=r.thumbPositionToValue();if(r.trackNode.fill=o?e.trackOnFill:e.trackOffFill,!0===e.toggleWhileDragging||A&&null===e.toggleWhileDragging){t.get()!==o&&(r.phetioStartEvent("toggled",{oldValue:!o,newValue:o}),t.set(o),r.phetioEndEvent())}},end:function(e,i){var n=t.get(),s=b?r.thumbPositionToValue():!t.get();r.phetioStartEvent("toggled",{oldValue:n,newValue:s}),t.set(s),p(t.get()),r.phetioEndEvent()},translate:function(t){f.add(t.delta),b=b||f.magnitudeSquared>m}})),this.mutate(e)}var i=t("DOT/Dimension2"),n=t("TANDEM/EventType"),r=t("PHET_CORE/inherit"),s=t("PHET_CORE/merge"),a=t("SCENERY/nodes/Node"),A=t("SUN/OnOffSwitchIO"),o=t("SCENERY/nodes/Rectangle"),l=t("KITE/Shape"),u=t("SCENERY/input/SimpleDragHandler"),c=t("SUN/sun"),h=t("TANDEM/Tandem"),d=t("DOT/Utils"),g=t("DOT/Vector2");return c.register("OnOffSwitch",e),r(a,e,{thumbPositionToValue:function(){return this.thumbNode.centerX>this.trackNode.centerX}})}),i("SUN/ABSwitch",["require","SCENERY/input/ButtonListener","DOT/Dimension2","PHET_CORE/inherit","PHET_CORE/documentation/InstanceRegistry","SCENERY/nodes/Line","SCENERY/util/LinearGradient","PHET_CORE/merge","SCENERY/nodes/Node","SUN/OnOffSwitch","AXON/Property","SUN/sun","TANDEM/Tandem"],function(t){"use strict";function e(t,e,r,c,d,g){g=A({switchSize:new n(60,30),xSpacing:8,cursor:"pointer",centerOnButton:!1,setEnabled:function(t,e){t.opacity=e?1:.5},thumbTouchAreaXDilation:8,thumbTouchAreaYDilation:8,thumbMouseAreaXDilation:0,thumbMouseAreaYDilation:0,tandem:h.REQUIRED},g);var p=new a(0,0,0,g.switchSize.height).addColorStop(0,"rgb(40,40,40)").addColorStop(1,"rgb(200,200,200)");g.trackFillA=g.trackFillA||p,g.trackFillB=g.trackFillB||p,g.thumbFill=g.thumbFill||new a(0,0,0,g.switchSize.height).addColorStop(0,"white").addColorStop(1,"rgb(200,200,200)"),o.call(this);var m=new u(c===t.get()),f=new l(m,{size:g.switchSize,cursor:g.cursor,thumbFill:g.thumbFill,trackOnFill:g.trackFillB,trackOffFill:g.trackFillA,thumbTouchAreaXDilation:g.thumbTouchAreaXDilation,thumbTouchAreaYDilation:g.thumbTouchAreaYDilation,thumbMouseAreaXDilation:g.thumbMouseAreaXDilation,thumbMouseAreaYDilation:g.thumbMouseAreaYDilation,tandem:g.tandem.createTandem("onOffSwitch")});if(this.addChild(f),this.addChild(r),this.addChild(d),r.right=f.left-g.xSpacing,r.centerY=f.centerY,d.left=f.right+g.xSpacing,d.centerY=f.centerY,g.centerOnButton){var b=Math.abs(r.width-d.width),C=new s(0,0,this.width+b,0);this.addChild(C),C.moveToBack(),r.width0&&t.valueu.min)&&(t.value+=e,A.emit(e))},I=new s({children:[new n(f,{maxWidth:p,centerY:-10}),new l(m,{center:new c(21,-9),font:d,maxWidth:g})]}),E=new s({children:[new n(b,{maxWidth:p}),new l(m,{center:new c(22,9),font:d,maxWidth:g})]}),N=new o(r({content:I,baseColor:v.buttonBaseColor,listener:function(){y(C)}},h)),S=new 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e=s.width/8/a.bounds.width,i=r.scale(e,e);this.MEDIUM_PIGGY_BANK_SHAPE=a.transformed(i)};return e.register("piggyBankShapes",A)}),i("image!NUMBER_LINE_INTEGERS/piggy-bank-with-flowers.png",function(){var t=new Image;return 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",t}),i("image!NUMBER_LINE_INTEGERS/fish-air.png",function(){var 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r.register("MonthsComboBox",l)}),i("image!NUMBER_LINE_INTEGERS/world-temperatures-monthly-averaged-2018-01.jpg",function(){var t=new Image;return 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",t}),i("image!NUMBER_LINE_INTEGERS/world-temperatures-monthly-averaged-2018-02.jpg",function(){var 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",t}),i("image!NUMBER_LINE_INTEGERS/world-temperatures-monthly-averaged-2018-03.jpg",function(){var 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",t}),i("image!NUMBER_LINE_INTEGERS/world-temperatures-monthly-averaged-2018-04.jpg",function(){var 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NoZdRa3d/NXMZYsfN6vm/bRisymdOxr31V4eY+h17LvUbv8A0Oa28YdF73tux6acqj+cZX/PfaKVm49PUbeulmVde3quFS1rMqljBuotfa2p3U2udVi9Qxa31WOr+zY9X9I/msTNou9CQ5I1Z00v6KFvZJLO6b1YZFn2PKApz2NLtg3BlrGu9J2Ti+qG2em2z2XUv/TY1n+lx7cXLytFHfUdUv8A/9D0Hq3UH4dTKscNfmZJLMdr5LWwN1uTc1pa92PjM9z/AKHq2eji+pXZkVqlimrEqNdTnOL3F91rzNlth+nfe5u1rrHx+b+iqr/QUenRVXWs3Mz/AF+rZd4Mtqd9kp8m0n9Y/wC3Mz1mv/f+zY/7iCOpsN7seSLWtD4IIBaTt31v+g/a72P/AHFl81llKZhH5Yb/AN79J0sHKeiM5bz+XyPyu59pCo9WurvqpwLjGP1Cx2PkHxqFV2TdTP5v2lmP9n3t97GWP9L9N6SrsyZ7qt1qhvUOk5GIHit72TVYfzLG++mzd9KvbYP51nvYq8D6hemu/b+sy5OXIiaFu7VV01lLGtx6WsZDWNFbR7QPZtaR9Brfao5DsOqqy6oVYb6gLHZMbGsaw73vt9M17mtr3/T9n9hcozLym4dTjccS4WMxc/3B7K3BjrH3Vvv3so9fZW3Hsd+g/Tfzdn84s7qHVX1ehk1vvzsRlpsuOUCaS5p9Or0/ZVsspcX+i/0Ps3qehbf+k/SqaMZk0D/L/o+phlhhRNaf9H/B+b0/pO1mYH/Ohjc3qtt9GNayt+JjNNbrGtP6T1HssquxsKy79A9vp/bMyr9LRdm/pPs9et0+rpvTG3Dp2OMd2S5r73BznbnNGzfFjn7Xf1FlY3U8fNY2/Gtbc1zdwLXAuAd++1p9jv3lZbaUzJlyG4kmI/cZ8fJYwAfn/rOicx3qNYWuIdPvABaCNdr9d7d39TYsr6zZVJx24Oa4VdPy67RbYanXE3V+nbiU1Na9jG5Dv011Xrfov0H+j9Suy3U5xIAWBRlZbgMl7nWVP3UUsLG0v9Fp9X6Ne1u211f6Wj9F6/s9X9HRXW8Yt+L938+lIyYSfRHeX/NCDqT+s5uS0tr25WQKrPsIrsbWDvdRa17rW2Y32fGqbhWZGbtr9Tf6f/dWwdGbbletjZ1l3R2UGjDOOX3VMse3d7DSzEy6P1j9D9G31/Rx/wDQX22q3dlVX3tyHNNzwINjJa+t5c3btuLqn1W/v7H+pX/hEHKr34N1GIbmljmmusOs9MlorsfRdU6z0/0+39K/09/qWeup45BoDGv+4WT5KYupCXbvPydFmZ1wdTdlVmWXOZTd6G8Y+4tr9fK+y2M9Sq5r2emyzM/nKPtP6x+hpWg3rPVQ8NbVvqG5tmSGvDWvGgq2fn7HNe/J93qUV/8AaVYFmddXVRn9NdtD27HYVpmp7T/gXB2x3q49jf0H6T/S+l/OqvbmdQtwftFrd+O58vFT32elBNWVfj0vaP0b3er+mZZbfXW//hLkKBIJiP3avhNq+7EAjiq/UJkcUeD957fAwcmulj8Vvphw3WWvDbG2uf8AzuR6bBvd68/zlVv/AG7XVWxKzGc3JY/LbXUaTvacduwufHte69u21rdu9rqW/wA7/h/0f6Nc6360dYwa/wBXc282WS2h1Zse5zv0l/obH0e76d7/AFXen7/5aMfrZXZjVWdQsc87S9lzGy11dnuZ6ja/pX17Xt9Omv1NlXr+kmyiauBkSftWS5eUMhjkjCMR1iWL+q4fUsxuH1TGHTen3m+rN+0hpbc+h9OT6JeyxlGPZ6LPXsyXet7PUrpv/wAOr31R6m+/p78jKzPt97XDFbcAA30qQ37O9urnufl12fbb7Lv0/q3+j7PQrWLfa3qNl9T8dowupY7Wg5G33OqLi3KbitLrfV+z3M+zv9Sm706P1j0/1daoymVgBgaytogNADQGjgDbta3alPJUOECr6XxV/L/uF2LkzKRkflH04nby30ZdQY8uY5jhZTcwgWVWAQy+hztzfUZu2+/9FdVvx72WY9tlaudJ6i/MqfXkBrMzGcGZDGSGmRuqyaWuLn/Z8lnvr+n6T/WxvU9XHtXM/bHeKNg5/odWxLyYbc77Jf5tt/o/9qvN9Jlf7n2rJ/0idyuWQmIH5ZaeUuiuY5LhgZx/RFn+6//Rt41jn0V2O+laPVd/Wt/T2f8ATsRW2SNDIk/eNCq2KXCmpriJFTAWiNC0NY/+V9JGBgnQa68d/NYsvmN93p4D0Rragk9R3YpjY891FryS4bSNpjUc6Ay3+SpiT2TV2jXuxar3brGy+Nu8EtdAO9rd7C13tf72fy1Rx8XOwsj7JjV12U5L/wBBfbZDa3Btt7vUxWta3f7LHepjegx/6P1P0nqLVfWXscxwO14LTBLTBEe17Nr2f1mIORj2WZFNjQS5tb6q2gw51pNd1Q9adzPWbjvq/wCHf+r2ep66khL9E6gg6Hw+VgzgACYAjIEeodpHhlxf1XPbZlUX41uUKrHM3stNNfp2iRs1r3va/G3N/r/o67v9JWtajKruqbdU7fW8S12o8uHe5qBhjGLBWyHub7rC+sMc5wJD7HVlo9zbNzX/ALiE7EZiMuvrybaWAvtsNh9avc4+o5zqrJf9L8zGspss3/6RKVSNbS2Gmn+KiAMRekoEWdfVH/Ck6O+ovqse3c6h2+vUiHQWfm/yHrnBi5OK80Ofa9rSTXdse/c0nbo3GDvRtayz9Y3++z+erf8Ap1t1G11bHWN2WOa0vZztcR7mf2XKW1xQjIxsbshxgkSieE/y+YOHWbhQK3Pcy+vbbkVXbWAM3N/Of/O/S+my70q3/wA/6X82jvsy20FpLWMcQ4XQ86H6TGbm177a62+xv/gas5mI5+VjPbG97vRIImWkOubs/wBFZ6lDP0jP+u/zaPbdTuY25zqxS53r1MOoAHo+6PdbX+sUu/Q/v/8AGJ/EDRAu9SxyyShxAy+WhG+vi5l/T6acx2Ph2ttxsiwEVlu7Y0NYMkPuJa62vYyv9C79XZb+huo9P01qfmhoAgCIjSIjbH7qr4z6zbc614OVbfY1+6GuIa+1uPWxvt9voUersr/P9e1WYMeJj4Sf+kmzkSQD0/Ffy8IxjY/S/wCaP3Wjg491OTYLK5qbXWyi8O3bmNL/ANG6fdXZt9L1Nnss/nFm3Vzl3YTba6n2tDr2vG1pvDvUtyXel+lrstx3Y+Rj+jZ6L31+jfsu/m+h1iTz3VDqXT3XluTjkNy69mxztB7H+pU/dts9O6rdZst9O2v0rr6bqvTs/Rvx5PUb0uv8YLc2E+2BH1cJJI6yhL5otPq2RkW3VnpzjdmdPabtwbuDwdteRU9/8wz9Bufb7vU9T0qqP0nqLZJD2kN+g9ujgezh+aueyMHKjFY7FuFeLYPSZSabGivnbvYcRzXvs2epdk07P0P6f1FLF/UXuFeVdbRWW1OxxbWX1Hf6Vtuy5rcN7XXurxvTZ9D9Lb6m9ifLGDGIiRcb/H+tFhhmnCcpTganV/o/KP3Z/wAvQ9AHEQIMCBPKHkXllVjxIfS0XsPEmojIZt13fo31s3LPpyup1usfk0PsY1+x9TWw9okt+00bnH7TVa7/AADHfov8D6/6RXMxgONc4CX7LGMmQdzmuq2+7b7XuUXCYyGx10I7tgzjkxyoEaGxIcPpf//S1Mrp7sbqeZSYPp3WPrMCfTyHfa2hro/mf0nof18ZQdjkjkiCDoSOOxXTdf6e95Z1GhhssobsyK2CXPonfuYwe6y7Ff8Apqmf4Sp+VTX+mtrWZUyq6tttTm2Vu1a9hlpHEtcFk8zAwyE/oy9Q/wC6i7XKc0DiET80Bwn6fLJy2U+noCdo0DSZj+0fcisHl8lonEB7JfYgeAoOJse9FpsgiRwUQ49VzSx4lpiRqODua4ObDmuY5u9j2e9j1bZhQpHFI40+CFnoxyyxNi3nsn1/s7Hkh7qb8gPyCSbXena5rXWw3b/NOfTdf77bK/5ytPa92UG49dcBwputscduxjiMhlTa4c997/S9/wDNej/4GjWmsVZ2G1jrMizPfi+lW4Ncw5TftVV5c5tvo4/2eyzIfb6Vvvrt/Rq5h9K+y1emXCy1x332xG+xwHqP2/mM9vp01/4Kiuqr/BqaRrU73cfr6uJiw5AYxhegHr+35GsGFEazjThXhh+SmMPyUNtg5493Kza2MZTkuca249rS9wdthln6rY5z/wAz023+rv8A5CzssXOwWnbZY7KcBSy7lt1nqWb6qYr/AEWxr23X5H6Ov6dPq+p6a6W/p/q0WUuBLLWOrdt0MPBY6D/VcgM6S83C+578m5rSxllu2WtOrxW2mumtvqbff7FJCYA13DXmeKWhHCas/wDScJvTyc2Sxzm1H1K73ndJIeX8u3etfkW+rkez/tLj/wDF13WUPDQHkF3cgQJ8my5a4wCBJal9k8k2Uyd2aGSEL4eptzRQnOKT81pjF8lMY3cBNsp+8eLyTcW7qDG2Wt/V3OLmY8Ebg0ltf2ouP6Rvt9R2P6fpf6T1lYPTMSx1bHshrGekGt9rQyHD0y0fo3sp3epT6jP0dq16uh0srZVbZdkV1tDWse/a2B++3Gbj+o53/C+oqOPjdQbk39Lb6j20Q/8Aalk7ttm11WPUx1fpW5VVXs9f1Laq9nr3V+t+iU3ETfDKhH/B9LH94jVThxGWl/NKUv8AuUWMzJsxyHkNyKnPpc+JY59ZdV6u2foPc3e9m7f9OpS6b0qx+V07Dc7a9+UMnIFU7CGOdn5bPfvf9kfd+i93+mpR8jK6f0wfZWfp8mthe3CqINgY33PuybbXeni0e71LsvNtZ/pP0r1t/VPp2bXis6j1RoGddU2trQI21D3mwsLW+lfm2bb76v8ABM+zY/8AgFLy8JSnxVUAeL/vWHmOZiMZhfFkMeC+nq+Z/9P1BZGZ09+K9+RjMNuO4l92OwS9hOr78Vn+E/fvxP8Ar2L+n/V8rXSUE4RnHhkLDJGRibBouPRXVkVNvosbZU/Vj26tMaIwxSES/pv6Z2VhP+zZL9bBG6m08bsmiWbrdv8A2pqfVk/zf6S2mv0VB3UasYf5SrOFHNpJfj/H7W1rW1/+hbMVVJcnK/T6h/zmX7xKtVxR5J/RHgszP+un1fwc2vBdY+26z85oDKQC0WMc7OynY2FtfO39He/9J+i/nEYdaz2l3r9ItrAdA2347iRJ1LfVbt/l+7/txIcnlP6JWnmYjUyc/qPQM4dUb1LpnoP32025eJkusra91FduNVdRk0tu9Cz0bmMuZ9n2XehV/wALVbp043pM2ZdzLbhvsLobWfT3Fzf0TfzKGbavV/wn84quP1zq1lZOT07Gx7ZIbX9s9Qn9yz24wq9N3/Her/wa5r6tdXo6f1zIz+s5WKc7qL7W5WRaLMcU1VtY/GrxH9SrxbfS3/oH4jGW+oz7Pkfav1a2pSfcssh6xVD0+KwczEE8B83t6qXQ4ua3aXfoiwl0sIbte8Frdj9znbtvqM2fpN6KKGgcKhf9b/q3Q7IZZnVm3Fe2u6tm5zw9xLG1ta1v6T3tcyzZ7Kf8N6aq3/WHqNrBfh0VUYxn0n3n132idu+uvCt9KinT6duT62//ALS/o02PJZZSoR/FJ5kAXKTtei1MaWEQRI8D5Llrfrh1GrSxtYI7jFeQf/Z9u1U7/rzaZab7GF3+iorp2mNvtsyHdQ9n5/vr3/8ACbP0amHwrmT+iPtWffIdCT9C9oaQTMa8T8VBmJsttsLi5tm07HEkNLRs/RNJ2Vsf+dsZ/O/pFyFX1jsqZU+jrDKZtFmUy9xyfY0D9DUy5rX+plbf0v63i00fpH0U77f0Qcv65lx9mRffPepzamiTPtZj1tf/ANuXXf104fCM5JGnn0R98jQNSPg9v6A8Expb4LhKPrRc4DbVnh7Xbw8ZNhBMFnubkfaGObtd/Nen6P8AwSsj6wZbjZuGcx1dZsIrssfaxp+jYKBXdV7nt/Q/asb0d/8Awf0FL4PljvKI8yr78O0nsfs7fBV8ptdFFtt9jceljf54ke0u9u7a9uzdv/mmfpPVWf0rqPX8x7X1tZlYjmh7XEhj2v8A9FkZePV+z30f6SrDrzMmv8//AIPax+mfpm5edZ9qyma16baajxuxceX7bdv/AGptfbk/zn6Wql/oKv8AciJVKQrwZhzBIsW0MLo7Mmw5N2OMbEfYLxjbAyy+0Q5mZ1Jo93td+koxLf0n0Lsz9P8AquLupJK1GIiBGOwYySTZf//U9QSXy0kol79Sp28/3L5ZSSCn0363/wDKF/8A4nf+s/0n83+l/wDCLdr/AJtn/ik+i3+b+jx+Z/JXiqSsR2DXybvrud/7Xv8A0I4Uz/RXf8u/Q/wv8z/1z/gl4+kp/wBEebXO76pjfzbP+Vf5sf0T6PDf5r/uuqOZ/OO/5R5/w30v7S85SUsN1dXva/pH+lfLlDv5/wAP/bXDJKTquG72PfujU8/4b+yuISRK+Wz6Vi/SH/KH/W+fktfp3/KmP/Qvon/lz+lc/wDaBePJKtzHylbh+cP1M7n+9MvlpJZ7dfqVJfLSSSn/2QA4QklNBCEAAAAAAFUAAAABAQAAAA8AQQBkAG8AYgBlACAAUABoAG8AdABvAHMAaABvAHAAAAATAEEAZABvAGIAZQAgAFAAaABvAHQAbwBzAGgAbwBwACAAQwBTADYAAAABADhCSU0EBgAAAAAABwAEAQEAAQEA/+EMtWh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8APD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS4zLWMwMTEgNjYuMTQ1NjYxLCAyMDEyLzAyLzA2LTE0OjU2OjI3ICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RFdnQ9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZUV2ZW50IyIgeG1sbnM6ZGM9Imh0dHA6Ly9wdXJsLm9yZy9kYy9lbGVtZW50cy8xLjEvIiB4bWxuczpwaG90b3Nob3A9Imh0dHA6Ly9ucy5hZG9iZS5jb20vcGhvdG9zaG9wLzEuMC8iIHhtbG5zOnhtcD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLyIgeG1wTU06RG9jdW1lbnRJRD0iMTU3OTE5Nzc4QUQ2ODU2RUMxODYwQjE3RjhBNTA4RjkiIHhtcE1NOkluc3RhbmNlSUQ9InhtcC5paWQ6Qzg0Q0IwQ0M2QzJFRUExMThFNjlGRDAzQzUxOTk2QkUiIHhtcE1NOk9yaWdpbmFsRG9jdW1lbnRJRD0iMTU3OTE5Nzc4QUQ2ODU2RUMxODYwQjE3RjhBNTA4RjkiIGRjOmZvcm1hdD0iaW1hZ2UvanBlZyIgcGhvdG9zaG9wOkNvbG9yTW9kZT0iMyIgeG1wOkNyZWF0ZURhdGU9IjIwMTktMTEtMTVUMTI6Mzc6NTgtMDc6MDAiIHhtcDpNb2RpZnlEYXRlPSIyMDIwLTAxLTAzVDE0OjIxOjUxLTA3OjAwIiB4bXA6TWV0YWRhdGFEYXRlPSIyMDIwLTAxLTAzVDE0OjIxOjUxLTA3OjAwIj4gPHhtcE1NOkhpc3Rvcnk+IDxyZGY6U2VxPiA8cmRmOmxpIHN0RXZ0OmFjdGlvbj0ic2F2ZWQiIHN0RXZ0Omluc3RhbmNlSUQ9InhtcC5paWQ6Qzg0Q0IwQ0M2QzJFRUExMThFNjlGRDAzQzUxOTk2QkUiIHN0RXZ0OndoZW49IjIwMjAtMDEtMDNUMTQ6MjE6NTEtMDc6MDAiIHN0RXZ0OnNvZnR3YXJlQWdlbnQ9IkFkb2JlIFBob3Rvc2hvcCBDUzYgKFdpbmRvd3MpIiBzdEV2dDpjaGFuZ2VkPSIvIi8+IDwvcmRmOlNlcT4gPC94bXBNTTpIaXN0b3J5PiA8L3JkZjpEZXNjcmlwdGlvbj4gPC9yZGY6UkRGPiA8L3g6eG1wbWV0YT4gICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg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Zo3tMUZeZZQyGjM1kkMsbpJm8XEqKy+NWbjpR8ZWfiDWtLNk4iStYbJDfphkMIMdZ7g1mysl5+c/B+R9WPjCBTmxRNFivizca5zpwyS3YlY4fzq7BEfqAYFqSaQR1HORbXjQ2Qan3ZXJzi5Y+KrAxtsny4+kHCqW3hSAQGey6U8lWdiS0yOVhRKz85WVQrNmfARxsRCwKdTiXbSHNuzCXmy2dxtuL7NYxO+AsowsY3ysXCFSRFvz/NOaR8ZUURe7wZTXAF89acNoNfGW4UcrHtELm12zxljW5MU8lYnBH6JIaJthI577Urln6M/OplBGwhZ5fE1eFq8LUIWr8VxT672hri02bz5lWqPmUeuiayOvCZJW+WIlFZWVlZWVBZfEtbO95sW4oE61+Q2tADIY2yiOuYg0WQ1lhwLImSBjcmeQxl1hSzl7SPiGYsPla5CqwDmzMlsl3OIrxxKvHG4yhwcZGvX47lQmdDLbrMlCZOfx/gklQbB7C1zXN+vAAu3DK7KysrKysrPy2Q1GPcXEfACwv5GGVzHSw/8AsgjijIc4ta2Kuy/byTs5SOSLln6WRucW1bDDs1Rgka5pk5zwRtZNBla+F4kbYryGSZkkbmOaYS1kexa0vdCzJrPC4oN+1YNaHyFyc5r0+EtGEGpsIDZrJeMJpOTCXTVrYbYk1znTXHsYsrKz8VLZhd9iPpa3K2N3kcrKysrKysrKyqDAXySF7sLCwgFhYUTwxzDLMTVhgF2yJnlzijk/H81hYXA4LcfOsyJbErmupBz23pZmybCURKFwkbKOboaUcAe6tGfLXcnXGPL4hitxeH2W54qrFHI6zFI10tkBob8NkcxCw5eVoUkrnHCra8yNbSMY2FyRj45Cx00pfEXZWVyWVlZWuu8C4YP0bG14mfpap2H45FwwigPt8FYytaHRwyOL3fW15aZLRe0/FKyIXOosmUmI2/8A22XMiItXm+PX3hGH4IbSgc6fXRxtZDFxklcHQWYeb58lsfIPtRFR2GBklQuXjKMYRjIJyuRWUB96lwudNbZFJYh8qr698oDSJZY+DsLCx8YRC11ryMPzkNE8xlfhH4x9QVecxPdXbYUlU5fBxACKaxzk+JzVHFHGye0+T4AH6UvHlUiZxBksOn4uc0YTZWtYKrJAyq1jXVeTY6EwJjLYZG5TQHB8bo3B2U2PmxtYuLyA2eVwVqPDua5ZR+AEEHEGSEWIob7mtNpghm2Msid9zhYWFhYWFFIY3Bwc342cwAwsLH6LHgHVOBi2MPF0UvERxecutMjX90dxqW3vfPUfI0gj6z9EIaXwVqzi2McXvc5ALCcD4uCc97hjMbHEGUNdHkksn+8hErf7dISxxjdYJYmRNIldyML+KMIeDr8BjWcrEYYQUPjWSPaSclzOEOEAi3H04WFq5chMH3tyl8vwASXNI/RpWBDJM6N7nZaaDi1qwqtKRxke9rrtfl+oyEMZNM5znlqLC1O/nCOTRXOHsLU0EsEblT5YsMHxVsGJ0RjjMk54/wBwdmONjg5rmrki/CrsfJHbhEILA+NlSQh8LmmGlJI2LhErQhZK5zj8k/XWl8cjx95n8I/lri0xWWyR/VhcU1mVWeGPvV3l2veCo9c8uM5ayKxIVSnlLGMa5k2scC+pI36j8h3E3JncwFIftHJhGNgD5C5R4LY3loc4NZ5HISuClAc4gtLWEhrQw2SI4lBYdGbcpki/mq8PkM10phFiOABoIdI9jyx9+dxf/JT13tj+gtwPpKgk5xbN+I/qwsLCx8Y+iKw+MmWBxa1rk97cXK7GJkrmhsjgWvIVCY+R7cO+qCVnihj5usf/ACOZG0uIcPCAH/cD7n/6Gk/aYhoymnJaA433yNPgfIJLojBPzVAeyFvJ1yXiVWk4PZMyVgbISAC2SMscVLF5IZGFh+SzEX1ax3KPau/q/gQ4hV5HWG3on5jqPdJWrQhkscMyg14BkeXH5x84TSQZbHlj/wDrcyJwEDA0WJSF+S9PyYGNc4yxc3ivIU8Ma1jiXCyHRBsTzO8Qv+Y5ODnV8zXgfMq0gazVnEs84MjaIiZZl8kgaSYXCN2ziBZ8OaQS4kfOEfjVPw/ZH/3fwQJCh2uBauudBFY/pki4CjKWyvhFgTU5Ix9GFj4q2PE9obivVkL6sTsWaxKjjaE2bkHTEiBznNlDmln9cYJCi5gxcWp7iT8h2BDedG3YSNLVXe1r4o3xuuQNnbJYkcAtdGQ6Ku5ks07HxLLeJz8D+Z/mcYwomByfx5a04mvnM3zG3mP0crPzlZTWlxvARMaMl9Zwimm4OlYHCGdrHTxeN/1ZUNh8ZdalJkkc817D4zJmxFHXAbJLxD53uUEznPjlBTZg4lr5H2JW4+gHCCA+ddIHsZEx4tMbFIaIKNsh1qCd8kEbo22q3hdn6sojK8WYqX2mu/8AzNYXH+AhsxtjytU3MkL3MDIculcRIsKi+Jjrk8GZdcVLA+P6cfQyQtLS6SsYW4leHFUog5B8eIqz+dycZ/Shm8brZ4qzB+SyxA6VtSsWOr8i1/CaR33Joxr8NryYXNc2oHOkjcxyCyFE8BU//m2Lf/d5Bn+fy52f19c8AyvJdzMIz9/oJKhtcRaia136Fad0T7PjY9sDysYUJIGVrz/6h8NOC45PxwJH017Bjc2Bj4m6+VhsvnY2veayGWRzpWusPNm00Ry1RG6tNIB4K0TvI226WB8Z+aDCZto3EgOEfoIx8RGMt/QPzkq0PKxj2SIVw0vHF2fklVoDK+1K17vnJwsrKyiVeOWmdxM1dxPN0TDAJGUYnheJwABP05OPqa7gmXpWobV4QvseLOzDVA2xI1lOXNa9JK+e89svnrubO1zDWvGRGHlKfsVqyfJs2AtY9vKbx5+cprHEEY/TPxRmDXS1HMNj7IWMqeMseFlFMfxrfUQQEVCzm+/Lykb9zYlPKF8ssbOLma4EzQPl5V2CP6D+m1pJbSiYrFnwitK416WWNvNDvjJWSBWh8r7MXjkytW0qZodHhvIDP0RTBoEhaeYIw0N+o/VXuOYthEMtYXHi7xIrKkHGv9RJ+a0gZJbcWSRGN7hLDKZJXExNc9SWhiJ5bXrEsiT43N+nKys/RlRwvemSfitllL3KKZ0brV8yiFhlrlZTmYLA+N97/wCWq5gkDgWt+6D3RPysoH78ln5Ls/GPt+m4BzhJEHNaYlNGAGtLi2jGxWpxI/8ASmPOCEhrGMLnOMb3wEvarJIguf0CGYsL3l31ZWfjKyqrWNZNemeifprS+OS9CGvygcGTZ84iSmgvc4YAW1h4vysrPzlZ+MrJWVlZWBhH6pPsx/3VV4Be1jIdeSBlZWVlZWVlZWVn5rMMsMQEcRsOKqsAk2E5c9Q3JIw5xccrKysrKz9GfjKkkH4mFhAfB+MKd5bX+M/Gqh5SE/FmHyx/cfGVlZ+crKz+lj4sHlXIUMfJ87WyOvubFH9WfqqyGOS4zjLGf6rE5iGVlZWf1SMVQCU2hJgU4yvxpOWFhVq3NWbHlf8AGUMqrB4ovgFbSrxd8D9fCH2JQGIiFG4tdNLEGySF7vqx9GEEDgv2IcjspME5/RwsLCwsLCx8PvRvB2Uie5ziDgusRyRD+VesXq1a8h+YajX1dXULnE5+jiHCzWdE/CwsfoYWFhYWFhYWFhQlz4i1fjNhjnsGRELCwsLCwsLCx84WFj5wsLCwsLHzhYWFhYWFhYWFj4x8V53xu8eDPakkWFhYVbWSOTHhj3H6rFcTMniYxuFhYWFhYWFhYWFhYWFhYWFhYWpdmOxCWv2Mp4rCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLHxhYWPmJ/F9vYeQYWFBSdIGMr1xPbkmdXriFv12qoma9hacfOP1cLVSYddZwfsMAYWEQgFxQauK4risLisLC4riuK4riv/GPgkk4TI+TrNbxOIRauKwsLCwsfRhYWFj4LSmX5GM/qkdUqCEE/o2qrZhJE5hwsLCwsLCwsLCwsLCwsLCwmOLXRSx2G7CkZFA7wOnka94Cwo4i8yQuYeK4rCwsLCwuK4rCwsfGFj4wsLiOOEQsLCwsLCwsLCwuKwiE+Nzfh0pLI4y81arYQT+nLC2UT1XRnC4rC4riuK4otWFhYWFhYWFhfdM2EzVJK564rigEAnEuQYSnR4Iai3CwsfXhYWFxXFcVhYWPjCx8YWFxXFBq4otWE4krioKz5DBAyEH7/AKpw4T0cLguC4FcCuBXFYWEQsIhYXFYXFYWEAq9TyCWnxayPDjEHFlcJtYYNMFPgAUsaLVhYXHK4LjhYWFhNZlCu8r8VybUK/DRrIwFeBxXgcvEUYyFxQbleMoROQruKFR6NVy/GcjXIXhKr0C5DDR+u1xCMLHJtNqFUIVmo1WqSgCn0iF+IV+IV+IUapRrFeErwlCAr8dyMBUVYlzGADx8i6q0oVQE2IBcFhStT48p0KNcplIlNpYX4gTqYRpBNohMotCjqfYRkItXEItyhAShUK/EcvxHY/EOTUKGvyo6JX4TwnNLUHNQAKdGvGE5jQncQi7P8G2TCbICgMrHwQEYgvCEYl4gvCF4AvAF4WrwowhNGAz+bm8SsIj4KcMkRoVyU2o4oUXI0XBfhPX4TkymmUgCIAvGApHNCfyeWVMqOqABAhAhAjXC/GCFYLwgLiAi0FGIKWOMB/DLXFOmT5M/wwKZMQmTApsZcnxOaPJlD7lkLSPx2IVmI1WI1AhVAIjXjClkALJHE/wBJcWtTwGovTjhD7psLSo4WhMaEAE0BcQVwC8YQiXjRYnRI18oVgmwYQiQaAshcgvIEZUZEXp0oClusCmtuchEU6QBOlJWT/E5TJS1MvuAdMXgxvKia5ruWVgr+pf1IAoA/Dm5BrtX4rU6oU6B8i/DKFXKFRiFdoQjQYgxBvxlclzQevIFzC5hcwua5rmUXFElfdHKOUQVYhe4eTgnWynSlyJ/jT8Ror7/P3X3X3X3X3X3X3X3X3X3X3X3X3+Puvuvuvuvuvuvuvv8AT919191919191919191Kj/A//9oACAEDAAEFAP1iVnKDHFCJeFeFeFeFeILxBeELxhcGotasNQDVwai1q+y+yAauAXiC8QXhC8IXiC8IXhC8YXjC8YXhC8QXiC8YXhC8IXhXhXhXhXhCMKLCFlA/xZKAJTYUGAfOfhzwEZQjKU6VGQrK/meJCysovReg4ppyjgJseUAgnNOCXBf1INcVhOjJXhJQYGnyALBJcPsWFci1CYryhA5+S4LkFkIsBToUQQgf4clAEpsYC5ALyBB4KyFyC5BOeieS4rB+MLicNOCCCOATiMuCKCDcJjeSazCaQUGrCMYK4NC8jVgFcU77LOS1jUXHPlyvuUymCG0wpqjgBSlaDWmC/HlAcAE7AQ+yEi8gWQU5jSsEIHP8JnJwAQ9oULTIfwihSJUlQNP4Ll+A5OpgJ9VwBjc1Fj0WOCLML7lObhD7hrsLP2Iy56LEyJGLCYWtTSHJrAg1cVZlLSKr3BkDXNc1rQZeK5uchWkIFR+XVXAyDDoa7iQzA4OTGleMLiFxU9ZrwxjSnxBGFjl+I1Po/Y0vs2mAn0yAcj+BJwmxlydAAGN+8dF5IfFCG2gUbHJNiATs5ZkhzGAkAlzBh4wpHlxewofZEIuKjjQaj9i0EplcANaApYA8MrOCjrBqa8Fwwp7P9UNcl9mQuVSuMCIFzdb/AFNiAXFOb9msGPGMtGEEW5XHCC4rCKkja5eFSQ4RchJlPcMG01V7DXiaJi4uCB/WJUdfKIBT4wQf6HC1I8CjlCi0J5Mbo35awglBqIwCCReyE1wTjgBuXSxkhwIUf3GE6IOUUIagEAgEAsKW2Q6m0Fs8Bjkp2OUspEk7QXPowBqwuK4rCaMLCCCb8cUVlPcjIEXrmE8Bc3uJY9NiIQY4tjYCsDEsGFn9QlRtaE6bCHNy/FLk2u0JrQEPiYlxqtHBsgBaFjC45XFOYCrdRuGN5ptYMXFSsyGFzSEGrig1BqAQCuTGNsg/qheYTYs8gzWzcatSbh+O+ECqA2rMJG4WEQnD7tle9wgcgZlDJyOFnIMxCZI16eP6uAUhDG+UKSMkCGVhdK5rg7KILS54c8sdknAcwPAP6X3KjrjAhaFxCAWFhYWFhX4yFSe7iSctlcvI5NkcEbQCFpjnSNDhDTbGp5mxqS08udI/ABa5qj+6DFwXBBqwpIGSLYQsaq9WSZfiGu6ef+hsro1JZEhzXLn02OD3Pic5n2rVxKDQKhp8C6PCIwnRCQPrSBfkSBxrvLI6gCbDIA18pU3MKNrSHQOjQkCvRNkZG9zSiz+v4DQpIA4fcH6ySoK/EBiDUGINXFcVhYWF4xYeCI2OJCjTWripYWuUtVrhDL/RM+Rwc1oL3vkdBXK/DALYyTHXCDFwXFcVhOcGj8iBw1pIF2wxzXxx8K8zuUcxV57BC6tZibDDJHLFYjerAdJLp+YibLJgTxORiBQDWq7I5zoGVwwwujdG0SFsBaGwgqZ7vJFTDXFila1qdIBFLWJhFjiyGMuXArgVxQapq/IfyP0uOFTpkDxrxoRrxrxrguC4LCtOdiGoGJsRJdCCoW8g2NGNPiypq3Jj4ooQLUsxq03MayqAvxwnVwoq/FCNBiOM/YohELYgcKtYPbbaxpoxQmPW1zMJWuidH/QJbssyZ+VKM2YkYHAxyFWHPjMetk4nGdlYlhjZKHKvq5XubrIstjAFmOIqOtC8fjOTIgxNYXOt7URumvCU0qTXsfBya2HjJ4UIV4V4V4V4lbqZAOfp11Xyu8a4IsXBeNcFxWEQiFeaoK/3ewA2Yy9RswMLCcsErbNbJYirNjbxC4rCwuKwsKSIODaXjJWFbqmVsexkhEIMjuNsAOmBp65xm2utMhjBBNuxGKd6SeWavM5/4QCmqWTHFTla110NH47XGWFxkq7p0Yfu48S35ZHR2WOaODTWsnDTkwt4naaxsbYqUksdeXwizejiPIGOEc2eJeNGNCNeNGNbGmY3fLWF7oKwiYQuK4LisfBRRRCngEjamyfUH5sb2wSBx44+JJWMTJWSKaeWaSrQigRCfyzhEIBYWPgoohRB/Gy9xeyBsLaVVzG+McZ6bnSPsSwONt80rbZjdLtIHNZKH2KcpardYuVedpLXZU0QbPZpxxNo1eQn1LgYi3HhCLMJjcpv2ULHcYipGhwDzWnm1jXubRe6evqIo0GYHFcV414141wU9cSMfGY3/GkrkriuK4rCIWEQiEQsLCkYSNiC2XW3eUM8HkbPYFNsdCWwjoWF+y1sUUdPYRwvaQQsLHyfgo/E5cGTWLIDHYfWrxtXH7AIMH5PFRVY4yW//cPga5tfnHOwAB9HLW1TVkO6rNbYh/IiqxMmZZnMboIPGzYagTF1GWJCQkmg8RQscTHN9mL/AM7yJjgyLAa/yWeK4oYK4rCwsLCwt7VwU4qhB4oSPhxDQ1wcFhEIhYRasINV2oZY4IpGxQ2csvjy/BcAtjtIIxDHFIzV3eAx9JR+glBzpHUtexjKsEjVXnbIHK2THIdg0GOZkgncGziaNbpkWdVZd8bfWflxWILE4ZREb/7K3i+3Ox0dlkh5BOcCthJDBPrbBsukBjn/ACow+KWN7bWyhgfK2Wda/wDIlrtha04WEAAiPquweWJqpxeSbCwsJ8bXiei+GUrCwsLCwuCDE4hqswOkipTN4Wy9T7qLg2q1889KIHa04GyzSuZLW3sfGHYQSI/JR+D8Ss5DSUY3wgKp9nWK4kMdmaRQwNiFsf1SVGuIY+ScVok+pE4VS+NtewyVsltrHSWDOyq99uwFbqNnGthEFoq9dEDaupZiVhoz2syva5sDJmMlh01NgiP3VK7G6f6GSAu+q9D4p9BFymx8YWFhYRCwsLiuK4oNQ+LNSOYfgWWGxJLEYw7lrLckofAx6fCx6MbSNxWb4Y3cmFEIorCIVmB/lmcWM1buMEVid7YiYl/cC50Uga/mEHeWXKqPMjgU9/Fskzo3aZsBeL8MSj1jpi0AfAK2WYpHy8Y9XAXoq/F5Ypa0tWV764Bc6OSGZsjAq9gQWoZ2St+ROTP9OF2CLEvXGf8AqWPpwsLCwsLH0ZWU5ocL1dlR2osx8Z9jEyK7dteSvYs1za3Di2GMNbhEIhYWFhYTowW1q5rTxyGFkt1jnXbD3qowObHWhUUrG25pmsbUtCFj78TS6zM5Un4kfT4WfyJ2CpG6ywfz+LEPlbXtcK2oc01Vfhe+bfsJrU6bmwP2rp5KFcwwvcGi1E6dnX7RbLn4a8OAjaDn6AT8dhjzDoxit/AZWUQCLOg5PqUGRW54fJPFdDjtmtkhhtuqurbKGY/Tj42FPzxv5crmwhEd+yxypXuBmuOyWua5sLQ6wwNdXlY9t5nF7A4PmrxgWGvcmRhrR8ubk2dVHK/RxvY5XonyRWJ4p49ZcdTfBShY5bywCy1dZNXq1JI7BP3DX8wAAnZAbnDS4nIzPK5ijLi3dtzW1QxW+ZneJ2P0MrKJWVlclyT5WtbVkdPMMMay2x0tWt5GwyFhs1ZHsqTiaL5x85VipHMGUIGiKBkYuVIp2xtbUsS2XPdDX5ubUjaLcLWNe0h76QA5xxR067y8H75Wfh7SRj6N3DwlkmkjOtlksQDcOaG0gW665UiguWWTvoXvyY1n6cfAnPn2YzW1X/40srWD6D+mVZqSulBwNxKRHHG2Rsk3FleMOiwsLZwWJGaytbDa+6bitbjm+nH0SsD2yFsNtlk8oIyxpWznLHTwyKO6xkGurO+c/OVn6LcAmjoAE0Ln4MlG0yu+9cbJHeLfJGX14Y8tDNvYQ2j40y2x7X7ItZBOyVvxxOLETnDZ/wD4+kfmqYSW/LG4R+M/oH4KK2kZK1r28DGLBaAAEUPgNGLNIPOvnfIz6crKJVyu2aOl5XsN2MBrgRfjb5HfdXGHzfDhkRjDVlGVoflZWVlZV6kJmyWpYrL9xWkZSjpyvu6t8lmCFjIHR1Im1Ne981Wcvbb48jcvWGNhk17K1yOYZ+MrcyBtbr8nKBzcpucfIcD8WGzB/wA5WVlZRKyiUSnjIqzGtNIHxn81zhDMHt5fDjgF2BctCKPX13RxrKysDOVlZWVlUTweI42qvdaxshEz/O6N+wsMIbYYXEgEfRgZQKz85UjWyGXVQPT9BGjqJYzS0Lnq3JShe/Ywcb2shgjqaqJ9dlW4x1SSOVtzUiIi0WwNcCF2AN8PX5SHSRv4VTNx+CsJ8rGua8OHzn4ysolErKJRWxr82w7F4Wvn5h0PE1bBkY0p7045a1nO5lZRKysrK5grKyppuDKcREZdgQwjjKyON8hc1+yePBZhgDbtl0ruSysrKJWVlZWVlZWfjKc8ND9tM8wVhYdbiZ+Xs8SHWPcxZQACIBN+2IIqNjzRZW/kaqbyyUyO4PeWglZWVYr8k+JrgWODsv5/J+D8H4KKKsU2SCtIWltgcWSDy5OX/ZF2TV/qs/BPwfjAHzdjL4qo8kc3Ng8c0bWNaGl7WtrUMG6A6y7/AN9jOEyZj/jKysrK5LKysrKBUtuOMTj818bWxtL1NGyRtWi2uRYEVkOBWUyfkJXxzR6xx8F7yGGVha8nBIbPHzXNF2RnCDllAoNAWVyGc/JRR+CiiiU9QNkc0vEqrWsmSdoAtyyGjX8MeUSsrP0lH+UJ4Sy5LnygCMPa2UBj8pp/9+raHKeJsrWMa1ErKysrKysrKygVfme50dSOM8wi9GQoPK5KxGJGa2wXx5RwVFquEo+ydJwby5OK1FjMeUCiVyXJclyXIrkshZWUSiTyJRKyiUSiU8qT7vg+zZxkNkc6S0eTmkAFyyi5ZXJZWVlZRKJVo+OWR3N4jAUshLdXWDY8qejHK5jQ0ZRcuS5LKLllclyWVyQKc0i2565ovJQQKL1lUWh02VyXJclt7PGMD4qzeKQSArmua5rmua5rmuS5LmuS5rki5FyyuSJRKd90BiYPwpJMNje5jdewySc1yXJclyXJcllZXJZRKtRh7Kz8sl+7aNTyHOEXrmuS5LkuS5IuXJc1yXJc1yQcpHg2OYX5TSjNIELLMB+VyU8xVWLxMysrKLgrU/lk+CFrbORlclyXJclyXJclyXJc1yXJckXIuXJckSCCVMcuDsh/3bEx5MDQxocsrK5IuXJclyXJclyXJE5TNdhN18eQcIuRK5LkuSLlyXJFy5LkuS5LkuSBX4TgRr400BoccjwvY8PClnyqtcRjK5IlSWnNsbC1hoGPoDi017AkbyXJclyXJclyXJclzQcuSLlyXJclyXJEqdoD2SDAeZHxwhiY5Fy5Lkua5LksrK5LkuS5LKDkXLki9c15Aua5LkuS5LKysrKyuSyg5clyWVlTxh4yCIK7GLK5IuU19rUQXNA+qKUxuhmc45WVlZXJclyXJclyXJByLlyXJZXJZV0f1xOGKY+/L7hyyiVyXNc1zXNeQLmua5oPXNeReVc0ZEXrmUJEHoyISLmua5Lkua5LkuSyuSysoFSNLm16fAlyyprYYXSyyqKBkYllMh+uGYxlsocMrksrKyuS5LkuSyuS5LkuS5LKyrjftE7IrOKLk168iMiMiL0XrmuS5LkuS5LkuS5Lkua/85+AuSc7Cjl5Lkg5ZWVyXJckHLkgVyXJZXJclyQeMvrtc7IYJpjIf0Y5SwsmDgXLmua5rkua5LksrKBXJcllZWU5oIewsNebin/1iNpARKc/CD8rKysrKysrksrKysrKysrKysrKz98rK5LksrKygVyXJclyQcuabICsoNAL5Q0SSF5/TDi1MlBXJZXJclyQeuSDlyWVlZWVlZWUcFOgaU0BqL0XIlErICL0Hrmg5ZWfjKysrP0ZWVlFy5LKysrKysrKysrkuSJQcuSaQFzUkwCc4uOP1SMJsq8i5rmuaDwua5LKygVlZWVlZWVlEp8mEJEXryIyIyLyFCQpjkCsrK5LkuS5LKyi9GULyoyryoSISLyBeQLmg9c1zXkC8oRmC84XmC8oQlQkTpVjP8ARlHIRkIXkXkK8pTZkJl5V5l5l5l5V5QvIF5QvKvIi9EpzsLyryLllZWUCg5NeuaMoXmXlXkXkK8pRkUlloJkYU37o5CDUZGBGzGvyo0brF+TGvMxG2wJ1tgX5bEwtcix6LyEyQFCVNcSWNQH8G9gKfCQisoOQK5Lmsr7rJRcUEfgZQUv8mP8AI0rkuXwEAv5J1pgRuMX5oX5oX5rUbrU685PtvcMn4aCouMYfcOXyucsFCMoQko1ivxyvxinQYXDHyxzymCTjJG1Mr5TGAfw2E+IFSViE6TCZIHEQ4RAAfZkC/LkRtyJtyQIXHI2yQXoSFQwFwlgYAObWBz1E4vIjUQ5E/wBKNhzVJM5yJz8BALghGhCvAnQlFhQaQg0lNgJTa6DAEXBGQBecI2AEbGUZMouymV5HKGsGp04y2FxTIgEB/EkJ0Ycn0G5bAGESsCne17SAPj7L7LIWVlNdhNsvCFyTLb32ZYZGhfRt4JtyJ07nIu+jKyUHlNlQnC/IC/IavyGr8hfkI2CjMSi8rJ+crKrytYXQ+RMpNy2MNQH8afiVf+f/AOGi/gv/2gAIAQEAAQUA/Wkkjii3XvnolS47Z+/Oyh3ph+wb/wAB6iv+A9RX/AepL/gPUl/wHqS/4D1Jf8B6kv8A9f8AqYFz1n6ipR39N+32g8O/bc5a/Wft5vyz+uPTld+x616E10T7P7cAyxb9BVnaqp+3nZyD0v66LR6B6iR/wHqS/wCA9RX/AAHqK/4B1Jf8C6iv+A9RQ/b91Qiz6J6TUhZ6I6U+b/gPUUPQHUiB6B6kT/8Ar91Rf8B6iv8AgPUV/wAB6iv+BdRX/Auor/gXUV/wLqKb6ckosZe9/wDWlqPfXRrF2GWKaH+Jyuwdm691zXn213HtYb6bs76TT6XT6Sl84W/7V1nr0Ow/cz6qqT3/AN0Wzn23ev3L7GrX2f7lPZNyW32fcX7VKprXWr3r/vvXNfR3/Ze8bPon7b/Vp1tf0Z6hrsPp71Uauv0mj10O/wCu6Dsmv/cX1/1N1h/rD9tnUdx1rUarX6fVOkXbz2V/We5ezf3AaOcbj9x9fc6XS+5NrX5NJ7j6Rm7Ftdr+2P8AvMes/b/0Tqljb+7fVWrsbfp2+3Xet5qKO61Ha/QG8i7BtfY3uXoOx0P7rN211X356gsw6/Za3ZVMhZVzsXXqU9zuPVKdV08LZttqdVuKTvTLtHKPaneOqHrnaOudl1+f4bZ7TWaqgz3Fv++7DRenuv1tjsdtqtZD/wBb9Yf3Ordo22ljghG9NlhdP3v9wN+bZbjb9h9h7zddB3mvmo9NuM0cjnWJb/W9nq9oOjdn/wAX9Qdi670TuGp3fX+x6yD1r66gNvtfWfWH7hoZ4LVcoZK94e8tj0+91PqPY/ePZtJq6um0+r7Fotu9zwnPGZfFI2rZl01KP2h67ltxWWyReRWLbK9aTZQewO+dV9O+ptXB3T2j2ql3vffuRd2TVbDuvdu5R6f1P6zqa/TazrPX2d/k3Q691PpXuf1zrIu0e9aL9X2T9xTq/bpfWPb2d00/r/U3Okber0q1T9+9B/Nm9resYZdZtdbtIN/6c6/e2I9ld26KdTuNVuNd/B9+92df63tOxdydT9oye1PTvXaHT/aXdvYG/qelvVTZLvS/Wc9Pf+ufUdaxS9W77S0nen+z7SxP+2/p729l9Wdi1ul2Xr3vPUdTc0f7q5Ktz1p7U6zsJfUMtbqDb0Pc5e8+pe6dY0HQ9tH2L1P6x7/qfVvbNfcgv0tlpZPaPufW6+DXavsnsv171q5/07v/AGa/2v0rr47fUu4ehui6DrXb+u9n11LXanWsMuE6Ze+vavaOubCv+3zsm0q9d9UdL7R06KfQ9PUPvLb9fjv+9PaO7htetvbW6raz9v8A2Or2XZekezUd37Q2+oo911PVu0X4oPBBGJ6xbYkaWi1OB5HZEjwLFbVbJlvW68161yVXB+SyDrnTa8XYPUWrmZZ9Nuv6zr/7faMFXWem9v0y10v29S2uz/gNhsaGto3O6dy9lP7B+3bpj+s9UbrdJs9J6I72+0P8R6VqdJuetb1u+v3atzRaaDUQw8HMsujZOyxdkZHK9jGWHuc2zFFHu/Z3sPsvaPY/orv4r9O3vbfXXbLXWYHDvXtHvtnrHpH0tpNZoDKeXr+jpulfuG9xd+3rR070l0TQasuIb7R9e1O9df0Hp/u2lr+vvXmq6WNb3jWbLtP5UTpPYPuu9Q7B0/1ruaPsX2l2TtXa63pzpVSjVq6ilY2Nf9teuG0qwVKp8oCinIdJNKXyMgfLI/JecIScF5spxcjJIFklMLia1ieBC99q98SFkTg19cNNeJ7nXvePritN629m67v0fs/0t0xtL1j7i9ldV1Ws2mt2uv8A1e899650rTxdU7N7Av7t/U947uPUNXu+q7+Ch1Hu2u9ue1u5w1v2zVbFiv8At46XTu7ztPdPWnZdWZ7OqsskijwQpXvCYcvbIGu/cDub1al0ftHSt9qexdi1HW9N13rN7d+6f3A6HsfY/XndemeytP6361vBvesl67b696X24euvUfWehPcQnvCc4JzwueT3H3zu6e+9J1qUnV+8dX3HWvZHq32Bd3Hft5NQ7B7i1tJ2z7J6Z6hDp6XPAEuEJAg8KR3JFwTsFSZT/wCQJa7mMMdlHiq8BwyrIhC4n8ZwMD5C7V2vYndtvY9ee545PX/qXcazT1+n7LtHV/VPrv1z2bSPbyFnpfZOjbLofsDr3ddT+n7Q9r6bo1LrV3pVLf8AZ/bWk1Dobnursrrn7fdtv2671L661sVOjRoViUSF37a7DsO79fR0avr+arI6J78IvBRkLXCYte1zXu7r0/QWX1tzsPZPXejdP670/X+ZpHsuJl3ofqHeeyOmdvf9i5+EZAnyJ8gy54CdJ9/cPfdp1DrfZ4bsm76T2S90C/7O9gM2MNT017Alp9E6l7ArdXrdP2PU6VToeri0vTu8Ue0avy5JlwGzDMUn/rr9l7Lt9vPouxGOXa+xQ7XdggvSBzOWMSR6+KQMc0Cu4fjGw4P33Zaek1ru7iojZ/Jpazrvu/11bk/cBu9F3CF8U0XZOpdi69vf8s0m497TdN9g1Ox7C7DSpS0dT3d/rP2rqu6Qfo+yfY3+Ms1fp3r0+v1/rj19rSHFiL0XBF+EXhF+U5xC/cPob9O56p7p2K30Bna9v4X9i2mP8i2QUvY9m8RdypwP1G70W0MsEc0HSfWvVOnWe4ey+u9PO698+zNj2Hf949oU+n9M2kvQPYMqnLmB9lOsZHnyjNlF5XZep9c7LB7p6z1zVQ9Q6P2rtoq9Jl6Js+3dgMPWm7i51w7Ptuv7Hauv9S3L+z69rbMV3fdh0lm5sJ2VuuUa+/p1uuRMdp9BBqNjBaLw17HrsHXtftIK+q2VBWe/7q7HVrdkqS6noVWr1+ev3Iyz7Pt0cHZtt2alS0mypXdJXo7XTSw9900cPsnr1DvnQ/UnsztnT7+Qtz0aMfuAwF/5EELTv/TfW7Fn1t7Gl7E76/ZXsGn0vSdB6fd1EhlCMwRmCMqMiMoRkRkCfJ9r2qg9pdr1mno1GsZG91rBdPMAvL96myswrfUYNxrtR2SszrXY+xd83FOSpp6+4dsO9+wOwekPW2uqVavoL1ZDsJrbWNs7JxL7H2/IyhMhJlcsrZbKhradvv8A6t3NX1EJI3ew+wdZn1to9ZGl6z2bs267J17s0tYe1+w6C71q31T2RoKev0O90XZK9mvci3kGw2/ZPV8uyraCDf74VK/btDM5t6ViksSPd2uLZzywae/plTj32pl1Xda1iSXZeZS35ArvY7tna6Hq1bVWGWlLEJ2a7stWl697r6/t3PT3X/3A0NL699WVd9uXeZmPM3PkCMgC790+feN9Z+xK/c9V9PZuyafrOh6ZT2+93gt4Rthfko2AUbCM68y8pXJe29veq9Y1baGm0c1yOOKHYPjGylbXfNeYULZxWvFj99Tl3evtnqfVq8Pdu+90ter+sz9M622/BXY3aEmPaua+5tDYa62cOtEr+4wC1HZjkDJE13292Nr2OndXg12y1PsF+l1mx9dafpNzrfrDT2t47f1L+nuaazJrq++9g9t7fNr9f7Q3UMfXvaFFVvWu81FOtv5Gydrde181LreyZA+5E5dp2natFr+i7DqFynR1usG5k7pug2a06R50lfdK51BlCYajZ2H6vT6yipbEMFftHs2tqrc3sXXdgt+pPX/Ttlo99Qp7vTaDRU9P3iKyyGI3yU2/hC+0I3+RNwLu2t3Os2/Uu06btXXfnGV3Hct9h+wRacSJyV5kbGF+SvyUJsoSFNemuXvyiZ+qz7JtPX1bs8kGnnZUVyz5JzICebWqEZPkjgXtOxU3veNXXrazXCZyEiD8IS4RnOPKg8q1UqXq+q6fBp9hG77NcvY3UrPadPX9hb7q0+pfPutlFP7WlVXYdqZb6p682Q7X7N9d297NSfNBasew+/a+jo/bnZt7sp+19xrX9BS1V3U7zqvdJ9PS0Ff8e5fdQsarofsWpWv9Z7Q98VejDPX9bbPyUesabXw29Rfgsu/PsxbfSwtlngDGbSUSwd06bV1+o03SOx9l631bfz9Wb2n2hoeuX5Jqc/UtP2CLZ6x14JtxMtYRtYLbhTbpB6zuWeu/YXz7r7td6x1HrGkp9d0TZihMUZivMUJEHFMd9muTXfZpXbut0ezdesbfddJn1Pb4W04e0R3pJZpHtr83Ce5SpCjtNfaZstt2Lf7jr/UdDo0x2FNPdbMJEJV5CuS5ZQKYo01xWlduRre67bdSbWR3WelaXQ37lPWXLIsudq7drc/5nv8ARW9h3TYbLbVu7y0Lm19l9IsVxt6tvuVa3LA037mpvU9nqOy6yaB9dO3kGr3r/ZIrwVZ7g3nqTbdfir+tt9sZOv8A58rTHZEynlDHTESjYW6jrF+PLZKkE8Gm303TO3dg9aay7tYul7ifuXXvWPU9RHUdJHEJgF5wEbQ4/mDBtIWMrf6mj2DSekO6XuwdW+Oy7iftXtTzIS/byuXkQkTZPu16ZImPBQemvW1guW6fvKOWDvfqfb/mQ7PUC7avbwdXiq9P3G8Q9S6t+y7n0vr2q0vXu46XT7KORkkfJArkgUCh90AmBMCbjG+n2sOn7F2z2nr6Wy3Ns7OLW6+opbb2vFkOVSxHH2OPYuJhq6mpM2w5nY7LY7NbVWtjW3ssEUMN7SsMelZZ0WyZ7Q0ELZK1Ta6/q0QuG5uNkH6qvJSr7HY2Ltih7Vt6uZnvyF9nc967XPV6r3S1ttfa1rfLa5Ob/wD19ta7WXKkTnQVquwZse7+VGXCguxWI/MhKuZQkQk+4lOdZuv8T9oH7H2B2mPqnSOkaqTVdUDgueFNZhghq261qAPQdlNcUxyD8JkiEv2Mwx7E67a7P1fr1fsWl10dWjsV7HpU725ACOGO7d3zrlGLXUtPsNX0TtJpRgoOQOUCUE1DCamoFNGTsezT7HfafV67Xa2vFdjeL0VxuuERh3EzYdg7fRizSu1rld80UW9k2lFh7W3XGbR270ReAG9j0Ue4p7Y9g28Wq0evkvf811/h2N/ea+xVnobBf29zjFr5GjsF7S6PsXTN/a7CqFu3puxbDv3XopavYtffi33fuuaS7t593vz1KTt2z61UqVKz3PKLiU0gDkUCgUCFlB2F2/Uf3rq/q7tn+W+vv3JXvydY5+SHLKt1Ktyttuq7PRdn5DIdhNemyYQkQlCMwxJaAF3aRV29rpz7TSeuu0aKPV+09LFFDsfZuk/Ab1+lb7DtOsaFju+de6zDt7969T3mk9sal8Gs7n1nZEfZBBN/kE3CBTQVYrx2qfU9NQbrpbZeKjMTWtebEkV7azqtroK0VsOgu7KCjdsQ17drcWKOuD/7Zr5DrPyKuuMbJ6s1yCKd7pL8HTKVjb71/wBzvOv09vD1LTw6ntbw5i7Jt2aSjo+hUeN5lrpW77JLZvyRP1mn0V+Cjs9N650GuZpSS89e7HqJ+yZR+AoL0Etxpygfsh8Ndh37cb34bvZNz+6+88rKyg5ByDsISIPKEuCJl506ckSSZXNyLit117U7mE0vYVSrZvW6zKVC4Jul9g3W0NvW66461rqFxk1WrMz2JpKg6zTsfkU2lNKaU0oOXLB7DpN7/lG+3B1uo0bSzQVZd7agrQz1S7YzPnowsitujEbC3+4bKtWJk08Utyeas3L4S2Ow+3r6/r/UaC/XbtdDq7Gu6NJtXhjGMIQbldqM2o2u/mkqa7purltNYPt2nXf3PQ3tJuuubu3b682rM6zX2GsvwbGgzHLWbZmn7nrthR2VRYQTNi9/Z8AfQCg5dBu/2n3rUsDYewclAoH4ysrK5ELmVzK5lElYPwQuK4qWvDNH2DXUOkbL13uNYKW07lpaej7P2rvUmz1ex7r1mTfeybctHV0oKdRpQeE168hXkKD15eIuhlmvpetjr/ZW0xqddsNnr3W+w2btmfrWlr2Yp+maSGSBtKHulw06FTWbdms057B1yNmubvNjd7LQhj65/i1+t2Jz+26+roKVnsOpcj/ILZa8bKrH2eSLpPQ31HdRau0ay7c7B7VgfL1Dr/XrEHXH+w7G623VtRPp+uyzw14t7Utbmh6n3diLcLH2rWa1mGOpWisIfDi4NYXli29l2u7d67kFjRIYWPrz8ZCyiUP5fGE+ON7d96bZPc6j0HWV/YG46nJFd1WxOzu+wNLDb6rS3dzpl3Rd267u7Q+xBz8D7LJWUTldw65Jv9Pas7Gax2vtfX4dZ3Hcat1nrHaIaxu39rckudeFS1T69Si2XY9dTrWdU6hdqOsR6Xstk1pKW/samzV20GwuKGCGvA4lAINUtcyS7zoek22w9aUNjUtj7LstC9f02022i3et6d2C71W/rusaCndIwvZuzbLR3fZtftOr6br2313bMDMUWwGxYxjGqUSmKETCGGW26ds0bpdpet01RdddT9ludF1P1ewM6BlZQK2Nh2rtnIP3+oNXArxoRrxleIptdxBhOLlitTreshPu9lfshy1nbdXJ2jR6h+zo6q9NTf2HrW92Or6/uYd1pMlZKyUCV91xK4lbvrmo3det1Hq9WvrdZrtZB2Prml3lPVGr03uO47FduXddpYNhdpde0VV3Y9DqaWr2uimjD9Xao1Y59DqdJ1nS7EWy0IhYAWVaifK0nKc4lE/HsihJS3NjbbXVTdQtbHfdcZ7BsRQxdLjk1PT+wdF1nXd/ttVvr3VOznsuswsfJK5L+kHkm7iUdp9jM8nQ/Wjg7oN+/WoVgQQECQvsED9/pA+AUPgYz2DqfYrnaI4j4/c8jqvXe7UtJs91sd1PX1Goghl665yM5x7Eo9q2ur6Noe+/j6b2dV8el7Fpd1EgcIEZDguaLgUcFYCv66tfqXH0tD7MZtbYt6ihNSptyD33fT6xraPaItv2ftOkGq6L1y5FEV/NOCIKIWFhFYCwFvNTFtdT0xkcz+sdg/wfa9T7Lq9Df7j2uvuNR2ca5mzpnadZ0NZ0tevH7B7KJT3XZ61lbea2/Qsdys1NfrdlQ2lL48NgM2tO3NH7Dc0dG9axGv1J2smfC37BZVaAxlvxhYWFxWEAvv8AA+GqMr2trpZmVdPBR1T6EHaJRG1kbh924yfug5weAxjt31MbDY9R2uxu1QvuhlfYkArBXFyAK7PoKu90fU/8l2Whs9i0VWsHNezbQxT2o3COT2vXD+3O/wDqcp4zLBWhfBVwFxKfeos2HBFv3LVhYC7L1uPcVLvYt3q+32/YvVL9LrVT1/tdn2Toex2Hc9RrNVU6rLB661lXqfU9u/tGr7pa32s7n1rq88g7B7Q7FrI9XtPXtHSdg0+7gwiFgr2dOxnTNBWFDezQiRsLZGxLHxBNFNEttD2OPZABAIBAIN+/EriUI01ibGmN+8cUbx0Wq2lZ2mt7FppJ+yWrtOqfyqPic1Ow1QsL3Mr+SXs2/g63q+paa/rtcGIMQjX4kBsCMoRfbxIRYXjwfXVaSvs63VtZWboOwaeGmNbp+x7n/I7vXey+yd1p5o27jXSX3SRAlqIWFheFhfwRaUWrj9z8S14b8l31/wBRtmf0/pCZfXW91k/WPVFi6OwXPW2n2dnunV3U+0+vutaPSdd9daK101nXPZVe9o7mp2lbtPrmLUzt388HWIpGSxLuerq7DYdyrWNV7tu0tmdbpD2DwcSsFAYQGBPsaFe1BNBO0D7YQCDU1oQagwIMTWJjE1gUbSD3rW7QR9b2PSe76/V658F+TqTa7tDsodvpbEPEQVSWwN43NpQbb9sgZQYE1pQYgwIMUUsEkwjCES3dyLWaT1bqf7d1i4Qyn1PTxO12/wBf03rHZbz9jrN57eZFV6P2TW9VFfsuxm3DBhw4lcAuJXAriixFmUY14yvGuJWEQppoa0Uvd+134us9Qg7Rb7jp9XD7K7vDX2mx9fybGiS0pteJhfVgkf23es0Oj6ptf7x10x8h1ulFe9yfuZ1dur2FwvOoWXzQsMeD4yuC2vXpbBn1lSzG+jejtN/uh2QBTQgEAmj7NTQgE0JoTAowV2ToNPZWvTO/tdgr751XT1JZ6DO1cW4rnmo4Wxs1znX/AGUGJrfs1pQaEAg0pkUbXAJrV27TWt11TpFRm361u4O1abXt03sHrNPrei1gq7q3odUNT1CeS5sqdS97M7vRrXu3kEmjsdfedxQYVwQYuC8SMCMC8SMSMX32280Wpjs6Z/sfYafTU9brhWLXbvrus3NDpXq+j13Ydlsw9X9ktYx7fEql5s0N4aXf6j12Hu6f2+ptput/tS6par9o999cl3vqo6/W9q66YRnwBS1PLGK4AMBRhXiOYKNaB3Bc4vMGoNQamhNGEB9wmhMCjCiGXdFnva7r3a+t96c+1PV7G7TbKS5NYbBrq0/snf7eTp3XZtHpAwprCgwoNQaUAsJoTcqPId1mD+1+0ewQz399ftVNbUFbuOo6/wBqgoa606MA9LrRT+xemSP3Ow3ehqbmlU1lKovGvGhGhEhEvEF4kYl4U6H7dudvNhvOvesen6dpq8UyuUyqAJIWg+Jue5dbPYOseuN/Z2ek8Slrxyxar0+NZ2gV42qzLDqNV+3vRT6r1c5rHDp+tPXdsYUYV4ivFleEFGDC8CMIRgX47efiXjKDEH3PzmtQYgwJjSmtTQQoRl/q0udtdkGyz910dvY0NTZ3+79i+66FaaV8P3EIQiQjQjQjK8ZXAoMXBNCaCF2rZVus+wNpJY3vcdd0ChE72LdFjo3qzrVSv17gt70Drm7v0tfVpVPFheNeL7CMrxrxIRIRFCFeJeAJ8WD17TWP+4siaF4AUyFgTwAHR5DIRyLGkaijUu+3fGvEV4gvGu70pd5PDDDBEveerk0uwa2N7PCUIV4UYUYV4AvAEYF4crwFGFCALwhCJCNBhTY0GYQGBD9neqnf2v2W6Dmuw3Bq+v8AWJ9n1zrfr6Pddp7R4V4QvChCvChAhEjEhGc+MoNIQYu3aWDddV9W7GLddG20NCTT6/V1+2XmxAIQZBgGGxFCFCFeELw4TYV4l4MoRYXiXhXiCfEuvtZZ9yzBsUdn3J08T2PZvaaUbO69UOjdXLT4V3zvFbrdfqHVouu6PxIRleJGNob6R1rt/uvi/QpbCj0+K51be+NeJeJeJeJeJeILxLwhGFGAIw/fwLwleEIRIQoRKxTisQQQNYzqph2PsB0fF+80tbcafSdd9iP2VDUUtVr/ABELwlCJCIYEK8K8K8KEK8KEJK8RT67Hso+qdjrqo9Q9YfPFTZFE2uAmxLwoRfYQIQYXhXhQiXhQhC8K8S8RXiKLf6tT647lpCfS/U5GUqFalVlreSLSdP7l1zvpgfy733OLquv6d01+mHjKES8a7F3fc6j3T3CWz2fY6vWUNVrfn2z0C12jUdN7TU7RpuC4FcF41414l4l4l4V4ijEvEvEvGhEhGvEvEgwgst0dF7GuwmJWPZO17t3fqPSKugmni/qbEUISmw/fwFeFeNeJeJeHC8K8OE6L7FhT4XZbD9zA4EVznwFxFZ6/HcvCQhEhGhEvEhEhF9/GvGEY14vsYl40Il41413HqWl7FrXdisW9d1j151LRSCL7eJCP7dx939U1ZvULW46r6K9VjonWfoK9m9O2mj3XVt92DebcMK4oMC8aEa8a8a4LxoRLxIxYXjQjXjXjXiRjX7k9bJT7h1DvLd70n0h16o/amMhjoihHxXAIRBCuV+Mc/juQr5AqlfjLwOXgJTq4KFQhOpuJ/D4gVvsKYLWVWNArMCdWCfVJLKrynVSD4SEIPt4fv4UYCvGV40YyixeNcAuC4rsepl2vX/X/AKfn0dpsa8a7Z7I1ek2e4te3/Y1/r3rLpPROv+suq7PtO8H19r6re6Dt9fcobKh4141wQYg1BgXBeNBi8aMS8SEa8a8YQjRjX7m+smbQelNrD2X1v6Q8lrYMjJT6+V+K5NqOQqJsGB4QhCEIQhEjEjEvEjCF4V4QjEvCENVGNnwT4mPZSoVqNTxhbzZw6fSes+/x970XiCMaMS8a8YKMQXhCdEUYgjGc+NGMheMk+HKES8YCa+F8mw9KdO23aGw6Hr2l6xorvtPb/of+eydV3HQL/X91pexacRIQr8deAhCIrwrxFeMoMQYuC8a4FcQuK4hbbU6/bazb6T2J6X7D6J9w6zrlfuutk9j6nonXdr17rAGVwXY99q+u6Pq3Zuv9p0/jXjQjXALguCMS8a8eEY0WLgFxXBcVxXFYITb+7d2PgnMCLFwXjXBcQnMRYF4148rxfYwhGEk6zaanaw8FrOr0db2Dd7nUaHVafq249n3Gtaxv6P8A57Z663mj2vSe9aLt1YRrxrxBCJeEIwLxIxLxLgUWFcSuC4LjhcSpIY5I9z+331bs39e6f1nr0Yh+4iTY0IyFrNJqtYyQCOLW3K2yoCJeIosXFYRauKLSuJXFYXFcVwXjQiKEWEWLiuOVwC4otK4rivGvEF40I0YsoxHNbW0qUPhXc+7aHqFHrXrre9l2v8z+nhd99W0OyXOt+zLlPb/jr8deFeJOhRhRiRjC8YRiXjXBcF4140Il4Qmx4PtD3TQ6Pb9fe5Xds7xu9S7ZajS66TW6kuABkK8zkJCUDlFqLVwXjK8aMS4FcCvGhEuLAsRrLAubVyasNI4NQiBXiCMSMJXgcvx3L8deBoXhjQijK8Ua8DCjWBXaPZdmTcdF9W09DsP1+zdW6/2jT+H2N6uPWO6dc7VqfNlGfCFgJtjKbIwjLF/QVxjK4xrgxeMLxBeJqDG54MK9k9zr9M6ptJ9r2DtHqnpvQ+va0WgF52lc0XBcsppQcg5AovwQ95Rc8LyOVztXW6W47R3jqPVIdx+4jVR06PZveHZh1r2Z7g1UJ950a0XTO36juPXux+4Og6C9d9v91vK13r3VPEe2+/i5+u9w3rLu0+9LkfUvZvvXXUR7Q9tXGf8ASPcs8UfbPdrp977t9jdWVf3t6onh13Y9fsa3ce0dg1GjF8uW/wC36Lrepa/2L7PXVepdd6pp/wCC7V6f117bR+zN11ixDchsVhLlMeCGyYTZCUORVq5VpxWfdfq+pt6Htz1lfdV750m23217ysdIt9d/djYs3Yv3M9JkuyfuK9RwUvY82qm7B6dvXouyMu3PSnfHSZTJnAtmJXIlRgkydn69Fvd1+4DedhmuUf3GOtMoe631I9buzXl6vDuY2dd7RUZS03dH3rXr71y86TUdG69dtd4sB532wty6iDZOPbNj3v2ftIvW2kq66htNH12tc7zKrHdHPNju9iNsPfZ2v/6VPGJPZl96b2+/Yd/cbM6pbGWI1uxXWCS5opH2dx0fX9n9S3PbEyl9kbDsFnrHp6jX233P8LZrV7Ve96YfqbE/sjsPV1ru+dY2Fa53jrlLWy/ux7OYansj2jtb9D1j6o2lcenfXLWt9X+uq0t31h6zvPHrbq8tLR+rujaHdSdiJM01C2fYXtuh17Y9a94+1ew7KbZ9I7F2dvddVEuxd903WtHH751dDZex/ZWv6R1in7X7H2aV/rDrnZ9jqdbo+tUdndtvFiWVqsz2E+/MwnbS4O9sMU3ZJsO7A8mtvY+Wv7JEwxd3ZCLPsOy4bLujHutdkfIZblidCC2SKFiQDRWXKLrVl5h62WCLUPYq2ktvU296fp5ez9u2+xZ0vonQtZoKHsixvm1PTd3e2KdOpSq/xBALezehOg7aztvX/uHr0PaN92Mvl673K9F65p7PrPYYKTQ1zAU6vQRr6vjZbrwJmxgtdMDFKZI7Xrr19eU3pD1zOzb/ALcsO33rrtvcXP8ARUTU71loLNWP1x62gGl13X+vSWtvaebF6ZxmuHEs0riYuSfro3iTRgqfr0uZet23I9XvBDrOzTesbBDrFopvVyFH1uFpi00DFHroAoqcLTHBAoY6YUEdEqI0om980F3sOs6X7Cv9YVbU+9e0x9f9A9Ho3GMZGz+MP8vY3/8AmL3+JflD/E1/rXM/40v9az/rWP8AWl/rS/1pD/Gl/rSP+NL/AFpf60v9az/rSP8AjSP+NI/40j/jWf8AWl/rSP8AjSH+NL/Wkf8AGs/60v8AWkf8aX+tL/Wl/rS/1pD/ABpf61n/AFpf60v9ax/rSi/xfOr/AMR/J9W4/wAY/gP/2gAIAQICBj8A7bCVY0mGaYACd07p3TundO6d07pu/wAJgs3RMVE3f4Td/hNgmAWbs2fwndO6d07p3TundO6YU/und/dO6d07p3TundO6d07p3TumIExymVU19txOMootExNerlFeirNM2zuh75RQF6LQZUCcs29OEqTlhVaSp6Bduyq4yuENour0UKgzBQJRVEqBCtM8qJiolQpUTKbfNNkoRTpwE2dGXCUbNMDQ+01bbOUTAVlaTHqBmz+GVIt8s3gYFrQ9Ap3y2uMFhmItM3jATi0p01OyUAxMqZiOnCC0Stsp0AfTMorbMxMuc2Y5YCpzcUNBXDNzzeNJiSZXUZlAlGuAHFNrLKAtKL+bp/d5ZRxaYVuSglVo48M2GYiU3hMMD7LU7JXTyzYT5oHtu8xmBtHhm8ZUnKPqEzIGH2pl01ExVWEHqDZxLwygaUocO+E1GWbptMw3a8XDCAKcvig9Lad5YO5hKGAnbCTMBM5+GW6YLeaVKmUYUmJJ6S7y1F/bwwA1CeLiuhqqajKfI8oFbTb7HxQMcPqaGl8pbVvFLXTL4Zn3N5c0v0mtfk3rpj1qg0m3owM3mgvF48W9CQq0gtVVMzjCXKaj2KgzPyzPih4YGVvS0aTAepTi3YTQtX4ZmBEubBfvTw9y9c+qaHllgqogxqo4pltKD4oWVs1YVXdHQtMZcd1IbTavRXbKm/yXZYMKKsDmlH6PU1DklNPc3YjucznIv809Ibqn3oupu6i5f+RZgub7MxPsWMBptgqahoEVRKAi72C3T+OeoJcBdAHBXDy/DL2OAG60oihRKEKYrMKQgfT1mPGBllX7++UG2VUUvyN7szGglBmZoR9HRlMAOAHWDM2B4VlmAGngvlg0brG3Z+WO/PK8W+t/D5Z6hC30G94oBRQKVV15fN7GoZb2ZbjjKHTy/agZAVYcURXNRbxSq09Nt2VG2W6nxSo2dpUzKrDT+9MSEHigqW1fCNyZEExaYmvSNMGpUXfHGr9PXCYOrc8bUpguVZj0DG3xQ6ibV3uwIatAKwUWweKF0/U09/ywarMq8VvhlKk1hVwz0+u2Fhelu94lmIyclOGU4ebqqzE5xdbKWZftStzeW3NKjMvN04THpoJlKseirflsIW02vPQNPU9x/wALRlfG3clGTMOJZb9MtcVT9t2VGzsrm3ZVTaomLHsCDv8A4YaMFm+v8Zvr/Gb6/wAZvr/GZCHlSDKiAHZMvdKsbvFAEWtBdm4YQuSn1W9gbDbWNxN4jww0C+o3D/NLN12y+H/LLWBb++2EtaxHFo/ywspvNLbfNzSvdDXMG2hobQUtF3MsxlumLAP/ACzdW790C0AC9OExX4ZUH1Dw6fFMVsK8sqBk5WlLcPNK3fZlyhvy83mlTVcZnwbmmX8wHiX8XLLWGDZYWBtZehl+vqCuZZcuK9hU7soNwdlT52pm/wCNeWVbFj1sMfDzQhMf23Z+cf8A21/FAVt0dL4b/DCGNQ2aCzLhvc0oT2FFFTKhWiMf1GXPMVOZd7diqxC6fxe5fMBRLs1m8kKaeVkzZvme9+GUYYQowVQu60ZNIrXl3ZQikQYfmfMbN6bRV2NxGWg0Yc27MQeisLk7MttPteWVJxguNGH1fDK1uXm6Q5ag8MtpReHn+LopWgO9EArTLmbwxgd12htK0+7PSQbN7q47hlRunr2Lujsrju6YvhY8Rr160ulqDbywHVJOpySoFomPWr3dQnwmUUkGmbNL3LMu6q88oTaG4VMVSLtNhuwsjd2/+F4B3NxLCwJ2WzIDqnx/pypDaRHJFQM3/I1v2p6ZVrdTMzcr86xtN/zPS3W8MwUUO9dxS/Trhwngl5y28LbjN5pg2UZvL/NCq567zfy9OU0mNGEwUA/ZgqcB0VY2Fv0/HLmW9q7tcqeeWqeEfFA3LPU06B3Xr2NuHrWjffs2FK1Qwk9gz0lzbewqIbxVjxdJJFVYcMGoLs/DxQLX0UXh39VpUnUaFqMzaNN6AadFZ96WPu83LCG3G75aj1ZvqlxZsKQnMbYNVDhdu+KepmRjvIvFDRVt5ZehtXxcEIIqPvy5hswtWF03fo5OnCY9RVYXH5bRrBcD+rdx+SUpVbL9N/wNLl2XRdNFyLvPCvKevY28vULHYIWPf93sww2wOMlyylVw+uVqCOnAEzMCIHfMzbifzTE4dBr2Rs3fFG1XFypw+KFq20HuoiyoNcJWMWFdPU+O7ln5W9yPC2qG222rK6b1XleVqqn98t1Dn1XzS1DgvBLG+n3leUPQU71MoNsCKRRfvwNU5s3lly5kPF16jbPUr+Ym/wCL/FAh4T9nknqKKrMDZ+7sAw7oGGxukaf05m7SpF0pW6h+CXjdc/amy6sXu4XlukPffNKBQp5oEcgq29EtG7cvwynZi7d74bSWFp3uGWqPy99rvmvw+7KHL4V6R5uihOAmPc8Dcsrp7z/me9xW9FWAYiEnHTb4tHU/llFxHNMRXhaWilDCxNqiV7u7ywipS7jXh92VO9zaf/1wGpzeHdhSlw/1PxcsqpuQ9Qn5ajNCfrgqTVzu9kdM+YdLH3emglCKdiGIh09o1My+DUhB2iM/KPtN0VgbdX70LuuFMlu770Gppi5W5e0Gn3mmpq//AFw0OWBWHCM0x6KNu83LK1W3mlCIafSs2GFaYrnTzcvvQOo395eR+ipxUwlasJetuoF3r1zJK2p/dC6HzLMRSvSF7q8UPj/ZpRd5N5ebxQEi1eZpSkqBBpYFtQ/mcvlhBX+O7MTs7IN9fQzfV1Kg0MYapxG63F2NIGOwGHUGZGzXRtMnLqCC6gX98ZyKIcmmkClrVhLfmIISldO7l3pkzV+KYjsQfomXYyq3Qp8MocRAa5W4Z9UYH6JQ5hyyq1zn7s2mA1MtO5q5kfleEHaJXulBmdhltg0xvNv9GGIbhiNsxKzCUOVBvtKaZKoBLSfzdPc8U9Rq4G3zSjZ9JhVfBF0xglt3/JCoOUSsDt73VB+nrq31QLzH2DKf5ZcyUbwHK89TSFT/AKVdyDTZGawRShyvKAmYEyoMo2YMLYR1zfblyrAuysKstq7qvCCTh9UCpViISTsgtqyr0bMXmEC94xboAhRiv+3jutEOy7etlXPpr+3DAunwil8r0tpnvzJ54Ae8w6SC1VPxdAYi4LGRVoFF6eafu5t2WvumljcWm7/ghU7R0ZNrKv2ZQ4HqXeLrsvKYo+q74vYsMIdJj4kaLQZbYEIthYZwIDplUPilQ11N7mhr2APesrpi9u9eWWMoVyv0wBCCW3mXhhYNdbvrTe+KLbly7vLNsq23elBKriD97imyXqdzK3/JKnbAVYKV5piz6pqI+moBWvUDDeEVk3dXP/NGr9P2ejUrtYQD6odLUFqNuvKll8TeCFhslBti6VeH7Uvpmr00ModnXI8MP1Aex1G2ZxjAdhc2NLSWWVqGFZUS9bV1BvruypGHh7Cp2EZoCmZfltyP/uQGjUjM+RW+mF0Yag4oC5txyxmYXKTbZKKLV8M9MglG+xKNDpgZhn83Rk74WAw097x6sqe/qES0bK70GIJrl8nQC27BqBbkgdTmp8X+WWtsHR6hyjhu5ml+psX7UZq5SuVeLoHNMeisqIMek27sH1xupblW3NdzewUG2LpbSM93mlBKbXV+GALapoLrY1SEVjesABuDhUt/FCp7j2FVNJUs0qxrMnFKsKOptulXIOm/3lihMoOabfhywKcy/hjBQEputy2/zQEgFuaFVyIm9/mg003F+23N2Vlc6bsAGR9J77eX/NCSLiTdC7bu9YsUMMC25ypGBqwEvK4k2rdKH6Luxu77osaUEp7AUZbjzdB5rTZM5qnL/qQNpldu5Goe/pufbwwBhfXl5ZXTIZT9eaZh2NRLdPbdng06q2bglRs3ehq/RbCu5d3wKOL7vNPT09zi8bdmGi66Y2/cgdDjywFMWGTU92FnU/li/wA0Fa8/+GBlatny6cUJcZcLbpVlA8s/KYP4WytAGy/W0KqwZuHl8stbA9OMo2Kxf3w/XK09jZRQO65P5Yai2kUj9Teu5eSV61rC9OWAruut3YhgZauW7it54QBu9Dgb1vRqV4Vy9NZWnTUDAdb6RTdn5ZKAtd5ZvW1+veljnKcsFeA2tC+ldmlKt4vLAQfUBy2y5cFKXZuFpTUDNpPMxNRCu6R+nKMOopgP0r2BDYHm7Uao8up54A+DDilHO3lhHVtGHNMu4otXqU6yMNlv3YKndhZcwY8MBpa1x3hLlFr8vA0ZTl9RYW7tkw6tOuCpoZtu80xVWgpark8e7LdPE83DCV3Whw3IEbMrQg7i5WSFq57e8QNbZywjUGUcu7CoIlOg/RbFb98BIyyqV6pIGCyh7Uoxyan35Roo8P8A6yjC4fa+OEdTLtZ7W6+I6Qv0mFRu6eRZSFRRaMd2FDu88tBagy+9AT3V92FUzhjPSoGdgfW8HLKdtQYmBHb81vsQaWk2HNzRySXPLyR371X70Gqpw1PvJ00gUGkK9DOYa4ylcJt6gDC5VmBhrmZt2cV3a2tn0+JWgI3f2aUG2EMQwH17r9RF5iX7JWPCYQVU8XutKMtvklCuY/X+29KbtvDySt1qemPWf9uKFNMWJ9t/NHIwNyx3O1/y1/F0YinaYCsxAOq32VhZjVj0VU0MApbzSxd9Gvt8Ph6QBmulxBW1oSNhzQF92AjZwykYbdqZuwp21p3fTR/4TZaWqt3JDcLkYbVgZdxvvS0Cpn5z2nkTNKjd3V7NGO8renC1Knd+KsoNsCtUtus+7NUtst+7u9GmF4q/HE0uQfaeVFJia9m2o4uC5VXxzbaOVd3rBpcv6bZujCUIzne/mm2AAbTAB3dAccf3u2rXHsKn/T0+ggmgIlK3FsyzUI5N6Y9o2mu+GvWMHGDG34YQB/PbAGEKA0ReHotXZw+GVOJ7VQBx9gi13rm6tx2J0leLhlPZVI8P2OgL9JhG5qbtvB5V/bNBorvb2p2oYRlr33fFBQXGY/qt/wCJfYV7quf+3RVrdMeM5vhlq6guhWmKb3Tc2Gmu834Zd3cHhTqheLi6nqLuvveb2OvQFP8ApFvtdAP0RdYLUt9fHCx2t21Si380wCp4lEr3+wgstWQW2/LmAQe7Kk1gMa042Y9BLZUXeaUGGmu6v4m6hamcGXsMq/e6pVt0y0+yK3fayfD0E6i3NUW4wCgVV3VX+xsvfCtqelS6/lhBOX7PUDMMp+K2BE28q7mmvO8p1rTvcLSmI1V3/wDD7GV+v70tGNd2JpkglBm/scNttMKqLFbe6bibE5m/DLmGPi35amUftvSnG2+3YeMSh2+xFDsaAD3YoYfm8dvsdOmp6AJSob93sQRcAs5nM8bdl9Dy1sD7CGG0THegZN6fmJddzSqi0dNBKN7HWubl7fEdAU8O7AFFTK7z9pRtsodn0+xbazMa9XGYf2Dj0UHxSg28TdtRsRKriPY67BDQd+9K0lR1MOzwmzox6mybJs6uwzZNk2TZNk2SrYCUXZ7DiO12dQAwAbJj2WPVxmybKTETZ0bJsmybOjZNkrbMFmwTEdXZ7Nj7Vs6mPV2TCtJj2mNJUH+6Y+1YyoladNevslKSgpKM3Tj0bZt9o21Mosq0w9swlNspQTZKkGbJsmybOrs6MJjhNsxM2TAez0BwmIWYTH+wOP3Z8yfMnzJ8yfNnzJ8yfMnzJ8yfMnzJ8yfMnzJ8yfNnzJ8yfNnzZ82fNnzZ82fNnzZ82fNnzZ82fNnzZ82fN/hPmz5s+bPmzj9/2L//2gAIAQMCBj8A7fDstvsW2bZt6m3+yMexw7fDr7eivRt7PD+w6Dq1mPbY9XHooJjMe+V6MorKibJWkxymYGVoZj7ThMegivRslO+UBmJmBmHTSbejbMethKmbZh1KCVJndWDFvwzbcJQTu6MJhvS1hl5pQdGPVoR04TDCbZiZVZQ+xfVMNspS5pibR0YUmU4ypOMwMxmMoOmglewxmHRTL/dK98K9Fq7ZmOJjKuxf80vPFCu1WmJyzAdrjNsqOjHpMJJMrTD2CplspWVWWiVJrMCRCBATNnVH0dTDsyAMZd3tL6VWZzXllO7Zl/FLKm2sJqe2w6lYaGk2zGEiUO0SkqO2xmGMwyzMZs6hamH8sEp1rtkCjv6dkx7DDvhxvgVt192FFBPDK0pKqVSv1XShta6YHNzTxdQQhRuzexlKKfFWUOVuXo2zEYTKYR0VImIpMJhmlGHRVYCO+VHRUSh7KgmM2dgOWYCsxE3T/Cbp/hN0/wAJnBSUBlDMJjtlAKTEwVx7CjCsHCvhEG2wS7eVd7mlVP8AlgtJoeHUiqwsFd7y8soZlyleWKCQ17W+KEiXObz9zwzeakLVxPTj8UqjE+aYizxQFTcp5v8ADbMTmhzTdlrFc/2YADdMu7yzHIRLlgH09APUqJQ9hQTHssdxZRVosqepjCwFtIC+EppD3mhBrqakwFLYa9FB16nAShIjhdxWyQUIytnjMtzOObL7yrMaX0y37jf4oHfMrfY938UNpzVyz1FZnZxn4ouprhrV4t/4plIM1Kg00vlJk9bxR32pvIld3wwOVBQ8m8swYdFDAgW2p3/8ssBHiuh9Miw8NfimIzftm8UxMwh01WtKS4mr/Z6NlaRq0rjlgI2iYy49ah69zbeyCLvahtlo4Z4ZVtkr00loNsuc/FD6QFnNKNt69O+YdIH0sJiKyxBY1LnatqrAQLivE62/DGYG3UU7380C6i1Fdzhzcem0Y0zJzZfL5oFp4veWC4jSHhlKrrL44XtVfAs9QOK6eW1t6z9t2Jq6f5Xrby8P7NKs+YDJZupCmsFF2643X/xQaYIPi+bb4p9LSr1QfRKmtf3zYsxtlQceZXlC7U/6L8cNJhKKL7f1DyS1TaP3fdlxFcfswrLH3VPXuXb1rjur2a425hmhxquEpMNkp1U0gfPSWr2FDBYaKOHpAG0GsOmbcnHCwX19Tm3dFfCvPNmmo/65YFJRF17v0xbuwnVJZdPcunqJv8S80BU51O74p6mogVF3sYAFGarLdFQ2Jfd9iHQ1Bnt3+fT4Wnp0XUTgfiSA3t6n78sKawuw4M3q/wAsBLUau7T9P/bWG2vvQI4vmUGsqxw5ZRxKoxlGI6WdDYD+ovPAXNGH6fh8022tf6erp/jWWnepG1HbO26vlgb6R17hut1Ao2tAo4ezKmMp/Now81tICQ618MtIZTvZ+nMQsykNDpaORU/V1eLypMozc7b7dAoMOLss29F01Npfi5UgFLrjlu39TUmYW5jb5YRFRTbraP8A8fpcL+aU1qWN8zT/ABQJoFd31LmlNXTIem+i3ShDainftXd80v0xk0dPLgVX4Z6mqDm+bwrp+Tgg1kxKrm/3NLwwFWBB+z55SVfd1F9O7x8Mvb6f2tjamoDc+S1+HSj2ZvSNv4vsyjbZhMD0g9FG2GelT8p/0/D/AIYzja69/NzT0mNHPF4Ya/mHxSnXKnvhQ7V6Tq08KfimPZ0GErSmG3mnpnf0vt6fC0BqVZeJfFH4qAPp3H3WWB/6hj4dPSy2/wCKAszOvK+aNqoLXTdtM1L23yrr7ywEbD2Zt3uGC4BTcN070vc59zLm9Lm9+XLmJ497pP16a/e6CVVVZt6Dxaf4oy7t8s1ybE//AF2Zf/Ff4W5pQYCFUdtFW4U/DdLAPz0Ny8Kf1eg3/wCSZi2mw3tOmdGgZTT5iPA5LuVbiOS7mgRFv1H923+aW1uatz+ZpcoFw4eeY197L9qEBcwg1CbW4dPmlGFGEodsr0KoH5ztakAhoFK6QpfxKzcPTh1xqDyt0qv1dNTslVNR2NF2wa1LW0fy3H+ppQU4ppaR+Y+byaeboxMbTJuYi1rc1kXT02q7N+Z6mVm8kOjrGx03buXtDrcOOno//ZFqouH3ozIam9rtJv0tvy+RoaZWXe0239PoDIa6pFvpc6/glpXUv4kp9vyyqm6ISaAq83l+IRdQEWv+Tr48HDqe5Dovi+kFs1P9XSfcboABpqJmRvwxdPVKowNi5Wzf8jwaOrf/AE7sMjab/lasp6mt8cTQ1QL1K+lqrVnf9uKG1g1uVvN0fTGY4vatqpkZP80WuPpVZrvFuQs27q7r8vhhUZ35FlQfiyy1zieXNG/qKMiaQ/JXj88Qh7d6403sYSBi294uyZPpHQi/X93qUIqIr6AOb9RODsamMo3iptg0jl1UG60XUCm7QN/ucUJ0wzN5TkfxTT01JbUH5mtqXXe5C4S9/vRAhGk7cONvhgGoV1jp5c1bP8UPqj06coNrTK3h7Ej6ZVxnR2Xby9GoP9z8IgZTZqLuv+B+ZIUtsdd9/lr40XihptO+7b7/ALcs0yNvqWy4Gx+dMspqWN6K/wDyerN1fhhFq7PonqJ+t/Sr6evpNx6N12T3YGU4GW4s/Kgv+LllT+XoI2dtQ5skP9Qa+kn6K/i6BU2um5qLv6c1NPbVV1Lvv9GAu1G/TTml+uA+szX+XwQai/oaxtf/AGvF5Z6K25hdc3L5YLMmshsbG6+PrnNqtqW//wA/uQajL+ZzNxdDaSYW7q8GXf6pXvXrsv1/ehbkX73sFHHvca+9Kaepl/3N9P556Ws2Wt3q89pjamm6Je3v2+WMuoLW08ICyhiJiA1fqlCBT90uUWemQ/8ANA31Driy7Nv8sLUraIH03vb9TV0K5W4m/wDcgYIlGzb3DH1NUqganfAFRs+7dkjHUKo+rTJXdVZWsqNzQ+1q/wCHobU2K2VPKnF0E/QDF1dJWY2/n5TnWOpzICLLzwT09ANrM3Dp5vi1IX/qK1drvRVsi/zSgw6U/qBsX8vV/wCNoXGNqllg/qdQ+pq6gy8uivg6Dp1Cl93zTT1dR8XazU5bYd3MeHM2aX6WVlquottqaqJu+/bA67rDoA1DQab6mb/klyG5eoUGyzN11fnX7sZvpa34fYqEXeaDX01w3HTzcS8scs1HvLt5YdQH1OVV54qE+ix4VhGqr6wpgySjIyXNlbmXxXTDvzeHsCvcRbKah9MfLdfmeGK6Oz6atm0/P/LwwvqqwXT/AEtNx+o3PF02Sw6h/L1Ltx/d/wAse/8ANN9nqPx2ytvhgCZVp6bKvF4/wwlv28stcFSpyrxenwNBmr5YdN9mqbk8Oh/PAO6Pch1EbdTRb9sst09PT/pwwObiy/emnquzKyjh3X6hQ7jC1pqBzn0AdLzckS3uXN5+Lo0abqPc0JHCwaL/AFGibtRDdqJwtzLAqKa8KeOnzPDF023lEJbdEf8AqaH9TL/x809InKwy+bpqNkJpi291cehTytB4ifY6HZK6bWg710K7ypaye/L1CvZzS21kIF1rQhvqtnpvc+k36TLnb/LLVNG5Wy9haDaym5IwfI9R6qcOppc+jCoZbiMsRNP8x1y5P3QaTqdI8N3HCukA7c1d2Ii5WWrX/eulzH1NTxfgSeqCPVXm415ZcoGaDUJy7nk8sFJc5p9loqEmuubUrv6f9P8AMf3oANgHUB+iF+Ll4WbhjC1kS2j3f6y8vQQho+8nmh0HcJqYK3njaeopsuzNyeLytPUQZmzXeboGkovY53Vf9NN6DS/p956LbyeaKludXuv4fT6CScn4ph0YQXbYajCUrKgeFfPwwX7/ABRjy2/94n7upeb3D2paua3x+wFmNAsbVpg+W3ycTTywndRk34S5d1qbVc5XilFZ2RfTdeWE22MhbVVvwxXHEOwo4ulAi0/d+KUQBZ+YMFlENUZdz7u9Pyw3qp+KMXN+Nq8LLZ5fHNlfNnhdRY/DbzeWIzt6gY22NTihsZgnJ/j3or6n5uo+7xs3lWHW1f1X4f8AS0+XsvUt/L1KK7cV380LtV9LX07PU5uS7/cgCm1Ap025ruaDSTM4JT1Wrbl445QtdZm1sV9TU/likFUZh710GmrkKqnU1LPB4oWUW0a3r16PS7rLlj+WJ+6VOz2EOj2+HoUHcvF/l5ZlBXVJ31+XCmqGw26nh5ooYA5R02aVMd5q/ZhKH0VG6j80I1gUdTbco/KlUN1Pi7EqdkL6u6U/Kby8MbVtZcnH9n/FMd5s7e/0KB5oGqGt+qMxO7w8V3LPV1f1KZf9rT/m7MoeIfbjf0uthd9nU8MbT1Bl5/5VjJqUVW/N0vK8GnpEE6zendywhbbV/K+Def4oVZLfWy+tdzwLpNnFzPaeSURi27arDO0rr6bJXiTOsLaZ9Sg3V3ouoyMiE2vzL4pchqvTt75VDbqc0fyxfe/7wgthd+ydQn6e3VqXKpzSi4/XzRgf0ly283N4pQdXZL0Pp6o41jB9/Taxm5uxKkeXzQO2e3gu4k/6QFjbdKxCdkpNLld83udJGyAbadISuY9amCtW6/jn5yjUKrYvjXn803C4UcuVPDPUQZ1zd9sYCgDi9eWLp/1Fpt2Yy4BMN3ztGVl9IoN5d26WFs6aoXwvLkt09ZOTi80BRQE1Pu7sV99a/neHyyqHqPji0I5W6MepUdAZDVeNPxdqUO427C2nQq2a3l/zQlBu88B+kdW6lTwL4ob/ANTUN79Svf1tRTt9S7/5IbQAWgRjRlEIJuFP2b3YFY3J9uI65vRcPb4YFrmpdbNu91a9/XKuuXhu4pu2+XLMrOohuubTAy+m0u1aqOFYA+9pwZq+pk+KHUUlCsqDnfMup4oEpbpswY2xtO71aEq10Hotnxysc/uwajK1aZllR39AJ23R1HhaEI1r87SmqFu5k4uqFJxeYdqGG8sFIx2VaVQ+mfs/DAf7+oLtipenXI+jpLHhEDHffO/vdAZsxZRvQN9lZewFTmXy8sI5qW+KK+rkZaZp6uK6aFfQ8XM3b1JtEL6Sg6On8Wp5Y2trLmbKqNwKsQAKi1+Oael3O+b/ANuNosKHS+6/RgNsBI2QuRdFfoTTBrSpgoaSvFBhU9QlG9N2pm8sxAJpbFsNqLvTC2z7Xa13W+mfRCWi0BW6vdvrMJXo1GGxFGn+LsmUbTAwLDu+GYG7zf4ZW7CV2lvtQLbc97eivi/lg1NU36n/AI9PyTTuzLa1q+KIvcn5jfh6Daa2m3tKswWUFV0E+20CqKL0WsKiFq3nhhd8E1Ftu8XSSRZb9Ph4oVqGvWKOXLGGng/DCDvcXmlYpJPNl7A07+inaXeNv+8r+5oKG11hVt9ZUmkPpJcOZsstO8czeZuzdBsOeBayphK7N62aQU43/e3+jUJ3ltt8KNG1OdsvkSUb6bssyjb2a6SG0tmdvBNlx5m6xWWsc6dFDLgcg3eZfDMISTgBC3Meiw7U7KvU2YdhQczdAoKmsrstiA45xl7UOd0i1oCh7pUmEgwOR+Y3F0XGtZQCgHakk8PYO9N2i9W0cfSG7uKV9lPmP2pSEyu8sOo27wdqRAaT6JU/pL9tvYT5f/XootW8olSuWA129Nq7TKd/F1S3dw9Sw93spPilYRClcB92ADtaSlxtmNW8xlBs9hNGwb4piT/fKASkFd0HotXbKnfPUC1yy1eLq3DbK+yEfXd0UUz6/wCxse6DE3QEDN1CAc0ubv8Atdeo2Tw+xgyphb6f7HIlWNT002tKDASpn1dh9Ur7FXo8PtFfYqS49H1dl9XsVOihmUzH+yKzGfV2mHsmH9lY9th/beHseP8AYW2U3pgZtHRjNs29NazbNsrWs4pg3RjNvtGGPa7enbPEOvj0YTZNk2TATCU6lWOaZRKk9nQFpRhXzGYbZj7ThKESnRWk2Um2bZtndKdG2VulTWZFt+9NkoJhjKTAVlLZj7PUDCXORhKJmlT7ZQisqMsrVptlAVm2bethNvRRhDbU1myZRNsxJ7PZNk2dlWlWlatMcZh/YHB78+XPlz5c+XOCfLny58ufLny58ufLny58ufLny58ufLny58ufLny58ufLny58ufLny58ufLny58ufLny58ufLny58ufLnB7vsX//aAAgBAQEGPwD+WeWV1jijBaSRyFVQPEljkBhts2RrPde8g5Db9iha2Qc8ueZcoFGfjz4PwlLbOw9vcHKW435luIB4BhGmmuh97S+C/c3evcW8WTxPTufBV1PrMcEA0rj/ABnuH/NZv6sf4z3D/ms39WP8Z7h/zWb+rH+M9w/5rN/Vj/Ge4f8ANZv6sf4z3D/ms39WP8Z7h/zWb+rGo7x3CFAzJO6zAZe3wx1bneu5QR5gam38+JOQ8CcBLH8QN0LE5ZQ7xYmyyGfHpq2nC6e/d9OoZjK/ePzcfuuGBFX7/wB3WRm0KJ91tQAn6ZUUY0T98bhE5OWlt/Of9BxJLa7/ANxCxtoZYt7lmfV7AkYZj+gYZo+9+4p9JAyiuXm4ngB+H4n1YRbPcPd9cyZ6OtNfi1ZeOWtFz/RgRwd9b3DKzKoS1udqDMschxdAv/exG47o3grKM4mG+NkwHDl48cZjee4SDxBG6zZf9mP8Z7h/zWb+rH+M9w/5rN/Vj/GO4f8ANZv6sf4x3D/ms39WP8Y7h/zWb+rH+Mdw/wCazf1YzG79xZe381n/AKsGa3v2/V4QcjLNvEsagn7TZDDwR77vzzxgNJCu8Sl1VvKWUcwDerH+Mdw/5rN/VjMbx3CQPH/3Wb+rGQ3juHP/AP2s39WP8X7i/wA1m/qx/jHcP+azf1Y/xjuH/NZv6sf4x3D/AJrN/Vj/ABnuH/NZv6sf4x3D/ms39WP8Y7h/zWb+rH+M9w/5rN/VgN293t3JtNhOKmS78bXJ9WuCdSjYHXg2vv2gmWbQH8r3IgcCdLaq7HLjkuE2zuAWu0d5bMfA77Caqkg5HROc4GXjwOtcJNC6ywyANHKhDKwPgQwzB/4ttx37ca+2UV/fWXCBj7EB5nb7KBmwYv4bdsvNSbgvc++hqdDIjzwwf+YsDj6tP6uFtfxI7jud0yg6xtURNHaoznmAK8JVpNPhqdub3sLR2ejX26mvAQVY1iXh6zpA1H9b5KS77ulbbUlz6XxEgRn0+bQvmfL7Ix0obFy+AwVpa1ZumAfFg0hTUB82K+3dv9qiSS04SudwtCEyCQ/dMukaEV15vvHxFV7bq1od2qymLeWskTxCRVyZauhh1UEgYGVvd0/WxQeN6+3PU1mytVfu7JcZKZFk16dHzNi1Pv121vViSORIp5LkyCOZ/CaPQQrKP7LR02XEUdqVaddzlJZWIysuf1Y0yZ2Y8Aowncl3ZLFLbqssbx2bEa5Zk6o3eLNiE4DX1OX3Ww2y7n3LS2ipZjbNrYip0FSM6+kBCi6MydSL5dWK9y7dHddgMHlswzAU2PjoEcLNmg+2/NiwidrU2SzIssiyBnAZPKEzbONPai8re9hqv+1Nt6Lv1WUQ5HV+sDqA+znpwYdv22pThORMcEEaAlfKTkvEjDbdv1CHcqTEMYJ1DDUDmCDwIP0HFTa9i2da/cckZeVK8jxQQQMc1lmQ6hLI+TJGNX19fu42/fe4p9wma7GJY9tH90jjUk+GWcpSQZMrZx4q7Xt8ZhoUo1hrRFmcqi+ALMSzfpPo3Je2JI4u4DEfy15gpQS5g5HVmvFcwNWPyruG/Z2yd8ijQQRJ1NfgI5o1ZX+hTqxBtUt3fo7kgRIQI+qhDgMpLaOnkNXOzNye9ivB3RvUGxHbpYnjs7PplmvIq5OloSDprmRqzjHveXGYyA9mLl+Lvbe9ujvMzTUFl6tddXuRpmmiMZeTEI3rvfdNweBFii68aSosa+CKrsf+o4i3zfu7bwtwyrKtyS1HRV0iI0RvxLyKMh4P9nEcNzuSqZJiCDBqnVQfW7RhlXGzdwN3AYu19tUT19mrB4nlmK5h5JVbTLG31XXycuLm1X9fwN2MxWenIYW0HxykUgpiNe3u8LkHUU/ldS2bb9CNB+H8VGzBUXLxZdWG2C53Rt2+XjGjiN9NgxKTwzmZYsnyHFJG1aG14aLeu3I7/TcLLZ2t3Glc8mYowkH6vNzYilHc1eHqAHpzJKjKT7r8pVW/ThLm3W4btSTyWK8iyRn5tSkjP0ivd3WnVnYMRDNYijfJfNyswPL68Q27G71FrWJY68EqzI6tLMdMajQW8x9eFgMiCZ11pHqGplHvAesYaju9KDcKbghq9qNZU4/MwP8ARh7f8Oe4bvaVhmLttxY3drkYnM6q0xbRq8NSNy4Ef8Ru2WNBeB7n7f1W6eQz556x/vEA4cx5v1cDce39yr7nSPjLXcPpJ91180bfZdVb/h5tw3O1FSoV11T2rDrHGgHtZiBi3tP8Ka8LVaRVNx7t3MFa8OsnT8PV/FndlDaOoFX6yacLvfctifu/uXxO6btlJHGfZWq8YIU+rytpx1tyu16MKjINYlSJRkM8gGI9XqGDtn+6Nu+MC69PWGjL2dX8PV9jVqxqqWYbK5A5wyJIMj4eUnHEH6fVjwP046AmjM2nX0g6ltGeWrSDnpz9eL3buyau1/hGMdvd9yhd7uaHMrUoqrks6jlebl0/VxFte13bG+tBG8tQb58HFYcrkXWAoECa/wCwWTU+Kwv9obrtbWGFVVSQTQyWiuatGxV2WP3pAzcnuti73NPsY3jYq001ELTuONE0Iya1ygySVo34Hl0PqxEIq0SNpSIJWRlUuxyXVmT96xP7WNw23cmgoX9rj6lqvPKmovkCIo9OoSTHV+Gv7WK3cvwMn5bdtCnQARjLNJpLa1QD8Ll0q/7x/Jhv987I1drEKyVNwtwSNPUJ4oywMPw5eObqnV1Y+K2y5X3XbrCZSFGWVCrjySoeK5j3JFwxi7Y2xS3Fv7rGf+0YuitEdq7WsVYod4qVo9MCyvHrScRKOKo2Wege+2IrVdxJXnRZYZV8GRwGVh8xB9HAYrbP2tJt1vcJUcbg0haaapICvTziUiPmBPCRv2cW+5O5twiqbdQ6VO5FWH3h0pmI4EOaxq/FnkZm5/Lins9JpZKtGJYK7WHMspRfDU54scW02rca996EnQuiu4k6Uv1Hy8G4elVmjSVEYMquqtkw8GUMDkwxYk3jeBLG8zSCxbaOBYkfLTEOIGQy97zYFSPufbWsligj+IUcw8RmeX+nCSxuskMgzjlQhlYH1qw4H0TWXVnjrxvK6Rgs7CNSxCgcSxywLPc+71tth3iyxmtzs5/LoI2IWCNH5InlUKF1cmrmfTiCbaNlp33iClb8xFx3bLMSEktHqbzcqrhe2Oztoq76220jf7hieXpSxJmMo0bMIj6CrBcm8y43va9+2GKTZNwjVdtrQTy15o5FYEGecZFgMtTKiebk8uKdPc+4DUh1LX2mo4lrbe+QEeh7CHSdOSq5maTV7zLiFbXbO3m9LDEb5GuaMzqoLmMyM3Jrz8PNiwmybZW25LTB7K10CB2A0jPL1Ze7j4LtDt/bLd25L0p/iYoVhgiYHVMUIAkbPFq929ZoXXtMGt9vZGRXbyiVHbpp1F9iaeX62IZLO17LvkEiKZYa0r05o3IzKkvqU6fKSMS2rNDYi4eRo6EzMkvTXiqq0JZW1eVSx1fWxd3PuCvL2B3xDMs+7154ZbC3VbkPw6krm/vnSP8ArXEFntHffzvbnAWaCxDLDPG5GZ59Ecbofd0c6N9bGz91W+2O55ZbVfKr0bQtUJRMCnBXHV9eaxyHlbD7fv3xna+4xkK1beK7wjM8fxF1pl87HCxS917WsjgFV+JQ8D4eBwbG1XIb9fPS0taRZUB8dJKEj9Bwd72CSx2n3KOI3faPudZ8f7xX4QzqffDLzfWwkP8AEzb1ubJqWNO9dojLQDUcla7UHPAScueIaNXKi4h3LarkN7b7A1Q2q7iSNh9I9ftXzf8ACQ9tbTH+f96XJBBU2SvIqhJX4L8TM3JCPsfifZXzYki/jIF7krUYopIdr2/X+X7dYlXVp+FfQtrSjczuz/t4Q1t322nFZTrQ16MYzYlc11RwLwb7L6Wxa2Ofu87Gz62rx7Zt6EPAg4lJ5CZIHy/tRiOzuFGfd7isHls7nZmsvK+WRaRS2g5/Rg1bHbu3NXK6OmtZFIHzFcmH054jrbT29K2/WkHwdChbnq8injNOytphgHvyt5vLGrPiCbt3vXcdt3RDIzwSFre3feDIpHBMS4VPddmZvexId9/iFu1ys5UmGAmItmB1A/Pp0n3dK4Rtt3Pd9tYBkszpN1mmjYg6GLBclGXu43F+xO4L0969CK9zb9zeKybUbDpyH4qYdWNxH5Ob7OFv7x2zXkr/ABEUcEz/AH8qSn8NVWF89LMPeHmwby7tFK16uYZ9thkhjaFG4DShRUWbT78b60xRoLt9utb3h+lUNKXWJHU8VaSI5RqNWpupy6cbmq95bXPvu1WPj7ey1rQaKFa6N1S5A1yXVcBEzXQn7WJru7l37jjr5Vq9KrLNb3m03CNpzH91CYhpEsujnXG3blbty3RJAk26RJMQKDhR00kRnzXQp0K6+95cbzF/FV+nsFZoYNj7hvRv1mJDFNEgymsGGXLRl515NWLth7C9wbFuUIimt0GaN9KPmkzV5Aumb2xO2pV8r4rXaxJr24o54GdSh0SqGUsrZMpyPlONzqbIlhKN+64tW5D1mgqxHpS2MmKhUzH3UWfLqXFPba+ZgpQR14dRzbREgRcz7clwtLfd/qUbbqziBmLsFQ5NqCBtP6rczYkn/hrslW521Wzibet4eSqlqY+9VXg7RR+ttPPifunv3fNp7ZoTyl7cWzRTfezOc2C9dm+8fxbpxtgVNj36pDUsf3qaSSV5rMzZZBpOXVqy4KmldP1cHctgvx36auY2ljzBWQAEqysAynI+zEqbdTgpJO5lnWvGsYkkbxd9IGpj7T6aew9u2IqstiDr2LEWUtwFmKrGqEERB/FG874/Ou7u5I47dmMWp4LfVmCnIMotSMyBdK8H0fh+7jdLNJqh37jFHWrM7RVHrOVfIB5DN8Uq/dykaOdOXG2PR7n7l7X2vdaaSJpWPcKcU4Yh6xY5ZSxEfeRrEujCTXd42jvHZtYjezS1Ut0VW4BjWcaJNHmbLF/Z9rnFvKVVq7vstWSGxwfNDpJfQkw5WV9ONstbzX7Zs3YVBtrdrCSzOx9+5KiqJZMvNoP/AHsRXz3FFtm1WXMm6U9jNikQoHLHWGplCt9r8PB7m7R71sw75wRX3RRIzxjgI5ZkH3q5D97E2Dd7WsSjumVTS7gomiEhkthQjzVklDKwsuPKqf8AiL5sRdnd+9vwbr26oW1R3mt06nwrvHqkjZItLmQsem+kf9WIoEGiCFFjjQcdKINKjj7AMDlBHzYPT5cZAA/TjiCDjx44FfeaMG41vDp2Y1kA/VLDNcLEtWCWopV0iaJGRSvlyUjIFfVjTqMZPgR4Z/8ALBg3CrFbiIK6LEaSKQfEc4ODCvb23JG3mT4SHj9Oa4t2Ozdxt9objZAZo9vkeOjI6+BlroRkT9eM4hq3+7t+ewkYDOLZkiExUB2VGyJQ8cldvLi5V3/uHcd1qz5LXghnlrRrEPVLGWkWVs/2VxNuX8N+559vvNzybRuSibbrWQ8koTSUJ8Oro1J7unA7a7opP2v3iOVdstNnBay9+jY8k6N9Tz/r+b/gZ7+4WI6lGqhksWp2CRxoPFmY5AYkp9lyS9t9lA6LXeE6FLdtR5026JtPTTL/ANS//c8rTV+2arU+5oMrFDeZZ5Gnewra87EvNmrnidKcvu43Lad97Ui7y/iLDYLRkWGshSRz/EyyHogISvLGsjfW04lea1D2/Rtu3xcMcwszaHJ1KuhQh5TpXNsValu3U2itBEkUctlo0nlVBlrbSOrIzeLHTgHZ94h3ElQ5jqsrOFJyBZDzKM/aMDYtogW3vUiCSSSYH4enE3hNZK+8f3UGfUl+zHzYmWMNau2GEm4blNxmsSe1yOCov7qJPu418uDrRR85wQnKPmxoQsQvFgOAGNTEA58Ez5jgZ5fp4+GHkkkCxopeSRyFVVHEsxPAAYirfwgVr22UVaHdL08Cfl8kxbgyzyFSVVQV5f2cP3Vcnodw3YGM+4UKFU1pZNT6iEEYzscTk3lk0YltfDNte67lWCx7HLVZuutl8q6JmwMWUnNHm/u6JPNiyvdZ3zbO577yrBf3SILt8t0MWFeaRucq6j8XV0o2/wDDxQ2buDtRYtgloLX3CN4j0ZZk/Cs07cJeOLRpRo0GrmVvdbG39x9ybctruaypsRrZzdK8bnOH7k/dicJxZ9OA3ic8zjuiDd7y7VVNWa3tpd0hrSwWXWXJ2Y5fd8dA+ur427svsmJbfcHdleRqu5RzKsdasoGqbUA3mXPTJ/08+KKXdrrbtvcGUtvdbKtK0lhuLsA5yKKeEepftYCjJUUZKqgAAewAcBhKDz/C36knX262QWSOQjSwkUeZHXh9bEW21v8AbISKRph3JLRazuAJ8AElzTUvuMcbhNXszX9z3aQS7jfn0prKkkBYo8o41DMx4Y3ftqGGxHf2ZI5LMkkemFll8vTfPm8f2sPGrq0keXUQMCy5jMagOK5/Phuz+0qYn7jM8dVrlvSK8csmREaKxAkbmHO50frYju94bpDPv0y/m0fRJmE5hl0vDqkACrHmj5RLyLy47t7b2OjGNl7fhV9/vyuetK65SmKuo+YZ5nzacQd8zPENx3aqghgpgQ0q9YhQsekcHl5A0jt+8xv/AGo8Sbj2xuXVuTlOJ2+zY4yQmQgq0k8haxFobqQe/wAuDJb32xY2oKNMSxrHZLLlpDScU0j5k1YY1oI4HdVSV40VGcIMl1lQNWXz+gE5HB1cT6sCZ4Y2nXLTKyKXGXhkxGr0kZZr6scGz+Y+OP8Aljw4Yzz4+sYyIxyHNT4qeIxk0K5+0EjAhfUFPh6xjSQHU+BGDo1L82ApBzPAYs003CSe1XMqACGRIpJoQS0KzuBFrOnSvNi3JSpy0JqDIJK07pI7JIMxIuj3PdbG490b93TuNRY36xszOtsQu7ckcUYAkGbZLGqtiun8Qtm3G/2gYw1TucwO1iCAnJXsAZtLDllzt98v/iYr7jtlqK7QtIJK9qBg8bqfWrD+WG5b3Mw6rdKjShHUtWpjwWKvEOLuSR9lffxHvf8AEaP4TZImEuz9jRuTEmXFZdxYZdeb/wALyL9nmTFvsK85MlikJLFCDVEUqhgEKugCx8wGlRiLY7O5Wto2+sYiluvP0pNMI0hHkcgOrL5tWJbezXtv3mOpZMu3R9R7oVRxSWdh01MiMPLr82Idh2Kuo3eefO1utKMII65y5QW1RQaOZmlZtTeVMTWu4O5bd+25JWaJBq48c3eYyMT+ry4S5t9/dKM8cRRZa9gJJ1D4y6wurj/Z+THcmw7Jvr3Gmkjee9ZXqzFwgcEiTUizaW6cjZeXy4pWJuWeerBLKRllreJWYjL5zhdMmotxyOOIzONKk6T4rn/25YUKNKnxJOeMvED147frSaJO2rt0DeKet0ltdNlZYfu/vDFo1O+j3tOBH2hYgkoUMompQIYGr+xHgYK8f/Ti1vW72BVo011SyHxzPBVUe87HyrhE7h3WbdYO16se87HLIEaWRL7ao0tOoHTML8Y4MvL5eXDbZsVX4+2bkEssAyMpiUnMxauGYJGvj5MfG3K0Hbnbm3S1pl2GO01iSa0zCNZZdRIREZVK11OldXvNjad60lDuNSGyyEacmkQFhl7NXh6EPcW1RXpoo2igsEsk0atx5XUg8DxXF2fbJJ7l27kjW7ZUukCnNYYwoAVc/Mff+Vuuydv7JELlVngW/YzMh6I4zdMBQVTzRh206cT9yI88269wTtNu9mwugPPESp6I/sePKcWf4iRbXFvOzqjW5EeVYxWtCIRiSUN4ojZOmjVh/wDcu5C1PJDKuzSaRFFHJMVaaGMEBhrRBo1H3cSbddjkigmsrQtLssjB7aBc1sTyEmPTEp+8yX3cf7ZgsXvyGxamFSrWl6uaRMwWREkZI5PLn7ur3ebFm9FfvNa6s1S/tc/3UMUkb8rNAcysrR6H1N9bGXp4HGr5uPyfUccMccZjw9uM5FJJ8CMZqMx4fpwQch85wOPA+zCxHMljkMdxWdi7lXY9l2u8227agppOs5hUdSUySc3n4HLDXqf8RepfUoY68tRY6mS+OpF1/wBC43LYu87dDuDYb8j2o9pjrnJbcj63mErhX1N4Ko8uO9d57Tpz7XdXdlg2/bopBDMaVNBHNScIeHTY9RY9XO/1sV6u7/FQd7bVZMu9UpZ5I7DdKQNGskEpYSV9OkZqvLhg4BWQEMrDNWU8CCDwK+rE/cH8NFWWjMTLvHY8rFatj60lEnP4axl7g5G5f/l4N/aZHSeBuluO22B07dSYeMU8R4qcxyt5H/lIIGVb3ce5HRs+zCRY2kZjpEkzsQsNdT5pH/Z97C9yd9d3bZvHftpCYmWdWp7fFn+BRUakTT4GU/eP/wBbt8PQoX+4NzZtEdPb4HYFvHmlI0qMji1NT2jb+yIpckS/dHxW4OgPDlXhwX6w/VxHZ7u70vbjuHUzmVFBg6Q9xFYjSW+vp/ZxDFS2SGNISScyXMupdJExYnqL9k8uFrUK0VSuoyWGBFjQAfMoHo9vzDif0Y3Put6nw1O7bkqQAkFRJWQDQTw59Gl2x2+m1vNJRelE8LWSTKdY1Nqz8OctpH1cB/eUc3rx/wAzjjwx46R6sZavDCsdLFTmgdQ2R9ozzyxL3YLlzYt02yF5re5bU/SmnhiQkRuPI3HwYrqx2b2RuO7z2rdu3cv7vesRK00EFdfuViY5CUoraSxHNq+ziSps8cjS2SrXb1hzLYnZBpXqOfUg4Ii8iYHtxvNL8ql3xrEBji22AKZXkYgI6avXE33v1uXGzdgd3RPLt+71mba6rSRSvU0hm1alJZUGlleBjye7j2/JPogt7UITfuT/AA6GYaii6GZpETMamXh48uJhY3iPftwmSJ5LsLGQvLMuYiJOXNHnpb3cbf253BHInb28wxWNosZGZq1qbSslUspOadQ+ryasb12Vtmz2tzlmZdtk3CFoxCtuQa1iTP8AEddHHI4kttWjqSQozpBLKFnYqPBAurJm93NsQWNi3La9lW4ok6QrdaWVWBUtPOwOUiDgqJy/WxX2qdtp3wbrNJBSkuRGBq1iRWlMxlAaRohlxjUrp+thGo3ZBv0USs2/pNJJJJYQBtcoD6ZY+XRob91y4jsgR1twIYzURIrsAjaTIoB1dJz5dQ1L72OHo4n5h9OG1Z5r6sb1tm1VqlGPZ7AqvuNvqzrIxUP92sehNShuZDJy4ksJ3HZbcRk1dRHFFTzXwSSABmZGPnbqdTElb8m28T+aO8Lb/C5etTGU6/UPgPc+1iSnNC9LdIFDT7fNkXCn95Gy5rNEf7RP2tOObiPX7cadBkQ+8vswoikylPhG3A4LKUljzIMsTLInDgQSpIGEc5Z6slBPqHrxmhy9pHrxLuNrqywRsiFYV1NqdtI+ZV+s7cq4D7vtt3a67ZH4yVUmrKG8peWBnEYPtYacSRwTiGaaJlgtx5MULrkkieptOepcLT7elh7n2a2S+mUaY455n1SSyRsyyo/vNIrsjfVxDtPemwDatvaFUsTQsZSk2eRsxP5ZqjcM1/EjxHPDIssMqiSGZDqV0YZqysPEEYud4djotp7wDdw9rudMd3SOM9Zv3VvL/wDlx2fvnbTSRzbhXNTe1khJnV01K9eeNtPTkRFVXkT3efmxPuOyd5sNqt2RYs7PuVcWURSeeKCQEMiaeCYs3XSR4asbzNHEpklKxgsQiji75DlUYTvr+HW4jaO9qIUTSSIUWcEZ/B7pAPHWo/E86cre6mLFKVE27unayY942YuH0Mh0tLA4JE1dm8HXyeV/d1fyNTaNoq/m3ee85psmzqeHsazYIy6daLxZj5/KvvuluTvVV7o7i3dkm3ndJ9S86cVhraSphrxeVVTTq/V0osBpdu7fE9cBYZDAjuAPazhix+dsZKdP0cP+zH/P5OeeXsONutwGNO2ptaQ7fEqxpDdbN5pCo87zqdXU+zpxt7bjtVzcWgklr1dxiMI6sER0oD1JEYtH+Hnp08uGVe2txOanM6qv/wB3Bz7evj9qt/8AdwSe37//AFV//u4A/ILwAP1q/wD9zDx7zTt7KQ5WKW1GXhdcs1YTQ9SNS31GOHi227HYsousxrmrNH9eMMF6gHvdPVoxNWl5op42ikHtRwVP9BxatbUk0li1yday/UeKEcekhyGS58WbzNium79dZrcbvUihiLmTp5DTn4BmJyXPEe3bDSG0SPIleDa5IRPaeWTLTr6gGWrPwVdK4s3O6O4ko9e3JttWjtsddrVmSNc5QtqJiteNM9Mj+f6uNr3bcxT3oylYXkr2/imrfEEI7agSfiIlbTpk5PNggHP5/mxn6seOPHjjifR44gg3ykt6Os5kgDFlKMRkcmQq3MPEY2Ua4dn2eMSRV6tKmGsST+Zi0uar09GWWtvPjbXezag7aoSuKlyxL5IlYclWIcyyN/aeTViPfa8SbjsW2mxNNnIUthZlCh2SQ9BpYvASxaJJE5Wx+Zbbudet0mjkndWhkkMBP3kcGZaMWeP3WrVz8uKVfaJrlenZLtBt3ccSRRvza5pRc1CWuo1FtDRyfYXG2bVutaLbKL2Bb/Mpn6kLGpzdOEuiK/VJ0Z+XpasGm3wq2JsgTXMsMJ1nSF6kOiHjnp8fs4riEfl1ygSaFyoBHJA7KFOajJZFdV0vHLyuuKEe42Km4179qKohWM1bKmU5axGpaN44/e97ExhXXMiOY0+s6qSo/ScfmvcFiLebUunpomqKOmoUaoOkjckofV1GPM2HRd63WKixLRU47JURnwySXIzFB6kZ8W9wS9Yt2Loyk62hE4HPUVjCq8vD8VudsHNsiMZeJ9uEjnkeOWIkwWq8hhsRFvN05V5l1DlYe9iNqO8TzWQQqV9zImqvGPBGKKsiP/46ln+vqwtH4WvslJLMta13MXM9ReicitcaVJlPgGsiOHUrefHSp77HukMyEAblHmrI488U1UoeZT+rirWnSODeaufR3bblMLIFbOIEHJbGheVzOrdX38Iw3us8ijkgaiqQMB9Yo/UUn16DjpfkEPxhXIWPjU+E1fWPL19Ofu6NWF2ncbO2SQb1HPTF9xLUELmLMluLowGZ6a8vU04h+Ftw7hFBEteaaHSY2ZUCMCoz0hsvI2D/ALdWKztj5t+T2ZTEIJM8yasul9MT/wBg/Ijfh4nTdydpuVtPXp22Afn8rQlS3xCOeCGHVze6uGv7dOkljbBJd2+Y5hXVFImgbPJk1BcubyyLijsFihZ3bYNzRbNCko/vEccp4S1NXnjzz1w/W8mMj4/zHGw9xRoXgtVJ5rKKAqx2a0RjSUkZA69S/a1ej6MSFY0VpjnMVUAucss3IHMcuHNhN57XH+2O7aQDbXu1MlY1kXM6Z4eMckUmbJLy8yt72Lew7/VXae9tnAG7bXnySJ4Lbqk/iVpcwfe6WrS3uO/y0sdBtw3rcH+F2LZ4/wAW3abIKoA4iNMw0r+6v2mXFzuHuSyNy733vJ92v+KQp7tOt9SCIcp0/ifq6cePp8ceOPHHH0Z55AcST4AY+MkkZuye3HarEEJA3C234xRgRpiTlTqDm+riChXKQQV4xHVpxDKOKNfBcGJG4gc/rGQ9uNQI0kkKAMvA5YI9QwG/ox90QrHhmACf6cLtd2w0VhM5K+4RALPSlyzE0UnirJlqZfK68r42zcd6uwwWLSaXmciNJWUkCRQf7VV6un3dWBH2JUjEMhaOTfLpWJMhwzqxvzSf/OK6PqY3KpuMd7vLu74d60VaNmvRVrDKSZppOWNWQ+WKLUsOn6+KF3YNpdNx2qFKcVuiWGjpDSrT2pCB1Bx5m5sb0O4TU3WVLPQm2l4TLFVtR563WWQBWkdW0t0ho+1irehq2epUn+I6LTlopWDakWRCPIjeVV0/axqc+bBCgafUTjM+Po8fTJdv2Y6lSEZyzzMEQD6Thq9neNtuVmHNFYIy5uHg4GR+jmxv+30nNntenuDR7La168wRnIisPMi5qdWOpV36rK+zXoHs0dUcyuuvpyF4D+P0AxkWMfvMbrvG0V57ndNWSCaWa3AKhqwF9K24asIEQHl1HS32lxqt3YLPcIr9Kk+6Sp8JNGTqZIwy6NcjaXzRl8uKvcvcrG7U3KKOlFeiWMpQmMjrLE8K8enJJHy2F1al+7bDybTYQWqmlI5I4XCMsp0tW1BRGjyecK3vJq82IN922/bubjuMSpvNZcpZkdhlHpU6g4QcOp5o8bbv3edW38FBnK90MbWiXwQzkEmJFJzbLEc9OzFahlGpJYHWQEe3lOeO4pZIJels6Jq2CqXrzXq+rlmldPOmZ1cv3mnlxue5kLJt0xaxRpLM0sqGIMHjJfMpnp4asR35qEVmjMiy5UpGeeNGGoEq4UTcDxEfN+tiMRbjAXmIWNNYDEnwXI5EN9k44A5HhnjSrcxGZUnjl7cvHLFHt+oI5Yrui008s5hjfoSBpKqaRr65j5151Vl1fVwY6e3yVaBkaRSNUmppDmxdyX15/axairbIt3a7DietWEnw0lZyuUqRh1ZDHI/3qqp5WxJQznobjAoaahdi0yAHhmuR0un205cZpEpf3jHmQfnGBnwy9uLGyVdqhtWUiinjmtyqsGiQkGVo9JkKRsNPJzM2Du1i1Pb3ZoOhasF9EMgPHSsCBU0R/ufeTHIf5sLc+GS1crKzVFKpr1gZgI7eRmIyzx3XeuvWjkdbdw7TDOrSwfFLp6UgOl1frl9XLjtwQhTv3b1OKdbLSCEpAY9cyB+Hl5Si5rzrjbm3aludrekrdOtPYi+5uOgIWX4rMIUzGl/3uB/EHui1DPuG6wBNnp1cxBSpnPUgz80jsObHE5Z44HhjxxxxT3nY7I2zvPZCZdk3QcAfHVVn+vXm4qyt5dX1da4n69Y7Z3FtUnw3cGzScJK1gZ8Rn5oZci0L/s+78q9vu8T/AA+27fGZZ5PEn1KiD3pJGISNfrNiX+I3dcZj3i8nT2Da34rtm3txRQD/AOomU6pX83N7urTjgccTjxx448cePo8fQm07cP8A3DuOddqry6tPREwJklyHFtKA+GKG10IVjqQRLHWjUaQdIyLtl7znmbCtpPWJIHHLx+jCVoDqmcfeADPze046BJLKAWJHhn6scMeGFfIEqc8sS0zckpmdgZZoQCzIDzRkH3XHK2E3nd7UjSxIYK9i5IZnAYAGOCJQFXUB4Rp5cW4ey68FLYYyKp3m5mssZK5u6pn4j3VRW04fbbluK5bksSztNCCBpc5gFzzufeOrDRVoo4Y2Ys0cSqilm4liFyGZ9uPMc/HA0+HicD1BfVjxwBhKpkAndS6p69K8Cf6cZxuHUHIlSGAI9WY9MFF2AtW9xpx0lOWZk6o1EZ8OVMycSWd0iqbrCbU8dCaSnCjmvG3SVm0qoOtlZtWnA2fYqdOhdNZrlzcg8taOlX8ocJCyiWZ+IVQjNiCxRo/HWtqDmPcblZYZZJSC4ZfNy5+XzaMbpudK7NS7kozpLW3Bm6qSCYHXBYjP4qNp58Rbf3FteusJJGg2oEiuUmObyUrC88eTeWFtaq2Nx3BY3+P2p4bCV7cnSdUEo6YeDL+9aV06hyrH58UaDVITKk62KdOqpylsKc1LK5Ovl5dOIn3q9D2zWA1vFQXqXJD6lbWWjiX6DiSOnuNHuGjJmFXc1NeYBvEFowVdePhjeN8ubdtbJLokPb9UTOmmLhJLFOjRSxtpzd4k5HVdOJt/r9wUq+57Ozw0auibVYqedK7vIdbQuD9y0w6kbcmrGz91bBBJsK9wj+80SQI+urZhpPcKTq2riML8Tu0iXK8Qi296rNHDCPE6ozmsubfW9zEu1dxQ1UFxdMViNStebXwZdT8Y5lPEAtzeZcLskEwvSW4HWCeqrSXvh04a2QjT9h508v62JDuva8U+8zSQ1aNWOWVbNlo0LNlFZbOskahmkd36U7cyrihvo26Dal2+R5qezQSvOWmKsiyXGb7oFI25IoF5Wb8XBjQRJCRkUVABjlexrPFY1dtKsfHSB4Yjj3KhNfeMkwSMGDp7cnUq2XzZ4yr/ABu3yA5o0c8oKj5g5ZGHzFcD8x3y1PTUckMKpXkJ8BrljGpv0acSmJJutYIM08rmWR9PBdUjHPJR5VweohZWOnM46Wz1V3WCmUO8WFYiOBZH6aJqAy6rNiTbNn3l9loJVlmsbhNWZ5rSqOeOmDllojD8/mZvIuF37c9rW5LJemm2yzZkZ5HrIwEPXQMVzGnVofF3aLbMla/C0EzR5agr+tc+HDH+3+8TZs9v7bbRYkJJpGWwSteWaJvCGfPzx+/5sLCoWOOIBI40ACqq8AFA4AD0cfDHjjif0+iD+IPaKau49sj6e50BwTdNvHGSBwPGaMDVC/m5fspijv8As83WoX4+pGTlqRhweKQDyyRtmjj63yMsHbUPU7J7Msf3kA5x394UeU/WiqeH6+rzK+CSc8+JPz+nxx4+nx9O2WhI1dKu5wLNbQkPFHODGWUjj4kY2uCPN3iiKNIzan0rwVmb3iwGeFmdAHJyjZ+ORPryxJ1AolOZWUn+cgYeQSM4Y5jM+GPDGXifp4YBwGk4ufIg/wCeNk2Y2DqXKC30hraEzv6uORfR6vdxX2yhGIKVRBHCg8ch4sx9bMeZmx5j6PHHDHD0z1rMQkisRmGX1MY28VDDJh+g4oNsliWltVdWS3tutnjmzB0uxfU2sZ+301qtOSGG/UtR2q09gOVXQeYZJx5sT9s2026Wba5pVO4TPLHBJqPUKDQrFpNUh5cWdyG1r3bvFgoZb0mdXa6ixHNIYJGAaXLMa+GFr1otkp+sZGVxEM/JoGnXqz8y4p7STt+3bf3SJ4lG3R9BoZ42ZGKyebqsRq5tS+6unFiXuGabcKeyFV22WwZCs0hyZXQOTyIOJGf4mBvW1nqbpGixy1XIUSxpnzKx8JB9X3sV7FCxnuFWVHr1tDdbqq3gEy46T44+O3ztyGvt1VUF6XrhZmd2yDQKSR6x922Bt1LaqkNOxHNJXaV5NWmEgEsQOZhnxVBirVY0oorSydQMkljJEA1DJigJbVi52hvFeKaaasWj3GKFVaarryRg45klrudOl/q4l7Zlm2zeaCIvwV+2/wALYgEa6U+7UFXZRwVlxWjt7rbO7LEqz3YZAYg4GRRYXHT6S+r3sPs++RLaaSMNVNeNpfi1ZtAHRyYRyava2j7WKl2peSjNWkNmtUdDMK3UUxtGj6i5QqfvIi3TZlxJ2ZHudK1WuVIt6n3LeA9qVbIYxS/BrEVMR6mmXzfc+WPl1Yg2ruDcYK26lY46m7QKXobhwCdTWCfh59fLPHLpTXzI/Pgi3YjihBy1LzMR9HqwUrxjrMAGnYZufnzwJ6MysBxKSHxPrGGiu04mXxXI5jMf88CepDJFrPH1oP6sBNWTKAwPqOFlDZsjcADwy+YevG67tttxqNCxGz71Qy6iTjUGTQD5JNfhjbZ+49wNS5SAm7ekpLGrwRPGAEl0r02zyTw5lwjx31rXzuDbbv8AtWetZMzkl6FD4Oh4Pp0o2Py27I8lr4cy9SBepk54IrqOC9TzebG79yb5v0U/cm4PBJR29HzlVq83VTrRj3Wy5VHLGuKe4oGVLkKTBXGlhrUE8PpxkDnjInx9WMifQQTnjPPIjwwEJ6XZPedgJMvhHQ3hhksg+pDb8r/Vb7MfyPh9nOfc2/yjbNjTPisso+8n4eC14831fX0asVNnp80dVMnlPmllbjJK32pHzbH0+jxxx4/LtbLdJWGfS6upI0yRnUjcPUG9WL/bVl13OPb7SLFxk6gjeISOYyc/uwPre9iOw8FpYZUV4oXgeQMmWY0tGGVsTQtXmp2DGskMFhQrNFnkzLkWzyPBh5lwB4DByz4cM/nxncsxV+Bb711QkDxIBI4Y1UrUNjIgfdSK+RPh4HFzZO35Vp06ZWPdN4YEyLI3Fo4B9fT68F6VfVafMy3Zz1J3LcTm5/8Ay4zxXWvCssLsRZkZ9JjXLgVHvk+nhjj8nxy4cPp9WIhvXRO5jV12q59E8x0ldQB8mnPG1drbHO1O/uokns31AZoakH4hi1cOqxOkYr7bFG163anLrExE1ixYlObO7PkuZ99/Ii4krTwLXHxE8leFXD6YpXMihtIC6gWbwwyySONSshdSQwDDIlSPA42uHb5lrdybGAsc7gNUNReZJmQ8eo+rTpX39WI4O7I4ZtumVjFu23xysEcfu5Ysm05/WGINs7TtUjHJVN19wmDSqQH09JUXytn59eNHcPbclfdEi6kl7bo0soyZ6dea/eIv6cGs8U+7VZUztJFWZ0jUn98H06Tg7psNZTtew7c3wkbRSQhdX4jrGo1sV1+T38NuW7wSvJYJ6O68rRiBsigMUZb4dT73m+2+Pzbb9ExMPTmrseSeAHWuhl8jqeKH3sC1SUPYjA68QZS8eYz8B9PrwZtIcRjWQOOYHj/N68VN5r5mG9WWrMMiypMj6kB+qrhiMNLYDRxACOONFZ3eQ8MlVc2Y/VUYtb3NFPUsXmKV68pyMdZAAE0hmC9Q/eOPrY3PtDdNtqiNUNFNzCLrsxSqX6No5FuQMOf9VvNiPad0mhi37bC1efb3LJLHBG5jrMeppafXGF/vEepJf1saZFzccGHrzxkyMrerL+rGWXq8P68Ze6cTQkAorFRmOHDx8MAgR6PBWT1YkhsRLPWkGiWNwGRgfUwOP9tvXkTtndJ1O1SyOD0JJANfT4lvh9Z06W8mN13eNYTZv1ZIVqyJlGLLrl12cEspzGrlXA7cvziG9MSz3GDMkiourWmeWvlGlPtYl60A3OeVgRLbRW0aR4Ko4ZE82Akrh2GYUqoUafdGQ4cBjPGePHGWfHHjj58XNmvjOtcjKFssyjDiki/ajbJhiXa96fV3R2zL+W7zmczJoH93s/OtiIZ6vekST0fPjd93r6Jtu7SH5JsqO2UbW2Ia/ODxyZfweHmVVx48McMeOPHHHGXyeODBUuNQmLo3xMYDMFVs2UA8Obww9sVXpfEwLouByUsqF0kqMuR04pJHnj8nssFtbZCuhRmVngYZJMv/AOHCaZ5aMsDP0ZYctQjkGUi8wPnUePutjc0IexWjiW1QglkLPmzdJ0LPm2nXpf8AVbEO4d1XXSQxjobfQYwJGDzAuwzzfjiGza3GxdqRMSaljnYr4hOrnmF1eOLu+7XWepfpRxtXFaQpGjo4ylKethnzY3v82tiKO5PBbrMEY9QzQqZG5Rw44WSNg0cih0YeBVhmCPpH8nZk2mITbkFyrIciNROWZB8dPjilHuNWtRsSXokjFWRetcQ5ZV4kOvzN+M+XIuH3vdtxjh39ZRtterSjeaDbK0j5WCJSuiax7rP7mPi68rWpJ14XZZDM7oePBz4L+rjItkMalOY9ZxM6AdSWmnUb1kpIQv8AQcZg5Z+r1YmnqU4q81ls7EkShS5+fLCmNynWosrEevpygj+bWcT1SelHaRo5ZYwFYl106iRxzGPgt+mkFCpHHs9mxC2kMmovB12HP0pPDX+zhYkURxxjRHGuWkKOGQHhliaGtZlqV5gdcMQVlBbxKauKZ+xcR/BAQ77VkZkLP04twqt5os2OlZE93Be/DLFZBKz0XjJlU+xvAEfaGHjrSPXR3W5t0656UcDPiR+7I4fZxHuMhnd6zP0leVnjWxHmodOC6hxzVsVqyRfFXpFd0DMEXl8WJPjx9we7hUL6piTJPIMwXlc5u3/IfZxtti3Wr7vFtglVKN0HJhLkCUlHNHIgX7s+X9rEdeETPt0mSx1u4JOm8DA5aINxjEqyxr//AGl1/VlxcjWlCi7YxMkD3EM1gAf+l6SPHJl9tl93EW+Lu70JbBjlo7BDAk8LoTqStOdPxEk8qfi9IxrG/wBlMTJutH8t3WBUeaqrFk6dhS0bxs3NlwZHV+ZJEbDSRHOAnPL146ZyCjiOHswNPmz4+zFCFYlk7kvTR1dtZSVcJqzkz9WgZ+v9nEVfMt0kWPMkknSoHieJ8MTiOCpPW2isIjfBLWY55TxhHqVRk2r0eOOpFIHTMjMe0erB448fkeONl7hJ0bX3Bp2Hffqh3OdKw3qzST7tnP7vGXrGN77iYjVttSSWAN4NORohXj9aVkXG3VJiWtvH8TddjmzWLB6shJ9Z1Np9LTzyLFDGM3kchVUe0k4FitKk8DDNZY2DKf0j5Hzej5/R82JdoqWEr2DIk0bSrqVzHmemT4pr+uuKvdoryVrexSGndqy5r8XQQ82lT70Obafr6cQblUl6tSyqzQt7Ucahn/PjZtlCqY9wsiSbgNQhgTXIqk8V1HLPGQ4AcAPYBwGArEKzeVSQCfoB8cXNpeUz3HjaKRI4xKkZcZfeZlVOX1MUdl2fcBLdsWS24xXEWF5U6ekCFm1L92o5U18zYl7e7hsGpfouIq6WhpcxHyBpM9J+zjP1er0cPSPR+j08TkB4k+AxP3NGqivCJ9p7cYKXOlSPiLwU+ZiSscOXve9pxQSSjEl+si9STIFxLxLMT4aznzNi5bpzZs1qYPt7ZJAQrcOnkPu3y9flb3sNpzSWPhNA/CRD7GH/AOby4YtpUR8Tn68/ViKxS0ncpF6bUQurrxhgQcwR0tHHKRuXBgFO18SAWevoBZUGWb5g6XXj7h1Y61eQSRg5EjxB9jKeKn5mxSeZ1jQ17K6nIUZ8hAzODnZh6fHPORPD+fEN2SaM1LX9x3YI4OddjqjlIU56oX4ribZLsiT2KMcbw2oyWSetIPu5FPt+t6BEGEdiI6oHPlzPirfMfbivT3OWGu6MkUSiNlYt5Q0khGTKoHqbmxHs+4JZ2m3ZXTWmq2Wkr2GA5lCnyn16MdGTdNw06dGQmyQew6AMuX6uKmybuiLZidG2/cY1aWWb7zQHAUgA6OWRWxKlSZZWrOY5wpzKOPdOAV9fD5s8Fiw0jgwPHP8ARi1fLMLggjavDTdYJY5ByMrHJlyljbXzL7uKHVfX+WPLbuyufvTI+qKCPIAKUCHVrPNiR9xSN6e+yJDVvBmMkciJnDVkQ8iRn70o6+/5sS7dXsNc3KBum9GnG8suvwK8BoXL16nwk0M6qJGaMRS/dy6ozk6FHybUpxFRvyuJnUuRCnV0ccgrheYM3u8MXO72hlqbfssTHYYGXTM8mYDTtw1aV8+k/s42+aLdQqdSUT2Z4+pM6K/IVz8R44leCFIpbDCSzIihTJJllrbLxPpyUADxyAyGft+XuW3L+PLCXrMOBE8X3kRGX21GNi7gZg09yqgtkf8A+TD91OP/AOVGx2x2ghGruHdUksofeqUB1peH6xjwSOA9L1bcSz1pRlJE4zVgOPEY27c+z60um5Iw3OoHyqBRl5hmNClc8vqsuOHys8eOInkDsskixDQpbJn4AkDwX7WLtSEr8XJE4rs/ECTIhcUe3JpXob1QjWtNttvhKWXzNGfCRGz1Ll7uNu7n23Ozb2a0rSVYwWMkMh0yaQOOoDmxKdpFi1dkQrABCyLHK3KvUdslXSTxxsuz17DWd2hC3t83XqtNpZMm6cbatIzbhy4m3OHZkt3tRkaBMh1Wc8S6k6Wy8eOKFalPBs9+wA08D61iGo5IwZQVVtfLwOIau8SwbrZolq0nxRk6KceAkkGlpVUcyt+ziYb1H8E8BCpNArvBKvgpTMah4eDe7hRTvKwdzGjOrRguF1aQWAGeWOPyvnwMWKkjMiWYnhZkOlwJFK5qfU3Hhgrbrs9qjamrHU78FhkBVSAdHiMzkObHE5k8cbiv1bTMPodFbCSo/Qsxfh2AMzl61Ye8h9a4eolYV7cRCzzsR001Z5PGvmfNRyjH3OppZQGmmc5yOfazf8sbZYB51s6ADxBR0OtSPYcsLYgVqdtUC/EwcrZ+sN6pF/XwsW4ivPFt8WoEIc5TYGQYq2app0+rAApwAZ8fu0/qw8fwsIEylPw1GWoZezCXqTFt42CF6u7bZMCWlqCQspT51XijYguVXElSyglgYHPMMM/5x4HBrkSS2AATDEhdgD4asuC/pwZHQVNsrTA25rLaWBhbMpoGejjlxY4k7jm1Da6oaLZ4pEyD6xk0yH9DcccMRLMzwWa7dSpdhyEsT+1T7PauN72lTI+uvXsx2JCC0gJOtj+22ApJ058AfVhJoQLO42WEO208+M0pI8QOOhRxbEl3uKtDd3ixO9iVgWZI9R4Rjjkyr8+PjKUYbtjeJUG4Vwv/AJaXyh1YeVOPLny+7hO3aS1s7VNp57NkGRY0DhAYoxlqkzOatrXR5sN+WWBQ7lrS/C2qKTiUWWSUGR5NYLOh5nTyPzaNWNz7isZz7pYuiFxzBdvXVwkdBzZsq5f/ALsVt0n29F3KXX/epNTySIG5JDr8rN9GMjzauBB45g8MX9loaoYKylKtcIFhzib71o8vLxPr+TZqLqE9XSZAwyBVxmGU+sfKB9hzx3h2g7f4Tufx1NTwyrbimtVX1ZK6N/1YMGYaDtnZkRVBz02b7lmJ9h6OX8h/y9HD0ZD0ePoEd6DU8ZDQ2Yz0542HgySLzDEm20N9htbfLwSxuEXUuQDw5HXJXy93Xj/bHdt+tSqFhaq9xtAT8QEZWWAqmSLLqzLtJq1LjcN+2vuDb9uW5YYJGqs1wJqJSJYEB/F82gDG4U95qiC7tsixvKq6AxYZ6WTNtMijiwzxG9yrDYaE5xNKiuVPzZjDR2qsVhGy1iRFbPSeXM5Z8MdKavHLGMvu3RWXh4cpGXDEt2oiVJ6Ei2QyAIrcwD6vV4ZYr2PVPEkn/UoPyOPpiOxtejivyRy7jaEv91QIwOWkkN4Dy4u7ikD2TVieYV4stTaR6s/Z5sQ3aW5rcutruX6GtSrGQl5AB+IsoHvYjnjrQRxSr1F1ysSVYZr5V4cPHF27uDwwQyaGOliVXQukklgOLewYhir0ZSbWo1ZJisKyBPNwbnH2c15sTHcJoILtxk6VUSAkKi6VHHLMnjhcyADwViQB9Aw5Df3XbJNACkEtZZOOf2Y0b/qwFX1n14tbswVKlgCvUQZ6mSB2HVbPhznyge7g+serDyKOMaM2n26Rnjb9/wBpo2pSsbwb1PLBJolWUh9YkbxZcyif/pxvkSAWY6ckU9SWdsmFeQHPMgqqFW8/2sDb9niO7bgzF3qVWMhUkZ5yTMSqj1eblxY3HuYOJbE4lXbIJcq6IuQQSBfxHyHNhUjUIijJEUZKoHqAHAena+541DVqudLdRl4VZ2H3nD+zfjizYiXqGGJ5ovYdK6hmfZiPufc7IvbjehHw5UZR14jx0Rj1N6m9Fralsx1pr4EUDSngzghtOXi2eXu42Xety3cvPcsivfsop6McYUBE4jMoycDy4kkIgkSy7V5xWCyyySyDiuSanLlRnhdw2MyrudbqxbjXkgeGG3XrJrQuHGn4iSIc6+bUvUXFa/WOcFmNZIvmDDy/snlwCfDEcO9Poj225beaeJeJex4Z5cel72jCXKMy2KsmYSVc8iVORHHLiPkSbcnPBHVEsxBX7uQtkoPvcy44fK27n0wdzbRYpOp4Az02E6H530DTj+IG78GMu8mirjwKUYxEuX8r4+nx9DRTRrLG3ApIoZTn8xBxU7r2ioiQ6jV3GmAdBjl49RDx6TKR443l7NyNLrXZbloSSDIRSZGNwx4MunhmMS7vWnjvwxsscccLgl5XOSJx4rn9HlxQoyyQ7PYmKhKtaTUQ0x0qJ348cvdxardwUrm8QQohjsVdMkaJnzsWbTI7+rwwsFnZZqcdiZZaskgzjlhjccHWQAgkjjpwscMSw9X76VI2ZkDyDNtGo+T6vyPH0cfRNXkJWOdGjcqcmAcFTkf04iqdxzvtVV+o1DcI8j1QMwIzIobQSMmKkfYxBuW3blNf2itY6M9RolQiKVtLDLSshljdlKqdOHubtSnrQbfH1dt2+1FoeeXPJpeGteTlVdfk1asUtqtbctSfcH1Ub3xGvozL7/3YDahqGn3W1Y3OK+RuDG01eS3Ki/fJEqqMsvAIdS8vvYz+DXQwyVG1Mgz8SqsSqsfWy4WtQURV0iNKxBEGYF1GtJGAGlVV84+ozcz4ktWn0Qop1j3mz4aUA5mZs9K6cJt24wSwTVJCkVdR1pfh3BkjZtH9nHn1fqaMJ1bqSK5/cZy6VHEs+gMUT7TDA2e4sgTdpOvDIFWIxbav4qsRxWVs1TT5vvMPFBkIoREnTGeQVTkFHz4tRXdnsXYLAM0NGi5QOrNmhccNUOYyf6jYSOns9HYYLAmaIyMHlUQp1HZkQZashy542DuC9dtV7cMZaSCEiKKfnOTOg9TAftYPpm26ZQaFuF4rLcdYLDJSvq+fG6UtzlH5lsnU2+xIV4Scumu+R8eqmNsWsysscISYKc9Muebq3sOZ9HbMsSn4epaaaeThpUqo05/O3lXErqcuhPFI49q5lT/Nnin3N29O8+8U5Ge5RXijjweML9fpHjiKtV2yxOyI3we3qVVzZaNkZ53PEQxK/lX9vFDbLDK89WLTKycV1EliAfmzw888gigiBeWRjkqqOJJONx7u0SCJ7oihGgKjViCBLn4nSQqYk2mWZjUsRM1eFidKzIdR0j1a1zz9GZOFnryCWJiQrrnkSDkfHE1iOJVnny60gHFtPAZ/IJUamHgPDPAMihHPmUHMD9Po7F3hBxq79XryMfARXQYX/wC3Fu8OI3Dc79rV7dc7DP8A7v8AwZSRFkRhk6OAykewg8DjrbNbWCCRi0teyCwTUcz0yo8vsVsbjSlkaaLaqyXqqMoZHMi5c4PvR+KHFLfq9CjZvSQFfh7mpJI5EfVHPGyhh1NB6XP5cSVPhbNS5FEs8yWUCgByV5WBIbmB/WxYW1G0qxyRmB9fTWKRm0K8rcdMK6s5M/dw20bqlq9sUgB2a8gFiU6UVpFVVOt4c25D7uHp1J2ivJ407KGGU5fVVvN8rx9AqQzLXuQzR2alhxmqyRnMZ5ccji9X3h5Ke5Tyxzb7ty/hWKcLJ/eaJJyLoI9U37xtX2cXKn5pV+LsRiMQmQM2mbIFivHwRtWNu2/Z3O7X6maGCp97IqkIF1OvIM9HtxT2DeNtm2a4Ub4KScjpzhSS5zHlfM582J4tjrx7i1RVWedp1SKOSYfdqvBhIyj7x191ftY2fa9on6G4xQyzWNwdNYaFchIrKSBI0076+byefCWtwsDcN2ZQIZLARWVU4noRLwUZnMsOb7WE32vJDW3aumjTNII0sw+uFtR5Xb93KPK3m5cJue3onSsLmzqoVuU5FHIHmQ8uWK+/XJw22yqKM6SNpWt1TksqeplkYBZQ36y4ZpDyoQY4/HM+IJHrwH3fTGtcM8NnUYnjA83TdSr/ALK+bFTb3sWDY32T4elFYYNNW27g9iRyAD1JlCqdXkXkxHWgXRBCgjiQeARBko/mx83phk6jJ0WLFFyyfMZZN83rxJuMpkSw8ZEkCt9xLKqFYpZF+umeLCNTnq1Pho0u/EDSpvRsVZos/MrJxY+ieLb5TDuCZS03BAHVQ5hST7rYn7bv7nFS3WQRwWFJy02eDFU1ZCTmGNw2vcqsnwMU4Nuyikis/lWRgMx05OU4bcqMGVmw7TGwHZtRlHHLjxQ5+XHHC7HVR7dxytq9XhzJWrCdT68vDXiLae1R1LNwJXSlGozgiBGtXB8nD3v2sbdtgpMNwq3Ou+4AMY2rKB5fd6fm+1qwfZieSWdH2940WvWCc6SDzszesN6sBEUKo8FUZD+YehxCwSUqRGzDMBvUSMRidg04UdVkGSlvWVHqGJ0mhEcKMBXlDajICOJI93DxKwMkYBdPWA3gT9OFeNFeKTKGIaXZviJDlFr0jlh1fiP7uIWvJHHdKD4iOFi0av6wrHxGHtrmGpW6dlWHiOnYTiP58bMPW0bufpaRj8g7i3xdyK40NUUoF6iQnM5zafd+3jLPP+S8PTnkdPhn6JLVuVYK0K6pZXOSqBjeu+Xda1G0ibdSqq2t2SFs2eQe6zDyL9rVie7YOmNFaRz6ljQZ8PoUYe9qavs96gjQXLS/DxTPCxOau+Q5Y5OXTid9xs3b9QSyx0YLkp+HsQhiY5TGAjsjAhNM31dWNtl26ha3O9Upnb9xqdLQa7B9SgTSaUTS50uq6/udGLbvtgo26FizulSyssckhbgwhR0yYhmDSOz/ALOKe6QghLSAkMMiHXlcfoYH+QWDdKonWM5xPmVkjPtR15lwK8O0VekBlzxK7HPxJZgWJOPh9tqxU4PWkKhc/pI4n9OFj3aEvFWJlSRGKOvDm5h7rDzLgihNJY2m7WaY7dG2jIO6pX1iUjVJq9/zaMGPattsxdw7Q7RlGCSw6JskcSaWBaLiHWRNSq6Y3WfdJTuDxTpWr2iohkQ10BcxNFl0x1HPl83v41pUSWZmLNYsffzMx9Zkk1Ni5u9H+47nCvUqSROyAzkaVQQjON2m8mjRz42m1ftzX5JZ1rPt1pYwmm1GVbKONfxYfFm+rrxLUh3K1WoojSNTVg7BQuemKd9UsKtlxyLfZxR3Ld1k3feNwVGqQuPiJ5HPOscCtwRUzHPl9p8WO4N8UDeby9OKsp1LUrZ5iFSPF28ZG+SgSTQUcMfXmB7v6fRx4+k7k1JDte4Kle26MNcr+J8R91MuWcci+bE1yyZL+zb5R+FXcCgHWj0FYWkHlFmE5pKPfxWqwWEq1IazUbZjJNhZlGlGUnLTy8+KeybfIkt9Hes+6W0cxMkWarKoXNpHJGkj62N3ubVamNmGnnNu7NLEbNtz1JlVW05QrGOmw+s2NtlSevRsWounNq4zGRfxFkYDVp1cRq5cRbRU3Z0pQ15Lu4vV45RwkOuT+GrUPLiW7Wr/AA5hmMRWQ6iUABDHIcCVxl/R8otkAzeZsuJy9p9D7PJoETVBYr5A6y4YiQFvDILkcb4vsrFv+llb/ljZCPVAR/M7YazZLLCpAZlUuRqOQJA932nGY4g+B9HA5fy1be9n3k0USJa9is2oqVBJJCjkOrP2asKrnW4ADvllmQOLZerM8cUDJHI+1SXovzRYgCzRJzKgz4c7D9rEVTYomq7tCKwkv0w0PwkQVXbrMuURl6bdNYiGfmxfpdwVLRijjkin3StGDA8DLks+erNGOf3iZNpf7ONtitVoWUV4n6JjUxqdIIIQjJf0YzJzwMzmB6sLt2xJGK8+bXpGl6chC8ViUetX97/pxZfb7jbTXgcpBTtqZY5JkOTqUPFE+2nmxLF3BXkp260zwWJq8Ty1Q6HLLWM8m+bEkm2Wln6RyljyKSJ7NSNkw/kXq2QxhkyLaGKtwOYyIxY3LfsxRno5bRb0lkQRLzw5eDSZBtOfNi/3A22W6sMW3ojx2goEknV+5WJlJ5Sr5zZfW+tgxTyCW1JI89qRRkpllOpwg+ovlXGeNpavGrTpLJcVpI3kiBiAiXVoy0lWl16nOhcVd1kevur0Y5UG3rGazOkwAcxyFpF6oC8mrlby6sXN1dZIoqyGCzUdCliOZ1yWJ0PhI2oafdbzYj3ze0P5tJCsFOBx/wCVqqMkQD3Xcc0n8hl6bVCRVPWjIjLjMLIBmjfobG49i9wDprLz142bPp2k4sIj9rllRcXdn3iOT4IyuzXAjczRjJWjThmjjzN9bF6hvE0VanZYbjs8zqTlHZzdkDgHT7f1sVNt2S/BZl3ywNvaZW1dKN11O2ngc8uGLZpmusEDpt8UPTKsVrqA9jhyrqkBDfWxPt9zZ46v5wGr/ngmUahKNUfqYaFXFaDZrzpuMAmuXGjlZIc4hkgRcueTQPN72Ei2u/YsxK8TQRW443sSs3B4joHOury+9hX7m2OehE+RSzV/vEShvBZcuaNx68TXdpmXcukhcQ12BkYgZhNJ8rHw5sVNz3HarFGpJK8NyJ1LzRZDNHyX92fXhLtCYT1pM9Lj2jxBHqPo/wCWCFnJcyag7KDpTPPQB9HDAm22SKruKsmmxIgbOINm8RPjpYezG+nw/ujj+cgYgpNzGhZt1T/9Kw4/7MSQSXp3V5TKCQmoKf3WeXFAfDAHsGX83pkkcZTTNqlyJK8oyGQPl4en5vlcPlbHukkFizs+0WWn3dKrZSRwkDKwq+80LDV4YqS1bjbhDeU3PjW067DWD1DM2nJdT6uOWNwivSSvsUMnwsVSJunHO0eRmeRhzuFl5EGaryYWNRkiAKg9gAyAwcZZY/7McTmPAH14VY0RVZtTKAACT4kj1k4h3HbbB2neoeRb8SBhJGfFJo+AkTF2tujLJuW125KdmVF0K+nij6RwGpT8gDMZnwGfybW3WI+ozqXrHhmk6jONlPq48P1cR7ruIn3SOmZFm26W2qRmWs3D7kR+dCvIjNp8uKVmxcWOPcIxLATqbkYA6m0g6FXVpZm5dWFeFw6uoeNlOYZSMwQfnxsU11Wfb69uRJzxMYkmQdASgeKNMi+bk16dWC78Wz05H2n147ZVFEEVy0ouWSc1leAgxJIhOltCk6GP6uD9PokiWRomkRlEqeZCRlqXP1riKGSVp3jQI078GcgeY5es+mPbmmUXpo2mir8dTRocmYerh8pIkCQziVJfjANMyNH5XRxx1J7D5saO4acG5T1qxpxltMcc0RPU6gMg6bOy+K/WwGO1y24YEVyZa4eGGQeVHI8B9ocuDu+10yt6Eid2KvHFG+WRKqeReOLqQtDEl+J7lKUcIuTIOsmQPMfreXFTZO7WpuK8hWATSrofiWQqSQ3g2WItwigowdCUrUlAP47KQF9bFTnx93TixFJDJsO4bfG00O5U83jSaUgqo6mpHjKN4Lj8s3d69nc6G6V6k9msAnWhEupZQBynVoOrT5cTX+1d0rUe69uU2LEKOEkkijXXJG8cfnYr4cuIpdtoRR7feDoJYgvFPI2oueVfqtlijuCH46KaXRvkcYJVEYfdiLPw0n943mbCy7dYWViut65IEyDPLnj8w4+jh6L9XWonudGCKMnmbXOinIfNnjvLaQCEodw3REDwPSmYSJw+g4CklcjmCPaMKsr9SQDmfLLM+3IfIEkTB42JAYeGYOR/p9FW7tjpYqrlFb2+Q6OQnNpY29cgHutjh/JcBgrIoeNgVdDxDKRkQR7CMbz/AA/lcrNtzPunbYY59Xb5znJEhPrrSe79XG4WtlSGzWnInkoSq+uOUECV4An4hmXMmJtP3mLM+w0HlSosrT2byvAgeIEtCiD7ySXhkchoTFa5Hk0dmJJUZTmp1qDwPzYzIxngDxJxoC5sD/NhtwnRrMpda9Wso5pZ5OEaD9PicTS7mVO7blO93cAnlSSTwjX5o15fkLYKAzopjV+OYVvEfJByz48cd2bTKC9iHcPimk91o7Sh0yA4Ky5c2LBqVYa0tlWSSZFAJD5kg/Z1HPTjb9mvmTbdwSFIiLUUkcZ0MYsxKw0AOV5dRxahlnNnZ4Ktc14q05WPrSO7M4MbDqOOmuh+bp4/Kt0vR2dnAVV3G0NNiGaWN3RZGXKOXhH59Grm5sbbulCZd0m2W7HZniiVnjMUnK2cmXTDZ6dPN5sLQ6oS88Sziq/B9LjPL2Fvaowqs6qznSgYgFj45DPx+SHKL1ANKuQNQB8QD45fK8MT079BZasYXpyTKro+oZkKCOXTgl6HQLDJxWd4FYfaVDpb+bDCruN2tE7ZvEGDKV+r6s/2sW2uC1d2qON+k23zfeyetUKN4fb4YW73Az1Isw0NFW1SlfV1GOfT/V82K0W5RE39uVZYIER5AM/KWA5Gb3ubFdzuCWI9xYQQRQHXKTLynNFOqPLPmLeXE27bdJPQsUQW1q/VMivydICQgDPVwxDPUkY7ncVbdXdmH30Ey+QLkfKhXS3HmxHRjqNFttu2lixHWkU1w4IMj6hpaGNvNoxuW0ncn3gxPLFdMqFGVGOjpZ5DVpIPPiqNivkXplkavVlfTZlaPIhYWUANl9RvNiDeL1KdJRGht1iAJUOel5GHgF4a/wBXCSxnVHIoZGHrBGfo7XpPH1J9x3yhTDAnhE0oeTIeHlXzY7nrQR9Ub1UobrHE50AKi/DTMh97JkBxPBRu9K85Y17ciBwmbZhSp8Vy5cPHviVxYjIVJ6zErKMvMVPkxw9PAZD5vDFapPOkdq2W+GhPmfQM2I+Ye04Z4JFlRWKMyHMBl8R+j+S4+na+5djgabfe3LS2okjIEs1Q8LVdc+DdSP3Th72yW1kDcZ6wOi1VfxKSxNzKVY47h0NrRd2njDev7tI1zI93V/3sPY2SzJtdhs2eKMdWtITmcmrudAOfri6eKd46VsTxBp4FIzjkBKupXPNeZfBsfOcBgOIIywSozAU+HgcRrddpIKG3Jb26vmemJi5R3K+BK58McccPkyQpIrSw5dWMHiurwz+n03tylIWOnA8xJ8ORSR/OcQ37Wb7tvgF/cZ3ObNJKM1H6qIQqjE0g8Ujd8/nVScRbjdnn3C3uVOAWjcYSpoy6gVUKhVXU5OKG/R/3bdGVooNqg6cUMpnBj6z6slgQZ+fNY2bEW87hWqvYmke3XKTibOskSV2qsCFGoCTqQzRcrSNoxfr8InsSRR14FyVpZeopCKo8S2WKe6b86UbFRIxHbLlZEZQCYxl5z+zqxL3g081Tbdts163bMWgg2ZmfOeT2gaFJz97y4DAZagGy+nj6PDHh/JeOGnnlWGGMZvK7BVA+cnFveti2xJO2dtkCSPKrGxbOoK3SA4jLPPgOX3sXu4+6tukSeaXo0tunDIIq8QGknIgyM31mxslWChW2uuTHKbLr0o7b6s9ClB5o8guXLzY7d2N26tfcL5mtxoQc4ayljmR4AMebF3tTcqwitbPlNHJG2uN4LLs0f6pHs9DFI1QudT6VC5sfWcvE4jeSJHeI6onZQWRiMs1J8v6MT7lJXa0FZYuiMsj1DpzYn3PrYp7joEbSqyuijJQyMVIUfVwVyz1Ajh48cdl7PBIGj2lbm63FLdR16cRji1nM6T1G97HZnc9GQQTPLNs1iZtWn74dWuG05cutZc8LLBCstwxq3RY6FLHLPjx04jMcDzs7qjKmXKD4sSfdXGWefz+mxZ2y7Ltm52ekJLSHWpWLPJdDZquefMy+bBW3CkztC1eSQjJjHIB1FBHFVcjMqMbelCWOvtlYMturozaRQoWIKR4acsZo1Z9sC6XUa/iFkA48QdHj7v8AKAj1Y/OdokbZe6oOepvNXkcuvELOq5CaN/K4bG7neIon3jcZn3GxLGhVc1b4SSJsycujJFlF/wCG+JLthzDWiGcj8Wy45AKFzZixOSqMbVNtu22dttX3lgtiesK8diuEaV3/APmpIFZc/vOZsEuOHqwUByB8MPwzIbID2nHcNstqj26tX25NI5dRzlfm+up8V+WzKiq7nN2AALfSfX6d12moyrauVnjgLeUv4hT+tlpxSuUd23Kny9G1RMqSdGxCenKmciMw5l8vlx1qG7rbE08FeODcoFk5rDiIkyRGNig1atOnBsR71Xs7ZScH4BaZkCV3b7wqC3V0V880jD/hYe6ZY92k3UCW7ubhZFsDiUCA6lWBM8ool5U/Ww8Ffaze3aPe7T9tbXFmFEkARSSw5Y4FJMjJ5cV977ntSbrvyfeIrtnVqu3HTBEOXk8NeNgq30WzVanakhgkAdVnUj71lPjy8oz97HbfbEa51trR933CNclUKvJXQgesvm36uM/Wf+eLC07CTtUkMNkIc9Eg8VOOHo8PkcPT4egvuV+CqActMjjXn7Agzb+jA6ck9btTb0ISzpZGtWmy5okccUiHLrbEO3UIRXq1xphjTgBnxJ/WY8WOPb6sSUdzqrZrP7rcGU/WjYcyOPrLiSytqW9KQ0VQzgKIInbU4XLxdz53wd03ONq2ybpQipruQBaEWYmJysEeQ6eC4V0IZGAZWHEEHiCPRbmmry0oqckkbSWBoDpEMzMn/hfaxLRit17MW51nNcBlfWnqkVM82CNijDImiWqZK8gIALNGxGogeXV44vx7Q7puGgGAxfiHJgSq8RzMOGO7t8vDVaqpDtetiS3Wk+/sqx45spWJW443uKuuq9tyJulLhq+8pMJSAPWXiEiftY2yyHlgrTLBertWkMTK2nPSSPd4lWTHhjww8ZLKHGWpDkw+g4A48ABx+b055YlaCJY2nbqTFRlrfLLUfnyGPDAh1jrFdYjz5tOeWrL2fyY+nFzfdpWJN5h7g3KhWqTMc5obkgUwIiAmV4JQtlI/LyPqZVwa8261N0r0nr2YYBWWtLblhfqPHI4Zkh8o6TJ73nxWTbrZ27eNunFv4W5CetG2lo2V4WKF1yY88TMn2sWNqvZJvdAsLKJG8cckQfTHYi1ZgpKMuVXbQ3LiW9cmWvVrqXmnlIVFUeJJOJYuydge7UiA/wDdbrfDRszDMGON8iyevV72Fq2ZBPfnkezfnUZa55jqbj6wvlX+R+nGY/nx3DtFbl2+9Wh3gRH93YlYxylPsyZam+1jZtqEwhpnXuFkBAzyGm6GJAxPIupucjEt+9IK9asplllbhkBx4Z+Yt4KvvY3HdNuePbttIkt7fsNmPrTV0bOR21qUEbNqMor/AHiR+THYlfbptdlNwyQsQ08kFiMtNI4HNlKW1Nwx82O6bNxtVukK0VeViNEVR4+poXPy8wzdsb73ZJzfm9toaRPqp1D04svmY6mwKdtpUjWRJleBzG4eM5qQwxJ8LXjg6zmSbpqF1uRkXfLzN9r+Q8PTtfaux2zRnupJa3S0F1NHSXkzXP1ux0r9rEclbblnvouT37X307k+LFnzGr9UYC5ZKoyAHADGWDqGPDHhjc9mOgPfgZInkGarKOKN82TDzY+B3V44992yV6dyrl05AIMlRtB4ty++voeKVQ8UilJEbiCrDIg/MRiK7Wuuu1QSfEUwjabELA5mE5jS8T55FhzYYIioHJZtIA4nxJ9pxPdtSmSKhDJYmlkOZIjUucz+jIY261bXTuG/yTb1d4ZZtdbXGeP/AIAiwVdQ6MCrowzBUjIgg/NjuDsSYnPt620u2Fs+fbbpM1dgT5tGpo3y8rY8MeGPDHh6PDPH/L0eGA+gawNIfIatJ45Z+OXyOl8OPgunq+K1jUZM8tAj8fDjq+Rx9K/SMK1KMPPH3VvN55G8I9vSAV52GWfNJLJGkeNS8UYZgn58VDTppbuV7cEuoyLDMkCPrlEEzeR2C6cs8NdSlJQpbVE1DcY2lSRDqBl0MUzUziRkOiP8JPxG59OOzo51M9ebeEil28H8dCmZzTPmCEY08NKcFAGQAHsA8MeOPbjwx4Y8PR4enLHDGy90bkTFs09Gxtd62FLiKTUJYNWkE6XOYxstjti/Tls7ZSmsyvIzSQ9OyyxqknS95hziNvNoxUa1cubi0EgstDZmL15LfH+8GFg2ls2JSNW6SfVxuk2x7lVyhLx7hZWeMBY0BEsQlOtElz08G83kXmxR3q1WD75ejMkl6UFpuk5yRQXz0LoA8uOAwL96KUWCgisGCZ4VnjXyxzBCNajENOrEsFaBRHDEoyVVHgBj2+ngPkeHo9vp3OzLdkZE2xZ4K7cQUmIjMa5/u42XXw95vTxGeeOHh6OP82AuWeWO792EK9Tb1r7fFOCCCzRhpmOX7xuVW+yvydk7GqsRZ7ouLFaZTk0e3Vsprcn/AELoGEhgQRwxKqRRqMgqKMlUD5gPRs38SakZZdp/9t7jRBm0m12XGUhy4n4Wc6//AKn2cLJEwkicB45FOYZWGasCPUw448MezHhjw9Phjwx4ejw9Hh6OPyMzkAPEk5DAPqGWO4tjssYpI5L5rFchDMbUsVpUH1WSFCyr7/Ph5OPzZ/PjdNy1BGo1J7CuRnpaOMspy/WGKVySQbz2nPXS7JucYyv12nHVnlnTgtmHqMx6iffInnV9ONy753Vml2tXnrdsRTNrEcbSfePDw5UyXTq+s2PDHhjwxxHp8McPT4ejddqncQx2az5WG8InQa0kP6jKDjat2FWOnPajC2hCioJZYSYjKNIGsPp1KcXoLto06s1eSOe0H6TRo6kM4c5aSo44iStqs9nUJUexfljWuu7WaqdKAR1owqR0qy+X+1fndmwABkBwAHAAD1D0fPjwx4Yzyx4Y8MeGPD0+GPDHhjw+jG7NH98KGywQPIvlheWYv02P1nA1ZYaSQhEjBZ3YgBVAzJYnwGJINsS9v0kZ0htrrSTxNJ9QS8I8/wBOnAvbn2Nfr7QoLTzxTQzTxKBnreFT5QBzceXG1b1JfSHb97eOPbJJQVaWSU6VQJxbMHz+6uCCMiPEY4fox+WbePje8tyXpbLtcfM4eTgJ5fVHDF59T+bENDX17bkz7jbPFp7Up1SyE+J5uC/Z9PhgsxCqoLMxOQAHEkn2AY3j+JFhD8LbB2jtcMPDb68h604H/wDZnH62mP02aF6FbFK5E8FqBxmrxSKVdT+spxd/htuzs8u1qbPbVx//AFe0uToGfrkqn7p/1eXlT5Hh6fD5Gfr+R4Y4+l4Jl1RSDS6+GYzzwkUYyVQFRfm8AMbzdgVZlm7so1YWQZkijSmMrq/gunM6x7y8mGXPhnwyxe2mzmK+4QSVpnXzBZFKlhn61xvP8MbHdb1aNCvGIS9RJHn2uXJNUMoOcPD7vQcVdroRCGlSjWGCMepVGWZ+djzN9r0+GPD5Hhjw+QyOM0cFWHtDDIjEm1Vu8N0g7d1s8G119ETKJDm6GYZto+ro04WS/NuO6xp+HW3C5LPCD4+Q5av04WGJBHDGAscagKqqPAADgBj58cfkcPT4ejL5OY9XqxuG37D3HFQ2bdLLWrVz4bXugLe4JidBy91yOXAS1a3S3qAFgzXpiJvb1FzyIb6uEqUoUq1YlCxwQqERQOAAAxJFq0dVWQvkGy1DLPI8Gyz8Mdt/mlJ5adfdlp7Wthg0cilyxeGIM2ldJ6vKOVsZaSST9JOIFqRJuPcu5TCpsu0qwLPOw88oHkiiHPITizuW52PzLujdW6u77o3HU/HKKHMckEflVR8jbdlNkHY7laCKamxXQrzaz1sz5XVgPH3Mbf8Aw97fsD4vf06+8X4CHFTZ1OU0uoZrrn/Bi+t+1iptm3wivRowpXqwr4JFGoVV/mHyK1/ZXWr3hsEhudvXDkAZMvvK0hOX3NlRobP3tPu6sC9FEat6CRq27ba/CSpcj4Swup4jJvJn7uPD+R4jGfp8Pk5jx9RxvOwi0lGra3rY92owlgsvxFmQrbatnw0MnCVfqu+JZSORAzNkMyAvE8Bja9s7F7is7ZtdinP+ZZ0ldq88LkqxEgyBlXytq04vbhLfs7vvO56DuG63WUyyCMZIihQFjjXPyLjPGePD0f8AP5OXyMsccZEccZZY445RjiMeHo8PleGPD+QWLc+tGaLG1Vt1ZTBPDIinNo5B5c14NinvEPce9S98mV6NajnIRPRkbpxpBYAVQzxnnfm1NiHcKG0rW3VoQs1mZ3nsKzqDIplcnNtWasy+bHh6Po4nG4bZttrq7pFA4q7gsYmpLZHlQsCOp7GK8itg9xbvXeFbssbz7pbi17num4vyJS2uNPwqqry6tPN5vq4Mt9FPcm7BJdzYcwgRR9zTjP1IAebLzSavd0fKf+I/aFU2LaoE7r2OLh+Y1EH48Sj/ANZXHFf7Rftcss25VhTudiX4Fm2Tcq75WY3UAPDZjPN1NesN/Z6f+D2fec8lmrhY2UAEPWk1e3j5vZ9nEHct+M7aYUk/No5gB0Zao+/OQ8F4a1GO5+7qcdutt+625I9phmQwwy02frLMqMNROo5KfLp8uAR+nBz8PT4Y4Y9vo4ejwx4Y4jGWPbjwx4Y8MZkcM8cBjPLHhkR6sZ5eGMyOGOAxxxmfH0548PleHo3La4pvh5b1aWuljidBkUqG4ccUNx7h3Q71e2iI19kgUMK1JCSSYg3MzceGryelNioVJt97mmXVHtNTL7sZZ67ErckCZcx1e7zYu7JtU9RdtqZpuDbdMybeGP7l7xGdp/rLFyK2Jd77mavct1YA1+/YQNBCo/dVoSNI5uVeXqyviH+I/dNQ1a0SFey9hlH/AJWsw/8AOyr4fEzjjH/Zp/8AT0fLud39s1Xtdq3nM/dXb0AzeB/e3Gkg9YHGzCvmXn/+XX3HbbCW9vtoJa1mI5q6H1/T9ZfMrY8MezHHHzfyPh8nbu5YInksbZOK9iQElErzHUGZPDLrKubY3XcN7Su8e4XbjbiijRCUMaLLqiGfTUhW4e958dw2djvzzfw+rTfAbBRuStNKjxZM7xFhnFXyb7uNubTpxpAJ+jGWWRHqPyfDHhj1+jh6fDHrx4en8x6svU6PQ6Gr7nLUG1aPW/DzehkcZo4KuvtBGRGIqlZSkEI0orMznLx4sxLN+k+i/u00Uk0O315LLwwjVI4jXPSg9bN4Yl3RdptbS0EvQkhtDlZtOrOJ8l1qPe5eVseGPDLHh6OOPDHhjw9GWWPD08fRnh4kkRpY8jJErAsobw1KOK5/PjcO4t5Nm9Pf0g1OoYIUCqFK/c6HkVgvMJGw5Ra+0bJt0Zkk0hYYIY1HFiBl/wDqbFbube6z1v4ebdJ1e3dmnGl9zmU5C9aQ/wDpx+4ibz/qfi/yGY8Ri13N2dUe/wBr2nM/cXaUA54mPnubavgr+9NW8r+59ivvOyW0u7bZGcU6eo+tHU80cie+jcy44jGWXo9uPD0eHp8PT4fItbZuMIno3Ymgswt4MjjI/pHiv2sWLe3OZtpuo9aG/JH1qlmBuOizEDlHMn2tP2eXEnbXckorbOztNtt5UzWCSRs5I5So1GJydSSc2jy+XFaHsfvOGm1CUy2mpyM6SB1yTqNCVkXT7vu4qbTuu6yb1fg1tLflzzOtswiliX0J4Lr5vTa3vdGkWhSUNO0UbSuASFGSICTxOI942C4t3b5SV6igqyuvmR0bJkcexvkeH8lw+S9B9rI2Zayyx7x1VIaYnJoej5hl9b0+HyfDHh6fDHhgAAkn1Ymm2u5FdhrzPWnkgbWqTR+eMke8vr9G57rTqQwtuwR79gF2nlmTw1aiQqD1KuLG77xbjo7bVXVPYlOQGfgqjxd2PBEXmbFbfO6qsm29h13E+y9rzcs19hxjt7go/de9FW973uT8UKgCooAVQMgAOAAA8P5LP1jFnvD+Gwji3Sw3U3vtiU6KO5gcS6Dy17vslXldvN7+uf4LqVN0onRuuyW16dynKOBWWM8dOflkHK363p8McR/KtFKiyROCrxuAysDwIZTmDgyLtb7dIzBmNGV4kORzI6fMnN68hiSPYtrr7as2nrmugVpNAyUu3i2WOPoHrOPD5jniVNtpQ0knkaedK8axq8r+Z2CgZscPKysVjUuQozYhRnwA8TiC/WDivYXXGJEaN8vDmRsmU48P5Tw/l+HpzwYaVaKrCWaQxQosal3ObMQoA1MfM2PDEc+5M81203T2zaKq9S5clJyWOCIcTxORc8i4p93fxJRPiKrdXY+0I210tvz8stj1Wbn2jyR/9PTzPifH+Vi3/arb9v8AelJcqHcFUDWQBwitR+WxAfDS/Mv6vK0Xan8RqkewdzOAKV5T/wC2blxy1VpjwSRvXA/N+1yen1ej1fI8P5KPbIdtfc92mACoZY4YY2ddUZlLEvob6yrjb6Mm7xVxaqMJu3oack0YtR5l2TcPKy6F1cy6fc5sW9viuz7dLajMaXqpCzxE+DxkgjUMVKE9ybcZasSxPeskGaYqMtchUAam+Rx+T4fL4n0eGOA9PiMcOPyfDH/xxxIx5seOPHHA44eOJe0v4f007i7tRf7zLn/7dtwPDqXJ14Fl/sEOv9rlxL3Hvdx+4e9bi6be+WR+Ev8AY04vLXhXPLl52/V5P+Am2ff6MW4bdP5oZRxVvU8bDJ45B7rodWD0hZ737AQ/h+fetthA9XgLsCf9a/YVcJu3b+4R36LZanj4PGx9yWM5PE/2XHo4nHjjLxx4D6PRxx4enxx444n03N2Ahm3JUI23b5ZFiaxNmF0qCdTadWt9Pu4sz9xbjDS3a25+Nu3yY40YZDIiNXPKuWlFX3cGx2+aNneuhFT3zctvkeSOSVFDkKHZ9AYnVwxxOOBx4/KPDw8cZAEn2YzCkj244g4ByOR8PnxV2S7udatvN0Z1NullVZ5c88tKHjxy5frYSbuPda+1iUEwpM33kgXx6cYzd/0LiSz2921vW+RRqS9pacleun1c2kGtwT9RMNYlkodi1CE+HrSQfG2ptS6jJmzBY1HhpZVfEsPePaNrek6jrUv7V0BMVQn8aEPp4rzIVw9jdO1O49vqoNTWJKQdAo8WYo3KB9rEO/7MJvy6d5EjaxGYnzibSx0knlz9eePy6e9JuG6AanobXC96VQfDX0Qypn7GbAbtPsK9PCrAS2d3kjogg/UjLaz+tho4Nh2PbZCM/iJ9weXL5gqL5vpxWMUfbgWvn8RE08j/ABGZ4apCBo0/Y82Jb1vv6vVuSWEtQbVBFI9KExHNIw40v08uV05up72GoJW2Hb5FzZt+hledWRQSFiqPkes5+u2lcXZu4u0pt/h1aqkoevRsRjPIq8S6uov1dK6lwDT7Q27a/rDdNyzP0hYV8Ppx8BJt2y7Taid+tv8ALM9irJHnyiCsh6us+9rbB6O/9uWoxkQhqTx5+1QcyV+k4hbuHtSvbryKZGt7TZlkjEaMA7PmjdM5HlV8NIvdFdNEQneOYOjBSM9IBXnkX+zTU2EtbdchuVpEWRJIZFk5HGalgpJTP2Nhb+xbd+b247MC2KKhmkas7aZXjVeJdBxwMgQCAcj4jMZ5H58Pu2/3otu2+PxmlPFz9SNBzyufqIGxpgFnsnsCTMPYbk3rcoiMuRf/AEcDj3jzsv11bEWz9v0Y6G3xfu4xzO3reVzm8kh9budX/BcOBw/cnat6TtTu08W3GkoNezlny3avCKdWz4tyv+tiPbf4nbYNmd2Edfuelqm2ay3AAs2XUpuxPkmH/dxHZrypYrTDVFYiYSRuD61dSVb0eOWPHHDHBT82GluTxVY0ALPNIsagE5AksR68XNoub/DUvUWKTidJFj1AZkJJpKyfs4Zanc+3uyRmVtUvTyRfE84X+bDPW7g26VEcRsVtRcHbyrxb3vViOltmxybrOmTX7E3Vhqwq4Bi0yqjLJ1Mzxz08unzYKbz2s60AvPPtbyWZIyTwLxsg5P2sSwfk+9itEw1XhSZoxEch1mQHqKmf2dWJbr70ytBx+CevNHZk45DpxSKurP6cSXaO/tvdLcJJrcEVlZ4rFPqyajBLHY8rZHzx8rrhNrm7dHcGz740dfcYLNcv01BIWwkzL930lLaubmXEdUyzWP4ab5I/w8CaXaCZss8geb7hiPe+8h+1gMCCrAMrDwIIzBx4+jh6F7ffca4314WsrtmsdfpINRbT7vLx5sRbN/CvZ5dw3oMfzGxZiDw148ygKkMqnn4mR+Tl5deHnsd4bVWEKNBHDDDlDKrpk0zBU5ZQx5fqtijt+497Ua0O2lni3muJZ7kpf3Jl5EfR7ruuDWv/AMT97ZASSteGCHMscyBJk0mWLab/APxC3229pVhlSFo68LQx+RWjQadXrdxp14Nel/FTcIttXptAkkEb2VaJdCoXJ09LT7vveZsTzz/xTutWlRYT0ayLZ6aHMZmQmJG9skaa8WbO9zXu49zsiNTuW4WWNiNYjmohePR08TX6UElu7Iojgn3KY3WrRjj04DLq0KTzH3saksPmPKFY5D6BgHM5k+Yk546vWcIoLuBmeC8fpOIIe2ttuRdr0Ca8j25XqV7ThgzPZVivs0qg1tpxFB3Hvl7dLKIIxUp2JKdKCLxNeKKIjVF9pudsNU7eo19qrsc3WuNLOfa7nN2/abBLTEn52JxxkJ/Tg9NuH04zeTx9Qzxkjn+c44O5PzE4z1MD9Jxmzk+0Z4GlzmPZjSGJVuDISSG+Yj14Njdq+3RJEhLyWYoQVjXxPMNXr9WJ977N367tCvXSKGvstNj1J88mR2fOLOY8VGnlxbu95r8N2ssbS1ru69KvuAIy09QRlY1iy1FmkC/ZxLtf8MdrHcFtCY5+4bOqHZare0zEBrTL/Zwf97EfcneF5+7O604xW7ahadTPI6adT8OIKRyyMGk97kxmeJ/4WStZiSetMpSaCVQ8bqfFWVgVYfTiTcP4cbxJ2tZkJebaHU2tnnbPM6qrnOAt9eA8v1MCL+I3bk20RLw/3Dteq9tT+HMxXOatqPuyrgWtu3GG7WPhNAda/py8v7WLe42bYSCpE0shAZjko4ZKAWPH6uJ4a+yUEnZWStYWWV9DngkmhvPl46DhobPd92uk0uu0HtrTUByA4j1DTGAPLHlpw88NibubJY47FuxuM1jJlGZzCsAmo8dPl+rgkbFHY8NJaxO2kDgAOfwGA57YrOwzyErzSL/MzZYHW7eir5IYx8LI8Pic9XAnnX3WOPy6fct8fa2UJJt77lK0LqvlBVgcgvqxBu+zzblUlrsriBbjdNyhzAk4Aun2G5cHTwJ+fh9GNVuGvKRll1oo5CMvDLUpOLVB+23sbjEmVPdrEMD1XLLmjKzKWZB9XPFbYqCbWLNzNElMPTjjUDMuVDBWCD3PexUi717un3tqJdYkFYUtsVwc2jLjnOph45c31sV4ZNxpr1wq1IzLGNa5ZKEyPhl5cWd53Yla9YfhRkGWRzwCRqxGZ/8Aw4oU+6u39w7bh3JVkp37TRSw9N/K8hiJKLx5vq4Te2rNuT2pVr0K8TaY3d1Lh3kyOmIINWoeb3cdN+/Nh7Sidc1q0oWsz6fWTYshYw/2QMS7jJ3zd3zdBCY7FupJVE4iYaCGaNdfTKnRh6fb+1Q7YkiolmWJfvJumulTI/izev8AWwdTtp+fPB0sQTjx9HFjjg5wQXxxY5e3A1Nx+c4GbIAPbj7uQA/MQMczgj6c8EmTNj6scuZBxwHDHDjjiCccOA+jHE8PZjiMzjgueCQmlBxZidIA9pJ4YaG9eSayhyatVzsSA+zKPMf04XZOzNmuN8WoR9xatKkp1HisGoAIPrysf1cfmX8StgSludOQAX90v9dbAHNr0BlRFVuRYsnx8F/C7s87rErD/wB4twrt+0RMpI1hyqvOyZeEQ14S/wDxO3uTuWZCHi2OsGq7PC3j+CpD2SpHB5j+smIqlKCOrUgUJBWhRY4kUeCoigKo+j/iSpGasMmU8QQfUQcNuO2Qzds7yTq/Mdlf4Ys2ef3kIBgkGfm5NTfWxN8PDQ74qBGEMiEbfuCnjk0kbE15h4alV9T4/KO4tgg2O8zg6pafwMpKn3JXIXSxwkh2qa2OJe5EBK8qtlyvKjNrC5cuPzfcu3d3nijjZIYakMinW3DVIM1Dqq+62ElSyiB1VwjEBgGGeTesEZ8RjJrdc/MW/wDhjmsVyfXkcZ9aMn5if6scsg/ZzOD0pD+kY4Bm+gZ4MM8HVibg0ckepSD48DmMStL29XjmlOs2a2qCZWzz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",t}),i("image!NUMBER_LINE_I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",t}),i("image!NUMBER_LINE_INTEGERS/world-temperatures-monthly-averaged-2018-11.jpg",function(){var 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",t}),i("image!NUMBER_LINE_INTEGERS/world-temperatures-monthly-averaged-2018-12.jpg",function(){var 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",t}),i("NUMBER_LINE_INTEGERS/explore/view/TemperatureMapNode",["require","SCENERY/nodes/Image","SCENERY/nodes/Node","NUMBER_LINE_INTEGERS/numberLineIntegers","image!NUMBER_LINE_INTEGERS/world-temperatures-monthly-averaged-2018-01.jpg","image!NUMBER_LINE_INTEGERS/world-temperatures-monthly-averaged-2018-02.jpg","image!NUMBER_LINE_INTEGERS/world-temperatures-monthly-averaged-2018-03.jpg","image!NUMBER_LINE_INTEGERS/world-temperatures-monthly-averaged-2018-04.jpg","image!NUMBER_LINE_INTEGERS/world-temperatures-monthly-averaged-2018-05.jpg","image!NUMBER_LINE_INTEGERS/world-temperatures-monthly-averaged-2018-06.jpg","image!NUMBER_LINE_INTEGERS/world-temperatures-monthly-averaged-2018-07.jpg","image!NUMBER_LINE_INTEGERS/world-temperatures-monthly-averaged-2018-08.jpg","image!NUMBER_LINE_INTEGERS/world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u=_possibleConstructorReturn(this,(s.__proto__||Object.getPrototypeOf(s)).call(this));l=i({horizontalSpace:3,bottomOffset:5,thermometerNodeOptions:{bulbDiameter:30,tubeWidth:18,lineWidth:2,tickSpacingTemperature:25,majorTickLength:10,minorTickLength:5,backgroundFill:new e(256,256,256,.67)},colorIndicatorOptions:{fill:new e(0,0,0,0),lineWidth:2,stroke:"black",lineJoin:"round",sideLength:18}},l);var c=new a,h=l.colorIndicatorOptions.sideLength;return c.moveTo(0,0).lineTo(Math.cos(Math.PI/6)*h,-Math.sin(Math.PI/6)*h).lineTo(Math.cos(Math.PI/6)*h,Math.sin(Math.PI/6)*h).close(),u.colorIndicatorNode=new r(c,l.colorIndicatorOptions),o.link(function(t){u.colorIndicatorNode.fill=t}),u.addChild(u.colorIndicatorNode),u.thermometerNode=new A(t.min,t.max,n,i(l.thermometerNodeOptions,{left:u.colorIndicatorNode.right+l.horizontalSpace,bottom:u.colorIndicatorNode.bottom+l.bottomOffset})),u.addChild(u.thermometerNode),u.mutate(l),u}return _inherits(s,n),_createClass(s,[{key:"getThermometerBounds",value:function(){return this.thermometerNode.bounds}},{key:"getColorIndicatorBounds",value:function(){return this.colorIndicatorNode.bounds}},{key:"thermometerBounds",get:function(){return this.getThermometerBounds()}},{key:"colorIndicatorBounds",get:function(){return this.getColorIndicatorBounds()}}]),s}();return s.register("TemperatureAndColorSensorNode",o)}),i("string!NUMBER_LINE_INTEGERS/negativeTemperatureAmount",function(){return window.phet.chipper.getStringForBuiltSim("NUMBER_LINE_INTEGERS/negativeTemperatureAmount")}),i("string!NUMBER_LINE_INTEGERS/positiveTemperatureAmount",function(){return window.phet.chipper.getStringForBuiltSim("NUMBER_LINE_INTEGERS/positiveTemperatureAmount")}),i("string!NUMBER_LINE_INTEGERS/zeroTemperatureAmount",function(){return window.phet.chipper.getStringForBuiltSim("NUMBER_LINE_INTEGERS/zeroTemperatureAmount")}),i("NUMBER_LINE_INTEGERS/explore/view/TemperaturePointControllerNode",["require","SCENERY/util/Color","NUMBER_LINE_INTEGERS/common/view/ColorizedReadoutNode","PHET_CORE/merge","NUMBER_LINE_INTEGERS/common/NLIConstants","SCENERY/nodes/Node","NUMBER_LINE_INTEGERS/numberLineIntegers","SCENERY_PHET/PhetFont","NUMBER_LINE_INTEGERS/common/view/PointControllerNode","AXON/Property","DOT/Range","AXON/StringProperty","PHETCOMMON/util/StringUtils","SCENERY_PHET/TemperatureAndColorSensorNode","SCENERY/nodes/Text","string!NUMBER_LINE_INTEGERS/negativeTemperatureAmount","string!NUMBER_LINE_INTEGERS/positiveTemperatureAmount","string!NUMBER_LINE_INTEGERS/zeroTemperatureAmount"],function(t){"use strict";var e=t("SCENERY/util/Color"),i=t("NUMBER_LINE_INTEGERS/common/view/ColorizedReadoutNode"),n=t("PHET_CORE/merge"),r=t("NUMBER_LINE_INTEGERS/common/NLIConstants"),s=t("SCENERY/nodes/Node"),a=t("NUMBER_LINE_INTEGERS/numberLineIntegers"),A=t("SCENERY_PHET/PhetFont"),o=t("NUMBER_LINE_INTEGERS/common/view/PointControllerNode"),l=t("AXON/Property"),u=t("DOT/Range"),c=t("AXON/StringProperty"),h=t("PHETCOMMON/util/StringUtils"),d=t("SCENERY_PHET/TemperatureAndColorSensorNode"),g=t("SCENERY/nodes/Text"),p=5,m=new u(-85,104),f=t("string!NUMBER_LINE_INTEGERS/negativeTemperatureAmount"),b=t("string!NUMBER_LINE_INTEGERS/positiveTemperatureAmount"),C=t("string!NUMBER_LINE_INTEGERS/zeroTemperatureAmount"),v=function(t){function a(t,o,u,v){_classCallCheck(this,a);var y=new s;v=n({node:y,connectorLine:!1},v);var I=new d(m,t.fahrenheitTemperatureProperty,t.colorProperty,{thermometerNodeOptions:{fluidMainColor:new e(0,120,0),fluidHighlightColor:new e(0,210,0),backgroundFill:"rgba( 255, 255, 255, 0.9 )",tickSpacingTemperature:20,majorTickLength:0,minorTickLength:0}});y.addChild(I);var E=new g(t.label,{font:new A(16),centerX:I.thermometerBounds.centerX,top:I.top+4,maxWidth:.25*I.width});y.addChild(E);var N=new c(""),S=new i(N,t.colorProperty,{left:I.right+3,centerY:0,textOptions:{font:new A(18),maxWidth:250}});return y.addChild(S),l.multilink([o,t.isOverMapProperty],function(t,e){S.visible=t&&e}),l.multilink([t.fahrenheitTemperatureProperty,t.celsiusTemperatureProperty,u,t.isOverMapProperty],function(t,e,i){var n=i===r.TEMPERATURE_UNITS.CELSIUS?e:t,s=n<0?f:n>0?b:C;N.set(h.fillIn(s,{value:Math.abs(n)}))}),y.touchArea=I.bounds.dilated(p),_possibleConstructorReturn(this,(a.__proto__||Object.getPrototypeOf(a)).call(this,t,v))}return _inherits(a,o),a}();return a.register("TemperaturePointControllerNode",v)}),i("SUN/AquaRadioButton",["require","AXON/BooleanProperty","SCENERY/nodes/Circle","SCENERY/listeners/FireListener","PHET_CORE/inherit","PHET_CORE/documentation/InstanceRegistry","PHET_CORE/merge","SCENERY/nodes/Node","TAMBO/radioButtonSoundPlayerFactory","SCENERY/nodes/Rectangle","SUN/sun","SUN/SunConstants","TANDEM/Tandem"],function(t){"use strict";function e(t,e,s,u){u=a({cursor:"pointer",enabled:!0,selectedColor:"rgb( 143, 197, 250 )",deselectedColor:"white",centerColor:"black",radius:d,xSpacing:8,stroke:"black",tandem:h.REQUIRED,phetioLinkProperty:!0,soundPlayer:null,tagName:"input",inputType:"radio",containerTagName:"li",labelTagName:"label",appendLabel:!0,appendDescription:!0,a11yNameAttribute:null},u);var c=this;this.enabledProperty=new i(u.enabled,{tandem:u.tandem.createTandem("enabledProperty"),phetioDocumentation:"Determines whether the AquaRadioButton is enabled (pressable) or disabled (grayed-out)"});var g=new A,p=new n(u.radius/3,{fill:u.centerColor}),m=new n(u.radius,{fill:u.selectedColor,stroke:u.stroke});this.selectedCircleButton=new A({children:[m,p]}),g.addChild(this.selectedCircleButton),g.addChild(s),s.left=m.right+u.xSpacing,s.centerY=m.centerY;var f=new A;this.deselectedCircleButton=new n(u.radius,{fill:u.deselectedColor,stroke:u.stroke}),f.addChild(this.deselectedCircleButton),f.addChild(s),s.left=this.deselectedCircleButton.right+u.xSpacing,s.centerY=this.deselectedCircleButton.centerY,A.call(this);var b=new l(g.bounds.union(f.bounds));g.pickable=f.pickable=!1,this.addChild(b),this.addChild(g),this.addChild(f);var C=function(t){g.visible=t===e,f.visible=!g.visible};t.link(C);var v=u.soundPlayer||o.getRadioButtonSoundPlayer(0),y=function(){t.set(e),v.play()},I=new r({fire:y,tandem:u.tandem.createTandem("inputListener")});this.addInputListener(I);var E={change:y};this.addInputListener(E),t.value===e&&this.setAccessibleAttribute("checked","checked");var N=function(t){c.accessibleChecked=t===e};t.link(N),null!==u.a11yNameAttribute&&this.setAccessibleAttribute("name",u.a11yNameAttribute),this.mutate(u),u.phetioLinkProperty&&this.addLinkedElement(t,{tandem:u.tandem.createTandem("property")}),this.enabledProperty.link(this.updateEnabled.bind(this)),this.disposeAquaRadioButton=function(){c.removeInputListener(I),c.removeInputListener(E),t.unlink(N),t.unlink(C),c.enabledProperty.dispose(),I.dispose()}}var i=t("AXON/BooleanProperty"),n=t("SCENERY/nodes/Circle"),r=t("SCENERY/listeners/FireListener"),s=t("PHET_CORE/inherit"),a=(t("PHET_CORE/documentation/InstanceRegistry"),t("PHET_CORE/merge")),A=t("SCENERY/nodes/Node"),o=t("TAMBO/radioButtonSoundPlayerFactory"),l=t("SCENERY/nodes/Rectangle"),u=t("SUN/sun"),c=t("SUN/SunConstants"),h=t("TANDEM/Tandem"),d=7;return u.register("AquaRadioButton",e),s(A,e,{dispose:function(){this.disposeAquaRadioButton(),A.prototype.dispose.call(this)},setEnabled:function(t){this.enabledProperty.set(t)},set enabled(t){this.setEnabled(t)},updateEnabled:function(){this.opacity=this.enabled?1:c.DISABLED_OPACITY,this.pickable=this.enabled},getEnabled:function(){return this.enabledProperty.get()},get enabled(){return this.getEnabled()}},{DEFAULT_RADIUS:d})}),i("SUN/VerticalAquaRadioButtonGroup",["require","SUN/AquaRadioButton","SCENERY/nodes/HStrut","PHET_CORE/merge","SCENERY/nodes/Node","TAMBO/radioButtonSoundPlayerFactory","SUN/sun","TANDEM/Tandem","SCENERY/nodes/VBox"],function(t){"use strict";var e=t("SUN/AquaRadioButton"),i=t("SCENERY/nodes/HStrut"),n=t("PHET_CORE/merge"),r=t("SCENERY/nodes/Node"),s=t("TAMBO/radioButtonSoundPlayerFactory"),a=t("SUN/sun"),A=t("TANDEM/Tandem"),o=t("SCENERY/nodes/VBox"),l=0,u="VerticalAquaRadioButtonGroup",c=function(t){function a(t,o,c){_classCallCheck(this,a),l++,c=n({radioButtonOptions:null,touchAreaXDilation:0,mouseAreaXDilation:0,spacing:3,tandem:A.REQUIRED,tagName:"ul",groupFocusHighlight:!0},c);for(var h=0,d=0;d