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";f&&(c="data:image/png;base64,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c=this;if(!c.pages||c.pages&&!c.pages.pages||!c.tq){window.clearTimeout(c.Mg),c.Mg=window.setTimeout(function(){c.ml();},100);}else{var d=!0;if(c.document.SimulateMobile){for(var f=0;f<(3>c.document.numPages?c.document.numPages:3);f++){c.pages.pages[f].Ub||(d=!1);}}else{for(f=0;f<(3>c.document.numPages?c.document.numPages:3);f++){0!=c.pages.pages[f].pageNumber%2||!c.pages.pages[f].oh&&c.pages.pages[f].Ub||(d=!1);}}d?requestAnim(function(){c.pages.nn();c.pages.Ze("page",1);c.Zs=c.I.Vc;c.I.Vc="3D, 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d=this;if(d.Jb!=c){var f=(c-20+1)/2,m=f+9+1,k=1,l=null!=d.I.ib?d.I.ib:"#555555";d.ma.find(".flowpaper_fisheye_item").parent().parent().remove();0>d.getTotalPages()-c&&!d.I.fa&&(m=m+(d.getTotalPages()-c)/2+(c-d.getTotalPages())%2);19>d.getTotalPages()&&!d.I.fa&&(m=d.getTotalPages()/2+1);9>d.getTotalPages()&&d.I.fa&&(m=d.getTotalPages()/2+1);19<c?d.ma.find(".flowpaper_fisheye_panelLeft").animate({opacity:1},150):d.ma.find(".flowpaper_fisheye_panelLeft").animate({opacity:0},150);!d.I.fa&&c<d.getTotalPages()||d.I.fa&&c<2*d.getTotalPages()?d.ma.find(".flowpaper_fisheye_panelRight").animate({opacity:1},150):d.ma.find(".flowpaper_fisheye_panelRight").animate({opacity:0},150);for(i=f;i<m;i++){d.I.fa?d.Bm(i+1,k):d.Bm(0==i?1:2*i+1,k),k++;}d.ma.find(".flowpaper_fisheye_item, .flowpaper_fisheye_panelLeft, .flowpaper_fisheye_panelRight").bind("mouseover",function(){if(!d.pages.animating&&0!=d.ma.css("opacity")){var 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f=c.ma.find(String.format('*[data-thumbIndex="{0}"]',g.Jg));f.data("pageIndex");var l=(g.Jg-1)%10;f&&f.animate({opacity:1},300);c.xd<c.Kf&&(c.Jb-20+1)/2+l+2>c.xd&&(c.nu?(c.xd++,c.nu=!1):c.xd=(c.Jb-20+1)/2+l+2,c.xd<=c.getTotalPages()&&c.renderer.nf(c,c.xd,2*c.Fe));0==l&&f.height()-10<c.ma.find(".flowpaper_fisheye_panelRight").height()&&(c.ma.find(".flowpaper_fisheye_panelLeft").css("top",c.ma.find(".flowpaper_fisheye_panelLeft").height()-f.height()+5+"px"),c.ma.find(".flowpaper_fisheye_panelLeft").height(c.ma.find(".flowpaper_fisheye_panelLeft").height()-3),c.ma.find(".flowpaper_fisheye_panelRight").css("top",c.ma.find(".flowpaper_fisheye_panelRight").height()-f.height()+5+"px"),c.ma.find(".flowpaper_fisheye_panelRight").height(c.ma.find(".flowpaper_fisheye_panelRight").height()-3));});c.Fl(19);c.PreviewMode||c.hj(0);c.config.document.RTLMode&&c.Vm();1!=c.scale&&c.ma.animate({opacity:0},0);c.gb&&c.I.zj();c.vb&&c.I.Po();}};this.pj=function(){jQuery(jQuery(c.I.Jc).find("content")).find("page").each(function(){var 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e=d.getContext("2d"),f=document.createElement("canvas"),h=f.getContext("2d");f.width=c.ja.width;f.height=c.ja.height;h.drawImage(c.ja,0,0,f.width,f.height);h.drawImage(f,0,0,0.5*f.width,0.5*f.height);e.drawImage(f,0,0,0.5*f.width,0.5*f.height,0,0,d.width,d.height);jQuery(d).removeClass("flowpaper_redraw");1==c.scale&&(jQuery(c.ia+"_canvas").mc(),jQuery(c.ia+"_canvas_highres").Mb());1<c.pageNumber&&jQuery(c.ia+"_pixel").css({width:2*c.La(),height:2*c.Ma()});}jQuery(c.Dc).remove();};CanvasPageRenderer.prototype.nf=function(c,d,e){var f=this;if(null!=f.pageThumbImagePattern&&0<f.pageThumbImagePattern.length){for(var h=0,m=null,k=c.getDimensions(0)[0].width/c.getDimensions(0)[0].height,l=c.I.fa,n=1;n<d;n++){h+=l?1:2;}0.5>k&&f.config.JSONDataType&&c.getDimensions(0)[0].Fa<c.getDimensions(0)[0].Pa&&(k=0.7);var t=1==d||l?h+1:h,q=new Image;jQuery(q).bind("load",function(){var m=d%10;0==m&&(m=10);var n=c.V.find(".flowpaper_fisheye").find(String.format('*[data-thumbIndex="{0}"]',m)).get(0);n.width=e*k-2;n.height=e/k/2-2;var p=jQuery(n).parent().width()/n.width;n.getContext("2d").fillStyle="#999999";var r=(n.height-n.height*k)/2,x=n.height*k;0>r&&(n.height+=n.width-x,r+=(n.width-x)/2);eb.browser.msie&&jQuery(n).css({width:n.width*p+"px",height:n.height*p+"px"});jQuery(n).data("origwidth",n.width*p);jQuery(n).data("origheight",n.height*p);l?(n.getContext("2d").fillRect(n.width/3,r,t==c.getTotalPages()?n.width/2+2:n.width+2,x+2),n.getContext("2d").drawImage(q,n.width/3+1,r+1,n.width/1.5,n.width/1.5/k)):(n.getContext("2d").fillRect(1==d?n.width/2:0,r,t==c.getTotalPages()?n.width/2+2:n.width+2,x+2),n.getContext("2d").drawImage(q,1==d?n.width/2+1:1,r+1,n.width/2,x));if(1<d&&!l&&h+1<=c.getTotalPages()&&t+1<=c.getTotalPages()){var y=new Image;jQuery(y).bind("load",function(){n.getContext("2d").drawImage(y,n.width/2+1,r+1,n.width/2,x);n.getContext("2d").strokeStyle="#999999";n.getContext("2d").moveTo(n.width-1,r);n.getContext("2d").lineTo(n.width-1,x+1);n.getContext("2d").stroke();jQuery(c).trigger("onThumbPanelThumbAdded",{Jg:m,thumbData:n});});jQuery(y).attr("src",f.ta(t+1,200));}else{jQuery(c).trigger("onThumbPanelThumbAdded",{Jg:m,thumbData:n});}});t<=c.getTotalPages()&&jQuery(q).attr("src",f.ta(t,200));}else{if(-1<f.Sa(null)||1!=c.scale){window.clearTimeout(f.Kg),f.Kg=setTimeout(function(){f.nf(c,d,e);},50);}else{h=0;m=null;k=c.getDimensions(0)[0].width/c.getDimensions(0)[0].height;for(n=1;n<d;n++){h+=2;}t=1==d?h+1:h;if(!f.Ja&&f.nb&&(t=f.Ri(t),t>f.Ya.numPages)){return;}if(!(t>f.getNumPages())){var q=new 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k=document.createElement("canvas");k.width=z.width*(!f.Ja&&f.nb?2:1);k.height=z.height;x={canvasContext:k.getContext("2d"),viewport:q,Dj:null,pageNumber:t+1,qk:function(h){1!=c.scale?(window.clearTimeout(f.Kg),f.Kg=setTimeout(function(){f.nf(c,d,e);},50)):h();}};h.render(x).promise.then(function(){f.Za(null,-1);n.fillStyle="#ffffff";n.fillRect(1==d?m.width/2:0,l,m.width/2,u);1!=d&&n.fillRect(m.width/2,l,m.width/2,u);n.drawImage(z,1==d?m.width/2:0,l,m.width/2,u);!f.Ja&&f.nb?1!=d&&n.drawImage(k,k.width/2,0,k.width,k.height,m.width/2,l,m.width,u):1!=d&&n.drawImage(k,m.width/2,l,m.width/2,u);jQuery(c).trigger("onThumbPanelThumbAdded",{Jg:p,thumbData:m});},function(){f.Za(null,-1,"thumb_"+(t+1));});})):(n.fillStyle="#ffffff",n.fillRect(1==d?m.width/2:0,l,m.width/2,u),1!=d&&n.fillRect(m.width/2,l,m.width/2,u),n.drawImage(z,1==d?m.width/2:0,l,m.width/2,u),jQuery(c).trigger("onThumbPanelThumbAdded",{Jg:p,thumbData:m}));},function(){f.Za(null,-1);});});}}}};return f;}(),Wa=function(){function 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style='z-index:10;position:absolute;left:0px;top:0px;width:100%;height:100%;'></canvas><canvas id='"+d.pa+"_canvas_highres' class='flowpaper_flipview_page' height='100%' width='100%' style='image-rendering:-webkit-optimize-contrast;display:none;z-index:10;position:absolute;left:0px;top:0px;width:100%;height:100%;'></canvas><div id='"+d.pa+"_textoverlay' style='z-index:11;position:absolute;left:0px;top:0px;width:100%;height:100%;' 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Image,jQuery(d.ja).data("pageNumber",d.pageNumber),jQuery(d.ja).bind("load",function(){d.Xr=!0;d.dc=!1;d.og=!0;d.tg=this.height;d.ug=this.width;d.Bc();window.clearTimeout(d.zf);-1<c.pageImagePattern.indexOf(".webp")&&jQuery(this).attr("src").indexOf(".webp")&&(c.ns=!0);c.Pd(d);d.dimensions.Fa>d.dimensions.width&&(d.dimensions.width=d.dimensions.Fa,d.dimensions.height=d.dimensions.Pa);}),jQuery(d.ja).bind("abort",function(){window.clearTimeout(d.zf);jQuery(this).Ah(function(){d.dc=!1;c.Za(d,-1);});}),jQuery(d.ja).bind("error",function(){(-1<c.pageImagePattern.indexOf(".webp")||c.hr)&&!c.ns&&(c.pageImagePattern=c.pageImagePattern.replace(".webp",".jpg"),jQuery(this).attr("src",jQuery(this).attr("src").replace(".webp",".jpg")),c.hr=!0);window.clearTimeout(d.zf);jQuery(this).Ah(function(){d.dc=!1;c.Za(d,-1);});});}1>=d.scale?jQuery(d.ja).attr("src",c.ta(d.pageNumber+1,null,c.Qb)):c.Pb&&1<d.scale?d.pageNumber==d.pages.Z-1||d.pageNumber==d.pages.Z-2?jQuery(d.ja).attr("src",c.ta(d.pageNumber+1,null,c.Qb)):c.Ca||jQuery(d.ja).attr("src",c.wa):d.pageNumber==d.pages.Z-1||d.pageNumber==d.pages.Z-2?(!c.Qb||-1!=jQuery(d.ja).attr("src").indexOf(".svg")&&d.ps==d.scale||c.Sa(d)!=d.pageNumber||d.pageNumber!=d.pages.Z-1&&d.pageNumber!=d.pages.Z-2?d.Tl==d.scale&&(jQuery(d.ia+"_canvas_highres").show(),jQuery(d.ia+"_canvas").hide()):(jQuery(c).trigger("UIBlockingRenderingOperation",c.aa),d.ps=d.scale,jQuery(d.ja).attr("src",c.ta(d.pageNumber+1,null,c.Qb))),c.Qb||jQuery(d.ja).attr("src",c.ta(d.pageNumber+1,null,c.Qb))):c.Ca||jQuery(d.ja).attr("src",c.wa);d.zf=setTimeout(function(){d.Xr||jQuery(d.ja).Ah(function(){d.dc=!1;c.Za(d,-1);});},3000);}jQuery(d.ia).removeClass("flowpaper_load_on_demand");jQuery(d.Ha).attr("src")==c.wa&&d.og&&c.Pd(d);null!=f&&f();}}},Pd:function(c,d){if("FlipView"==d.J){jQuery(d.ia).removeClass("flowpaper_hidden");1==d.scale&&eb.browser.safari?(jQuery("#"+d.pa+"_canvas").css("-webkit-backface-visibility","hidden"),jQuery("#"+d.pa+"_canvas_highres").css("-webkit-backface-visibility","hidden"),jQuery("#"+d.pa+"_textoverlay").css("-webkit-backface-visibility","hidden")):eb.browser.safari&&(jQuery("#"+d.pa+"_canvas").css("-webkit-backface-visibility","visible"),jQuery("#"+d.pa+"_canvas_highres").css("-webkit-backface-visibility","visible"),jQuery("#"+d.pa+"_textoverlay").css("-webkit-backface-visibility","visible"));if(c.$e(c,d)){if(c.config.na&&0<d.pageNumber&&d.pageNumber<d.H.getTotalPages()-(0==d.H.getTotalPages()%2?1:0)){var e=d.Uh(),f=d.Zi(),h=FLOWPAPER.Sh(e,f,c.config.na),m=h.height,k=h.width,e=FLOWPAPER.kf(e,f,0==d.pageNumber%2?"right":"left");1==d.pageNumber?(m=m-c.config.na/2,jQuery(d.Ba).css("background-image","url('"+c.ta(d.pageNumber+1,null,c.Qb)+"'),url('"+e+"')"),jQuery(d.Ba).css("background-position",(1==d.pageNumber%2?c.config.na+"px":"0px")+" "+c.config.na+"px, 0px 0px"),jQuery(d.Ba).css("background-size",k+"px "+m+"px,100% 100%")):(jQuery(d.Ba).css("background-image","url('"+c.ta(d.pageNumber+1,null,c.Qb)+"')"),jQuery(d.Ba).css("background-position",(1==d.pageNumber%2?c.config.na+"px":"0px")+" "+c.config.na+"px, 0px 0px"),jQuery(d.Ba).css("background-size",k+"px 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url('"+c.ta(d.pageNumber+1,null,c.Qb)+"')"),jQuery("#"+d.pa+"_textoverlay").css("-webkit-backface-visibility","visible"),jQuery("#"+d.pa+"_textoverlay").css("backface-visibility","visible"));}}else{m=document.getElementById(d.pa+"_canvas");c.Ca?(jQuery(d.Ba).css("background-image","url('"+c.ta(d.pageNumber+1,null,c.Qb)+"')"),jQuery("#"+d.pa+"_textoverlay").css("-webkit-backface-visibility","visible"),jQuery("#"+d.pa+"_textoverlay").css("backface-visibility","visible")):jQuery(d.Ba).css("background-image","url("+c.wa+")");if(1==d.scale&&m&&(100==m.width||jQuery(m).hasClass("flowpaper_redraw"))){var l=m;l&&(e=d.La(),f=d.Ma(),l.width=2*e,l.height=2*f,e=l.getContext("2d"),e.Dh=e.mozImageSmoothingEnabled=e.imageSmoothingEnabled=!0,e.drawImage(d.ja,0,0,l.width,l.height),jQuery(l).data("needs-overlay",1),jQuery(m).removeClass("flowpaper_redraw"),1==d.scale&&(jQuery(d.ia+"_canvas").show(),jQuery(d.ia+"_canvas_highres").hide()),1<d.pageNumber&&jQuery(d.ia+"_pixel").css({width:2*d.La(),height:2*d.Ma()}),jQuery(l).data("needs-overlay",1),c.Dd(d));}else{1==d.scale&&m&&100!=m.width&&(jQuery(d.ia+"_canvas").show(),jQuery(d.ia+"_canvas_highres").hide(),c.Dd(d));}if(1<d.scale&&!c.Ca){if(l=document.getElementById(d.pa+"_canvas_highres")){!(c.Qb&&d.Tl!=d.scale||c.Ca&&d.Tl!=d.scale||100==l.width||jQuery(l).hasClass("flowpaper_redraw"))||d.pageNumber!=d.pages.Z-1&&d.pageNumber!=d.pages.Z-2?(jQuery(d.ia+"_pixel").css({width:2*d.La(),height:2*d.Ma()}),jQuery(d.ia+"_canvas_highres").show(),jQuery(d.ia+"_canvas").hide(),c.Pb&&jQuery(d.ia+"_canvas_highres").css("z-index","-1")):(d.Tl=d.scale,m=1000<d.N.width()||1000<d.N.height()?1:2,e=(d.N.width()-30)*d.scale,c.Ca&&1==m&&(m=c.fb),eb.platform.ios&&(1500<e*d.vf()||535<d.fh())&&(m=2236*Math.sqrt(1/(d.La()*d.Ma()))),eb.browser.safari&&!eb.platform.touchdevice&&3>m&&(m=3),e=l.getContext("2d"),e.Dh||e.mozImageSmoothingEnabled||e.imageSmoothingEnabled?(e.Dh=e.mozImageSmoothingEnabled=e.imageSmoothingEnabled=!1,c.Qb||c.Ca?(l.width=d.La()*m,l.height=d.Ma()*m,e.drawImage(d.ja,0,0,d.La()*m,d.Ma()*m)):(l.width=d.ja.width,l.height=d.ja.height,e.drawImage(d.ja,0,0))):(l.width=d.La()*m,l.height=d.Ma()*m,e.drawImage(d.ja,0,0,d.La()*m,d.Ma()*m)),c.Qb?c.hs(d,l.width/d.ja.width,function(){jQuery(l).removeClass("flowpaper_redraw");jQuery(d.ia+"_canvas_highres").show();jQuery(d.ia+"_canvas").hide();jQuery(d.ia+"_canvas_highres").addClass("flowpaper_flipview_canvas_highres");jQuery(d.ia+"_canvas").addClass("flowpaper_flipview_canvas");c.Za(d,-1);}):(jQuery(l).removeClass("flowpaper_redraw"),c.Ca||(jQuery(d.ia+"_canvas_highres").show(),jQuery(d.ia+"_canvas").hide(),jQuery(d.ia+"_canvas_highres").addClass("flowpaper_flipview_canvas_highres"),jQuery(d.ia+"_canvas").addClass("flowpaper_flipview_canvas")),c.Pb&&jQuery(d.ia+"_canvas_highres").css("z-index","-1")));}d.hd=setTimeout(function(){c.Nd(d);},500);}}c.Ca&&1==d.scale&&(jQuery(d.ia+"_canvas").addClass("flowpaper_flipview_canvas"),jQuery(d.ia+"_canvas").show(),l=document.getElementById(d.pa+"_canvas"),e=d.La(),f=d.Ma(),c.config.na&&0<d.pageNumber&&d.pageNumber<d.H.getTotalPages()-1&&(h=FLOWPAPER.Sh(e,f,c.config.na),k=h.width,m=h.height,jQuery(l).css({top:c.config.na+"px"}),0!=d.pageNumber%2&&jQuery(l).css({left:e-k+"px"}),e=k,f=m),m=1.5<c.fb?c.fb:1,1300/e>m&&2>c.fb&&eb.platform.win&&!eb.platform.touchonlydevice&&(m=Math.floor(1300/e)),l.width!=e*m&&c.$e(c,d)?(d.Aa||(l.width=100),0!=e*m%4&&(k=Ba(e*m)/e,0.1<m-k&&(m=k)),l.width!=e*m&&c.$e(c,d)&&(l.width=e*m,l.height=f*m),jQuery(l).css({width:l.width/m+"px",height:l.height/m+"px"}),c.Co=!0,jQuery(l).data("needs-overlay",1),d.Md(l).then(function(){d.Pc(c.ta(d.pageNumber+1),c.ta(d.pageNumber+2),!0);})):c.$e(c,d)||1!=jQuery(l).data("needs-overlay")?d.Aa||d.Pc(c.ta(d.pageNumber+1),c.ta(d.pageNumber+2),!0):d.Md(l).then(function(){d.Pc(c.ta(d.pageNumber+1),c.ta(d.pageNumber+2),!0);}));d.Aa=0<jQuery(d.Ba).length&&(c.$e(c,d)&&-1<jQuery(d.Ba).css("background-image").indexOf("http")||!c.$e(c,d));}},Zb:function(c,d){d.ja=null;jQuery(d.Ba).css("background-image","url("+c.wa+")");var e=document.getElementById(d.pa+"_canvas");e&&(e.width=100,e.height=100);if(e=document.getElementById(d.pa+"_canvas_highres")){e.width=100,e.height=100;}}};ImagePageRenderer.prototype.$e=function(c,d){return c.Ca&&(eb.platform.ios||eb.browser.mozilla&&57>eb.browser.version)?!1:c.Ca?!0:eb.platform.touchdevice&&(eb.platform.Le||d&&d.ug&&d.tg&&5000000<d.ug*d.tg||eb.platform.android)&&(eb.platform.Le||eb.platform.android)||eb.browser.chrome||eb.browser.mozilla||c.Ca||eb.browser.safari&&!eb.platform.touchdevice;};ImagePageRenderer.prototype.resize=function(c,d){this.gj(d);};ImagePageRenderer.prototype.hs=function(c,d,e){var f=this;window.Pj=d;jQuery.ajax({type:"GET",url:f.ta(c.pageNumber+1,null,f.Qb),cache:!0,dataType:"xml",success:function(h){var m=new Image;jQuery(m).bind("load",function(){var f=document.getElementById(c.pa+"_canvas"),g=document.getElementById(c.pa+"_canvas_highres").getContext("2d");g.Dh=g.mozImageSmoothingEnabled=g.imageSmoothingEnabled=!1;var n=f.getContext("2d");n.Dh=n.mozImageSmoothingEnabled=n.imageSmoothingEnabled=!1;f.width=c.ja.width*d;f.height=c.ja.height*d;n.drawImage(m,0,0,c.ja.width*d,c.ja.height*d);if(c.Yo){t=c.Yo;}else{var t=[];jQuery(h).find("image").each(function(){var c={};c.id=jQuery(this).attr("id");c.width=T(jQuery(this).attr("width"));c.height=T(jQuery(this).attr("height"));c.data=jQuery(this).attr("xlink:href");c.dataType=0<c.data.length?c.data.substr(0,15):"";t[t.length]=c;jQuery(h).find("use[xlink\\:href='#"+c.id+"']").each(function(){if(jQuery(this).attr("transform")&&(c.transform=jQuery(this).attr("transform"),c.transform=c.transform.substr(7,c.transform.length-8),c.Fj=c.transform.split(" "),c.x=T(c.Fj[c.Fj.length-2]),c.y=T(c.Fj[c.Fj.length-1]),"g"==jQuery(this).parent()[0].nodeName&&null!=jQuery(this).parent().attr("clip-path"))){var d=jQuery(this).parent().attr("clip-path"),d=d.substr(5,d.length-6);jQuery(h).find("*[id='"+d+"']").each(function(){c.Lh=[];jQuery(this).find("path").each(function(){var d={};d.d=jQuery(this).attr("d");c.Lh[c.Lh.length]=d;});});}});});c.Yo=t;}for(n=0;n<t.length;n++){if(t[n].Lh){for(var q=0;q<t[n].Lh.length;q++){for(var p=t[n].Lh[q].d.replace(/M/g,"M\x00").replace(/m/g,"m\x00").replace(/v/g,"v\x00").replace(/l/g,"l\x00").replace(/h/g,"h\x00").replace(/c/g,"c\x00").replace(/s/g,"s\x00").replace(/z/g,"z\x00").split(/(?=M|m|v|h|s|c|l|z)|\0/),r=0,u=0,w=0,v=0,z=!1,x,y=!0,B=0;B<p.length;B+=2){if("M"==p[B]&&p.length>B+1&&(x=U(p[B+1]),w=r=T(x[0]),v=u=T(x[1]),y&&(z=!0)),"m"==p[B]&&p.length>B+1&&(x=U(p[B+1]),w=r+=T(x[0]),v=u+=T(x[1]),y&&(z=!0)),"l"==p[B]&&p.length>B+1&&(x=U(p[B+1]),r+=T(x[0]),u+=T(x[1])),"h"==p[B]&&p.length>B+1&&(x=U(p[B+1]),r+=T(x[0])),"v"==p[B]&&p.length>B+1&&(x=U(p[B+1]),u+=T(x[0])),"s"==p[B]&&p.length>B+1&&(x=U(p[B+1])),"c"==p[B]&&p.length>B+1&&(x=U(p[B+1])),"z"==p[B]&&p.length>B+1&&(r=w,u=v,x=null),z&&(g.save(),g.beginPath(),y=z=!1),"M"==p[B]||"m"==p[B]){g.moveTo(r,u);}else{if("c"==p[B]&&null!=x){for(var D=0;D<x.length;D+=6){var F=r+T(x[D+0]),K=u+T(x[D+1]),G=r+T(x[D+2]),E=u+T(x[D+3]),C=r+T(x[D+4]),A=u+T(x[D+5]);g.bezierCurveTo(F,K,G,E,C,A);r=C;u=A;}}else{"s"==p[B]&&null!=x?(G=r+T(x[0]),E=u+T(x[1]),C=r+T(x[2]),A=u+T(x[3]),g.bezierCurveTo(r,u,G,E,C,A),r=C,u=A):"z"==p[B]?(g.lineTo(r,u),g.closePath(),g.clip(),g.drawImage(f,0,0),g.restore(),y=!0,B--):g.lineTo(r,u);}}}}}else{aa("no clip path for image!");}}e&&e();});m.src=f.ta(c.pageNumber+1);}});};ImagePageRenderer.prototype.nf=function(c,d,e){var f=this,h=0,m=c.I.fa,k=Math.floor(c.getDimensions(d)[d-1].Fa)/Math.floor(c.getDimensions(d)[d-1].Pa);f.nb&&1<d&&(k=c.getDimensions(1)[0].Fa/c.getDimensions(1)[0].Pa);0.5>k&&f.config.JSONDataType&&c.getDimensions(0)[0].Fa<c.getDimensions(0)[0].Pa&&(k=0.7);for(var l=1;l<d;l++){h+=m?1:2;}var n=1==d||m?h+1:h,t=new Image;jQuery(t).bind("load",function(){var l=d%10;0==l&&(l=10);var p=jQuery(".flowpaper_fisheye").find(String.format('*[data-thumbIndex="{0}"]',l)).get(0);p.width=e*k-2;p.height=e/k/2-2;var r=jQuery(p).parent().width()/p.width;p.getContext("2d").fillStyle="#999999";var u=(p.height-p.height*k)/2,w=p.height*k;0>u&&(p.height+=p.width-w,u+=(p.width-w)/2);jQuery(p).data("origwidth",p.width*r);jQuery(p).data("origheight",p.height*r);(eb.browser.msie||eb.browser.safari&&5>eb.browser.wc)&&jQuery(p).css({width:p.width*r+"px",height:p.height*r+"px"});m?(p.getContext("2d").fillRect(p.width/3,u,n==c.getTotalPages()?p.width/2+2:p.width+2,w+2),p.getContext("2d").drawImage(t,p.width/3+1,u+1,p.width/1.5,p.width/1.5/k)):(p.getContext("2d").fillRect(1==d?p.width/2:0,u,n==c.getTotalPages()?p.width/2+2:p.width+2,w+2),p.getContext("2d").drawImage(t,1==d?p.width/2+1:1,u+1,p.width/2,w));if(1<d&&!m&&h+1<=c.getTotalPages()&&n+1<=c.getTotalPages()){var v=new Image;jQuery(v).bind("load",function(){p.getContext("2d").drawImage(v,p.width/2+1,u+1,p.width/2,w);p.getContext("2d").strokeStyle="#999999";p.getContext("2d").moveTo(p.width-1,u);p.getContext("2d").lineTo(p.width-1,w+1);p.getContext("2d").stroke();jQuery(c).trigger("onThumbPanelThumbAdded",{Jg:l,thumbData:p});});jQuery(v).attr("src",f.ta(n+1,200));}else{jQuery(c).trigger("onThumbPanelThumbAdded",{Jg:l,thumbData:p});}});n<=c.getTotalPages()&&jQuery(t).attr("src",f.ta(n,200));};return f;}(),Ua=function(){function f(){}W.prototype.lg=function(){var c=this.H.I.ce,d=this.Yi(0),d=d.Fa/d.Pa,e=Math.round(this.N.height()-10);this.H.V.find(".flowpaper_fisheye");var f=eb.platform.touchdevice?90==window.orientation||-90==window.orientation||jQuery(window).width()>jQuery(window).height():!1,h=this.H.I.Ye?this.H.I.Qa.height():0,m=this.za;this.H.I.fa&&this.H.I.ce&&(m=6);this.H.xb&&!this.H.I.ce&&(m=this.za,c=!0);this.H.na&&(e-=20);if(this.H.I.ob&&!this.H.PreviewMode){e-=eb.platform.touchonlydevice?this.H.ub?h:0:this.N.height()*(this.H.ub?0.8<d?0.3:0.2:0.15);}else{if(this.H.I.pd&&!this.H.PreviewMode){f=eb.platform.touchonlydevice?this.H.ub?h:0:this.N.height()*(this.H.ub?0.8<d?0.22:0.15:0.15),0<f&&100>f&&(f=100),e-=f;}else{if(this.H.PreviewMode){this.H.PreviewMode&&(e=this.H.V.height()-15,e-=eb.platform.touchonlydevice?this.H.ub?h+30:0:this.N.height()*(f?0.5:0.09));}else{var k=0.07;this.H.I.ob||(k=0.07);eb.platform.touchonlydevice?e=this.H.rc?e-(this.H.ub?5:0):e-(this.H.ub?h:0):(h=this.H.I.Ye?jQuery(this.H.O).parent().height()||0:0,0==h&&this.H.I.Ye&&(h=this.N.height()*k),e-=this.H.ub&&!this.H.I.Lf?h:this.N.height()*(f?0.5:k));}}}f=this.N.width();2*e*d>f-(c?2.4*m:0)&&!this.H.I.fa&&(e=f/2/d-+(c?1.5*m:75));if(e*d>f-(c?2.4*m:0)&&this.H.I.fa){for(k=10;e*d>f-(c?2.4*m:0)&&1000>k;){e=f/d-k+(c?0:50),k+=10;}}if(!eb.browser.Nv){for(c=2.5*Math.floor(e*(this.H.I.fa?1:2)*d),m=0;0!=c%4&&20>m;){e+=0.5,c=2.5*Math.floor(e*(this.H.I.fa?1:2)*d),m++;}}return e;};W.prototype.Cm=function(){this.H.Xc||FLOWPAPER.qq(this.H,this.pages[0].ad(),1<this.H.ka&&!(this.H.ka==this.H.getTotalPages()&&0==this.getTotalPages()%2),this.H.ka==this.H.getTotalPages(),this.H.getTotalPages());};W.prototype.ep=function(){var c=jQuery(this.L).get(0).getBoundingClientRect();this.H.Xc.update({Ms:-c.x/c.width,Ns:-c.y/c.height,Ls:this.H.V.width()/c.width,Ks:this.H.V.height()/c.height,Xw:this.H.V.width(),Ww:this.H.V.height(),scale:this.H.scale,rect:{left:c.left,top:c.top,width:c.width,height:c.height}});};W.prototype.Vd=function(c){var d=this,e=c?c:d.H.scale;if(1==e&&1==d.ra){jQuery(d.L+"_glyphcanvas").css("z-index",-1).Mb();jQuery(".flowpaper_flipview_canvas").mc();if(d.H.I.fa&&d.H.renderer.Ca){for(c=0;c<d.document.numPages;c++){var f=jQuery(d.pages[c].ia);f.mc();}}d.de();}else{if(d.H.renderer.Ca&&d.H.I.la==d.H.J){if(f=jQuery(d.L+"_glyphcanvas").get(0),void 0==d.Sm&&(d.Sm=jQuery(f).offset().left),void 0==d.Tm&&(d.Tm=jQuery(f).offset().top),void 0==d.np&&(d.np=jQuery(d.H.V).position().left),void 0==d.pp&&(d.pp=jQuery(d.H.V).position().top),1<e){var h=f.getContext("2d"),m=1<d.Z?d.Z-(d.H.I.fa||0==d.Z%2||d.Z+(0==d.Z%2?1:0)>d.H.getTotalPages()?1:2):0,k=d.H.I.fa||0==m||null==d.pages[m+1]?1:2,l=0,n=eb.platform.fb,t=0,q=d.Sm-d.np,p=d.Tm-d.pp;d.H.gb&&(t=parseFloat(d.N.css("left")));d.H.vb&&(t=parseFloat(d.N.css("left")));if(!n||1>n){n=1;}for(c=0;c<k;c++){var r=jQuery(d.pages[m+c].ia),r=r.get(0).getBoundingClientRect(),u=r.right<d.N.width()?r.right-(0<r.left?r.left:0):d.N.width()-(0<r.left?r.left:0),l=l+(0<u?u:0);0==c&&(d.uo={x1:Math.round(10*r.left)/10,y1:Math.round(10*r.top)/10,x2:Math.round(10*r.right)/10,y2:Math.round(10*r.bottom)/10});}for(c=0;c<k;c++){var m=m+c,r=jQuery(d.pages[m].ia),r=fa(r.get(0)),w=0<r.left?r.left:0+q,v=0<r.top?r.top:0+p,u=l,z=r.bottom<d.N.height()?r.bottom-(0<r.top?r.top:0):d.N.height()-(0<r.top?r.top:0),x=d.getPage(m);jQuery(f).data("needs-overlay",k);0==c&&(jQuery(f).css({left:w+"px",top:v+"px","z-index":49,display:"block"}),h.clearRect(0,0,f.width,f.height),f.width=u+t,f.height=z,1<n&&(f.width=(u+t)*n,f.height=z*n,jQuery(f).css({width:f.width/n+"px",height:f.height/n+"px"})));u=0>r.left?r.left*n:0;w=0>r.top?r.top*n:0;if(d.H.na&&0<m&&m!=d.H.getTotalPages()-1){var v=x.La(),y=x.Ma(),z=FLOWPAPER.Sh(v,y,d.H.na),y=(y-z.height)*e,v=(v-z.width)*e,w=w+d.H.na*e*n;r.width=r.width-v;r.height=r.height-y;0!=m%2&&(u+=d.H.na*e*n);}1<k&&0<c&&0<r.left&&(u+=r.left*n,v=jQuery(d.pages[m-1].ia),0<v.length&&(v=v.get(0).getBoundingClientRect(),0<v.left&&(u-=v.left*n)));var B=k;x.Md(f,0,r.width*n,u,w,!0,!0,!1,r).then(function(){x.Cn=e;B=B-1;if(d.H.I.fa){for(var c=0;c<d.document.numPages;c++){d.kb(c)&&d.pages[c]!=x&&jQuery(d.pages[c].ia).Mb();}}1>B&&requestAnim(function(){1<d.H.scale&&(d.uo=!1,jQuery(".flowpaper_flipview_canvas").Mb(),d.jh=!0);},50);});}}else{if(d.uo=!1,d.H.I.fa){for(c=0;c<d.document.numPages;c++){f=jQuery(d.pages[c].ia),f.mc();}}}}}};W.prototype.Yg=function(c,d,e){if((c=jQuery(c).closest(".flowpaper_page"))&&c.length){window.sessionId=window.sessionId?window.sessionId:Q(Date.now().toString());c=parseInt(c.attr("id").substr(14,c.attr("id").length-29));var f=jQuery(this.pages[c].ia).get(0).getBoundingClientRect(),h=this.pages[c].Na/f.height,m=this.pages[c].Na*this.pages[c].ad()/f.width,f=0==c?f.right-f.left:0!=c%2?0:f.width;this.H.I.fa&&(f=0);jQuery(this.N).trigger("onPageZoomed",{sessionId:window.sessionId,pageNumber:c+1,x:Math.round((d-f)*m),y:Math.round(e*h),value:200,radius:Math.round(50)});}else{c=1<this.Z?this.Z-(this.H.I.fa||0==this.Z%2||this.Z+(0==this.Z%2?1:0)>this.H.getTotalPages()?1:2):0,jQuery(this.N).trigger("onPageZoomed",{sessionId:window.sessionId,pageNumber:c+1,x:Math.round((d-f)*m),y:Math.round(e*h),value:200,radius:Math.round(50)});}};W.prototype.Te=function(c){var d=this;if(d.H.na){var e=1<d.Z?d.Z-(d.H.I.fa||0==d.Z%2||d.Z+(0==d.Z%2?1:0)>d.H.getTotalPages()?1:2):0,f=d.pages[e].La(),h=d.pages[e].Ma()+2,m=FLOWPAPER.kf(f,h,"left"),k=FLOWPAPER.kf(f,h,"right"),l=FLOWPAPER.uf(f,h,d.H.na);if(d.H.I.enableWebGL){0==e?d.T(d.L+"_hardCover").css({"background-image":"url('"+k+"')","background-repeat":"no-repeat","background-position":f+"px 2px",width:d.qb/2+"px",left:d.qb/2+"px",height:d.hc+l+"px",opacity:1}):e!=d.getTotalPages()-1||0!=d.getTotalPages()%2||c?c==d.getTotalPages()-1&&0==d.getTotalPages()%2?(d.T(d.L+"_hardCover").css({"background-image":"url('"+m+"'), url('"+k+"')","background-repeat":"no-repeat","background-position":"0px 2px, "+f+"px 2px",width:d.qb+"px",left:"0px",height:d.hc+l+"px",opacity:0}),d.T(d.L+"_hardCover").fadeTo(800,1)):0<e&&e<d.H.getTotalPages()-(0==d.H.getTotalPages()%2?1:0)&&!c?(e=3==d.T(d.L+"_hardCover").css("background-image").split("url(").length,h=d.T(d.L+"_hardCover").css("background-position").split(","),h="0px 2px"==h[0]&&h[1]==" "+f+"px 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l=1!=c.H.ka||c.H.I.fa?0:-(c.cd()/4);c.H.ka==c.H.getTotalPages()&&0==c.H.getTotalPages()%2&&(l=c.H.I.fa?0:+(c.cd()/4));c.T(c.L+"_parent").transition({x:l,y:c.H.Uc,scale:e},m,d,function(){jQuery(".flowpaper_mark").show();c.H.Xc&&c.ep();f.Vp&&c.H.toolbar&&c.H.toolbar.nc?c.H.toolbar&&c.H.toolbar.nc&&(c.H.toolbar.nc.dragging?(clearTimeout(c.ru),c.ru=setTimeout(function(){c.Vd();},250)):c.Vd()):c.Vd();c.de();null!=c.Ff&&(window.clearTimeout(c.Ff),c.Ff=null);c.Ff=setTimeout(function(){if(!c.H.renderer.Ca){for(var d=0;d<c.document.numPages;d++){c.pages[d].Aa=!1;}}c.be=0;c.Df=0;c.ge();c.animating=!1;c.Gm=!1;},50);setTimeout(function(){1==c.H.scale&&c.N.css("will-change","");},300);setTimeout(function(){c.H.I.Ce||1==c.H.scale&&jQuery(".flowpaper_page, 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h=c.lg(),m=c.cd();e=c.H.I.Qa.height();c.tb=c.H.rc&&!c.H.I.ob||0==e||c.H.PreviewMode?(c.N.height()-h)/2:200<c.N.height()-h?(c.N.height()-h)/4:0;c.tb=0==c.tb&&c.H.ub&&!c.H.rc&&0<e&&!c.H.I.ob?(c.N.height()-h)/2-e:c.tb;c.T(c.L+"_parent").css({width:d,height:h,"padding-top":c.tb});c.qb=m;c.hc=h;d=c.Mk();c.H.Ia&&c.H.Ia.turn("size",m,h,!1);c.H.na&&(c.pages[0]&&(c.T(c.pages[0].Ba).css({height:c.pages[0].Ma()+2,width:c.pages[0].La()}),jQuery("#turn-page-wrapper-1").css({height:c.pages[0].Ma()+2})),c.pages[1]&&(c.T(c.pages[1].Ba).css({height:c.pages[1].Ma()+2,width:c.pages[0].La()}),jQuery("#turn-page-wrapper-2").css({height:c.pages[0].Ma()+2})));c.T(c.L+"_panelLeft").css({"margin-left":d-c.za,width:c.za,height:h-30});c.T(c.L+"_hardCover").css({top:jQuery(c.L+"_parent").css("padding-top")});c.Te();c.T(c.L+"_arrowleft").css({top:(h-30)/2+"px"});c.T(c.L+"_arrowright").css({top:(h-30)/2+"px"});c.T(c.L+"_panelRight").css({width:c.za,height:h-30});c.H.PreviewMode?(jQuery(c.L+"_arrowleftbottom").hide(),jQuery(c.L+"_arrowleftbottommarker").hide(),jQuery(c.L+"_arrowrightbottom").hide(),jQuery(c.L+"_arrowrightbottommarker").hide()):(jQuery(c.L+"_arrowleftbottom").show(),jQuery(c.L+"_arrowleftbottommarker").show(),jQuery(c.L+"_arrowrightbottom").show(),jQuery(c.L+"_arrowrightbottommarker").show());c.qj=null;c.Aw=null;c.Vd();}jQuery(".flowpaper_flipview_page").addClass("flowpaper_redraw");for(d=0;d<c.document.numPages;d++){c.kb(d)&&c.pages[d].jb();}"FlipView"==c.H.J?(window.clearTimeout(c.nt),c.nt=setTimeout(function(){c.zo&&c.zo();for(var 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