Ferramentas Pessoais
Você está aqui: Página Inicial → Seção de Processos → ATO TRT GP Nº 454/2016 (html)
MANUAIS DOS SISTEMAS

 

                                                                           

                                                                                    eGestao

                                 1º Grau

                                 2º Grau

Manual Basico

 

Manual do Descarte

Descarte

 Limpar e organizar…

é só começar!

 

ATO TRT GP Nº 454/2016 (html)

Processo IUJ

Ato TRT GP 454_2016.html — HTML, 181Kb

Conteúdo do arquivo

<!DOCTYPE html>
<!-- Created by pdf2htmlEX (https://github.com/coolwanglu/pdf2htmlex) -->
<html xmlns="http://www.w3.org/1999/xhtml">
<head>
<meta charset="utf-8"/>
<meta name="generator" content="pdf2htmlEX"/>
<meta http-equiv="X-UA-Compatible" content="IE=edge,chrome=1"/>
<style type="text/css">
/*! 
 * Base CSS for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */#sidebar{position:absolute;top:0;left:0;bottom:0;width:250px;padding:0;margin:0;overflow:auto}#page-container{position:absolute;top:0;left:0;margin:0;padding:0;border:0}@media screen{#sidebar.opened+#page-container{left:250px}#page-container{bottom:0;right:0;overflow:auto}.loading-indicator{display:none}.loading-indicator.active{display:block;position:absolute;width:64px;height:64px;top:50%;left:50%;margin-top:-32px;margin-left:-32px}.loading-indicator img{position:absolute;top:0;left:0;bottom:0;right:0}}@media print{@page{margin:0}html{margin:0}body{margin:0;-webkit-print-color-adjust:exact}#sidebar{display:none}#page-container{width:auto;height:auto;overflow:visible;background-color:transparent}.d{display:none}}.pf{position:relative;background-color:white;overflow:hidden;margin:0;border:0}.pc{position:absolute;border:0;padding:0;margin:0;top:0;left:0;width:100%;height:100%;overflow:hidden;display:block;transform-origin:0 0;-ms-transform-origin:0 0;-webkit-transform-origin:0 0}.pc.opened{display:block}.bf{position:absolute;border:0;margin:0;top:0;bottom:0;width:100%;height:100%;-ms-user-select:none;-moz-user-select:none;-webkit-user-select:none;user-select:none}.bi{position:absolute;border:0;margin:0;-ms-user-select:none;-moz-user-select:none;-webkit-user-select:none;user-select:none}@media print{.pf{margin:0;box-shadow:none;page-break-after:always;page-break-inside:avoid}@-moz-document url-prefix(){.pf{overflow:visible;border:1px solid #fff}.pc{overflow:visible}}}.c{position:absolute;border:0;padding:0;margin:0;overflow:hidden;display:block}.t{position:absolute;white-space:pre;font-size:1px;transform-origin:0 100%;-ms-transform-origin:0 100%;-webkit-transform-origin:0 100%;unicode-bidi:bidi-override;-moz-font-feature-settings:"liga" 0}.t:after{content:''}.t:before{content:'';display:inline-block}.t span{position:relative;unicode-bidi:bidi-override}._{display:inline-block;color:transparent;z-index:-1}::selection{background:rgba(127,255,255,0.4)}::-moz-selection{background:rgba(127,255,255,0.4)}.pi{display:none}.d{position:absolute;transform-origin:0 100%;-ms-transform-origin:0 100%;-webkit-transform-origin:0 100%}.it{border:0;background-color:rgba(255,255,255,0.0)}.ir:hover{cursor:pointer}</style>
<style type="text/css">
/*! 
 * Fancy styles for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */@keyframes fadein{from{opacity:0}to{opacity:1}}@-webkit-keyframes fadein{from{opacity:0}to{opacity:1}}@keyframes swing{0{transform:rotate(0)}10%{transform:rotate(0)}90%{transform:rotate(720deg)}100%{transform:rotate(720deg)}}@-webkit-keyframes swing{0{-webkit-transform:rotate(0)}10%{-webkit-transform:rotate(0)}90%{-webkit-transform:rotate(720deg)}100%{-webkit-transform:rotate(720deg)}}@media screen{#sidebar{background-color:#2f3236;background-image:url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI0IiBoZWlnaHQ9IjQiPgo8cmVjdCB3aWR0aD0iNCIgaGVpZ2h0PSI0IiBmaWxsPSIjNDAzYzNmIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDBMNCA0Wk00IDBMMCA0WiIgc3Ryb2tlLXdpZHRoPSIxIiBzdHJva2U9IiMxZTI5MmQiPjwvcGF0aD4KPC9zdmc+")}#outline{font-family:Georgia,Times,"Times New Roman",serif;font-size:13px;margin:2em 1em}#outline ul{padding:0}#outline li{list-style-type:none;margin:1em 0}#outline li>ul{margin-left:1em}#outline a,#outline a:visited,#outline a:hover,#outline a:active{line-height:1.2;color:#e8e8e8;text-overflow:ellipsis;white-space:nowrap;text-decoration:none;display:block;overflow:hidden;outline:0}#outline a:hover{color:#0cf}#page-container{background-color:#9e9e9e;background-image:url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI1IiBoZWlnaHQ9IjUiPgo8cmVjdCB3aWR0aD0iNSIgaGVpZ2h0PSI1IiBmaWxsPSIjOWU5ZTllIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDVMNSAwWk02IDRMNCA2Wk0tMSAxTDEgLTFaIiBzdHJva2U9IiM4ODgiIHN0cm9rZS13aWR0aD0iMSI+PC9wYXRoPgo8L3N2Zz4=");-webkit-transition:left 500ms;transition:left 500ms}.pf{margin:13px auto;box-shadow:1px 1px 3px 1px #333;border-collapse:separate}.pc.opened{-webkit-animation:fadein 100ms;animation:fadein 100ms}.loading-indicator.active{-webkit-animation:swing 1.5s ease-in-out .01s infinite alternate none;animation:swing 1.5s ease-in-out .01s infinite alternate none}.checked{background:no-repeat url(data:image/png;base64,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)}}</style>
<style type="text/css">
.ff0{font-family:sans-serif;visibility:hidden;}
@font-face{font-family:ff1;src:url('data:application/font-woff;base64,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')format("woff");}.ff1{font-family:ff1;line-height:1.110000;font-style:normal;font-weight:normal;visibility:visible;}
@font-face{font-family:ff2;src:url('data:application/font-woff;base64,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')format("woff");}.ff2{font-family:ff2;line-height:0.960000;font-style:normal;font-weight:normal;visibility:visible;}
@font-face{font-family:ff3;src:url('data:application/font-woff;base64,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')format("woff");}.ff3{font-family:ff3;line-height:1.202000;font-style:normal;font-weight:normal;visibility:visible;}
.m0{transform:matrix(0.249852,0.000000,0.000000,0.250000,0,0);-ms-transform:matrix(0.249852,0.000000,0.000000,0.250000,0,0);-webkit-transform:matrix(0.249852,0.000000,0.000000,0.250000,0,0);}
.m1{transform:matrix(0.249994,0.000000,0.000000,0.250000,0,0);-ms-transform:matrix(0.249994,0.000000,0.000000,0.250000,0,0);-webkit-transform:matrix(0.249994,0.000000,0.000000,0.250000,0,0);}
.v0{vertical-align:0.000000px;}
.ls0{letter-spacing:0.000000px;}
.sc_{text-shadow:none;}
.sc0{text-shadow:-0.015em 0 transparent,0 0.015em transparent,0.015em 0 transparent,0 -0.015em  transparent;}
@media screen and (-webkit-min-device-pixel-ratio:0){
.sc_{-webkit-text-stroke:0px transparent;}
.sc0{-webkit-text-stroke:0.015em transparent;text-shadow:none;}
}
.ws0{word-spacing:0.000000px;}
._7{margin-left:-17.238296px;}
._0{margin-left:-1.516449px;}
._1{width:1.195313px;}
._c{width:3.039213px;}
._b{width:4.258027px;}
._a{width:5.599439px;}
._16{width:6.856247px;}
._2{width:8.346694px;}
._9{width:10.030881px;}
._13{width:11.046440px;}
._12{width:12.046465px;}
._5{width:17.165675px;}
._6{width:18.342225px;}
._15{width:24.079541px;}
._11{width:25.859048px;}
._10{width:26.949402px;}
._e{width:33.710982px;}
._d{width:34.896708px;}
._14{width:41.916921px;}
._f{width:48.344430px;}
._4{width:49.876364px;}
._8{width:52.572937px;}
._3{width:171.980684px;}
.fc1{color:rgb(0,0,0);}
.fc0{color:rgb(0,0,128);}
.fs1{font-size:18.744345px;}
.fs0{font-size:47.999981px;}
.y33{bottom:2.496846px;}
.y32{bottom:8.120149px;}
.y31{bottom:13.743453px;}
.y30{bottom:19.366756px;}
.y2f{bottom:24.990060px;}
.y2e{bottom:30.613363px;}
.y2d{bottom:36.236667px;}
.y0{bottom:80.000000px;}
.y1e{bottom:96.560161px;}
.y1d{bottom:110.719956px;}
.y1c{bottom:124.879950px;}
.y1b{bottom:139.039944px;}
.y1a{bottom:167.359933px;}
.y19{bottom:181.519927px;}
.y18{bottom:195.679922px;}
.y17{bottom:209.839916px;}
.y16{bottom:238.159905px;}
.y15{bottom:266.839893px;}
.y14{bottom:280.999888px;}
.y13{bottom:295.159882px;}
.y12{bottom:323.479871px;}
.y11{bottom:337.639865px;}
.y10{bottom:351.799859px;}
.yf{bottom:380.119848px;}
.ye{bottom:394.279842px;}
.yd{bottom:422.599831px;}
.yc{bottom:436.759825px;}
.yb{bottom:450.919820px;}
.y1f{bottom:474.500000px;}
.ya{bottom:479.599808px;}
.y2b{bottom:489.439804px;}
.y9{bottom:493.759802px;}
.y2a{bottom:503.599799px;}
.y8{bottom:508.279797px;}
.y2c{bottom:520.078018px;}
.y7{bottom:536.959785px;}
.y6{bottom:551.119780px;}
.y5{bottom:565.279774px;}
.y4{bottom:579.439768px;}
.y29{bottom:588.919764px;}
.y3{bottom:593.599763px;}
.y28{bottom:603.079759px;}
.y2{bottom:621.559751px;}
.y27{bottom:631.039748px;}
.y1{bottom:649.519740px;}
.y26{bottom:659.359736px;}
.y25{bottom:673.519731px;}
.y24{bottom:687.679725px;}
.y23{bottom:715.999714px;}
.y22{bottom:730.159708px;}
.y21{bottom:744.319702px;}
.y20{bottom:758.479697px;}
.h6{height:17.844616px;}
.h3{height:35.615986px;}
.h5{height:41.470763px;}
.h2{height:44.927982px;}
.h4{height:295.500000px;}
.h1{height:690.500000px;}
.h0{height:842.000000px;}
.w2{width:64.252204px;}
.w1{width:487.000000px;}
.w0{width:595.000000px;}
.x6{left:-0.000013px;}
.x0{left:54.000000px;}
.x1{left:71.999971px;}
.x4{left:185.399926px;}
.x5{left:272.028804px;}
.x2{left:308.999876px;}
.x3{left:326.879869px;}
@media print{
.v0{vertical-align:0.000000pt;}
.ls0{letter-spacing:0.000000pt;}
.ws0{word-spacing:0.000000pt;}
._7{margin-left:-22.984395pt;}
._0{margin-left:-2.021932pt;}
._1{width:1.593751pt;}
._c{width:4.052285pt;}
._b{width:5.677370pt;}
._a{width:7.465919pt;}
._16{width:9.141663pt;}
._2{width:11.128925pt;}
._9{width:13.374508pt;}
._13{width:14.728586pt;}
._12{width:16.061953pt;}
._5{width:22.887566pt;}
._6{width:24.456299pt;}
._15{width:32.106055pt;}
._11{width:34.478731pt;}
._10{width:35.932536pt;}
._e{width:44.947976pt;}
._d{width:46.528944pt;}
._14{width:55.889228pt;}
._f{width:64.459240pt;}
._4{width:66.501819pt;}
._8{width:70.097249pt;}
._3{width:229.307578pt;}
.fs1{font-size:24.992460pt;}
.fs0{font-size:63.999974pt;}
.y33{bottom:3.329128pt;}
.y32{bottom:10.826866pt;}
.y31{bottom:18.324604pt;}
.y30{bottom:25.822342pt;}
.y2f{bottom:33.320080pt;}
.y2e{bottom:40.817818pt;}
.y2d{bottom:48.315556pt;}
.y0{bottom:106.666667pt;}
.y1e{bottom:128.746882pt;}
.y1d{bottom:147.626608pt;}
.y1c{bottom:166.506600pt;}
.y1b{bottom:185.386593pt;}
.y1a{bottom:223.146577pt;}
.y19{bottom:242.026570pt;}
.y18{bottom:260.906562pt;}
.y17{bottom:279.786555pt;}
.y16{bottom:317.546540pt;}
.y15{bottom:355.786524pt;}
.y14{bottom:374.666517pt;}
.y13{bottom:393.546509pt;}
.y12{bottom:431.306494pt;}
.y11{bottom:450.186487pt;}
.y10{bottom:469.066479pt;}
.yf{bottom:506.826464pt;}
.ye{bottom:525.706456pt;}
.yd{bottom:563.466441pt;}
.yc{bottom:582.346434pt;}
.yb{bottom:601.226426pt;}
.y1f{bottom:632.666667pt;}
.ya{bottom:639.466411pt;}
.y2b{bottom:652.586406pt;}
.y9{bottom:658.346403pt;}
.y2a{bottom:671.466398pt;}
.y8{bottom:677.706396pt;}
.y2c{bottom:693.437358pt;}
.y7{bottom:715.946380pt;}
.y6{bottom:734.826373pt;}
.y5{bottom:753.706365pt;}
.y4{bottom:772.586358pt;}
.y29{bottom:785.226353pt;}
.y3{bottom:791.466350pt;}
.y28{bottom:804.106345pt;}
.y2{bottom:828.746335pt;}
.y27{bottom:841.386330pt;}
.y1{bottom:866.026320pt;}
.y26{bottom:879.146315pt;}
.y25{bottom:898.026307pt;}
.y24{bottom:916.906300pt;}
.y23{bottom:954.666285pt;}
.y22{bottom:973.546277pt;}
.y21{bottom:992.426270pt;}
.y20{bottom:1011.306262pt;}
.h6{height:23.792822pt;}
.h3{height:47.487981pt;}
.h5{height:55.294351pt;}
.h2{height:59.903976pt;}
.h4{height:394.000000pt;}
.h1{height:920.666667pt;}
.h0{height:1122.666667pt;}
.w2{width:85.669605pt;}
.w1{width:649.333333pt;}
.w0{width:793.333333pt;}
.x6{left:-0.000018pt;}
.x0{left:72.000000pt;}
.x1{left:95.999962pt;}
.x4{left:247.199901pt;}
.x5{left:362.705071pt;}
.x2{left:411.999835pt;}
.x3{left:435.839826pt;}
}
</style>
<script>
/*
 Copyright 2012 Mozilla Foundation 
 Copyright 2013 Lu Wang <coolwanglu@gmail.com>
 Apachine License Version 2.0 
*/
(function(){function b(a,b,e,f){var c=(a.className||"").split(/\s+/g);""===c[0]&&c.shift();var d=c.indexOf(b);0>d&&e&&c.push(b);0<=d&&f&&c.splice(d,1);a.className=c.join(" ");return 0<=d}if(!("classList"in document.createElement("div"))){var e={add:function(a){b(this.element,a,!0,!1)},contains:function(a){return b(this.element,a,!1,!1)},remove:function(a){b(this.element,a,!1,!0)},toggle:function(a){b(this.element,a,!0,!0)}};Object.defineProperty(HTMLElement.prototype,"classList",{get:function(){if(this._classList)return this._classList;
var a=Object.create(e,{element:{value:this,writable:!1,enumerable:!0}});Object.defineProperty(this,"_classList",{value:a,writable:!1,enumerable:!1});return a},enumerable:!0})}})();
</script>
<script>
(function(){/*
 pdf2htmlEX.js: Core UI functions for pdf2htmlEX 
 Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> and other contributors 
 https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE 
*/
var pdf2htmlEX=window.pdf2htmlEX=window.pdf2htmlEX||{},CSS_CLASS_NAMES={page_frame:"pf",page_content_box:"pc",page_data:"pi",background_image:"bi",link:"l",input_radio:"ir",__dummy__:"no comma"},DEFAULT_CONFIG={container_id:"page-container",sidebar_id:"sidebar",outline_id:"outline",loading_indicator_cls:"loading-indicator",preload_pages:3,render_timeout:100,scale_step:0.9,key_handler:!0,hashchange_handler:!0,view_history_handler:!0,__dummy__:"no comma"},EPS=1E-6;
function invert(a){var b=a[0]*a[3]-a[1]*a[2];return[a[3]/b,-a[1]/b,-a[2]/b,a[0]/b,(a[2]*a[5]-a[3]*a[4])/b,(a[1]*a[4]-a[0]*a[5])/b]}function transform(a,b){return[a[0]*b[0]+a[2]*b[1]+a[4],a[1]*b[0]+a[3]*b[1]+a[5]]}function get_page_number(a){return parseInt(a.getAttribute("data-page-no"),16)}function disable_dragstart(a){for(var b=0,c=a.length;b<c;++b)a[b].addEventListener("dragstart",function(){return!1},!1)}
function clone_and_extend_objs(a){for(var b={},c=0,e=arguments.length;c<e;++c){var h=arguments[c],d;for(d in h)h.hasOwnProperty(d)&&(b[d]=h[d])}return b}
function Page(a){if(a){this.shown=this.loaded=!1;this.page=a;this.num=get_page_number(a);this.original_height=a.clientHeight;this.original_width=a.clientWidth;var b=a.getElementsByClassName(CSS_CLASS_NAMES.page_content_box)[0];b&&(this.content_box=b,this.original_scale=this.cur_scale=this.original_height/b.clientHeight,this.page_data=JSON.parse(a.getElementsByClassName(CSS_CLASS_NAMES.page_data)[0].getAttribute("data-data")),this.ctm=this.page_data.ctm,this.ictm=invert(this.ctm),this.loaded=!0)}}
Page.prototype={hide:function(){this.loaded&&this.shown&&(this.content_box.classList.remove("opened"),this.shown=!1)},show:function(){this.loaded&&!this.shown&&(this.content_box.classList.add("opened"),this.shown=!0)},rescale:function(a){this.cur_scale=0===a?this.original_scale:a;this.loaded&&(a=this.content_box.style,a.msTransform=a.webkitTransform=a.transform="scale("+this.cur_scale.toFixed(3)+")");a=this.page.style;a.height=this.original_height*this.cur_scale+"px";a.width=this.original_width*this.cur_scale+
"px"},view_position:function(){var a=this.page,b=a.parentNode;return[b.scrollLeft-a.offsetLeft-a.clientLeft,b.scrollTop-a.offsetTop-a.clientTop]},height:function(){return this.page.clientHeight},width:function(){return this.page.clientWidth}};function Viewer(a){this.config=clone_and_extend_objs(DEFAULT_CONFIG,0<arguments.length?a:{});this.pages_loading=[];this.init_before_loading_content();var b=this;document.addEventListener("DOMContentLoaded",function(){b.init_after_loading_content()},!1)}
Viewer.prototype={scale:1,cur_page_idx:0,first_page_idx:0,init_before_loading_content:function(){this.pre_hide_pages()},initialize_radio_button:function(){for(var a=document.getElementsByClassName(CSS_CLASS_NAMES.input_radio),b=0;b<a.length;b++)a[b].addEventListener("click",function(){this.classList.toggle("checked")})},init_after_loading_content:function(){this.sidebar=document.getElementById(this.config.sidebar_id);this.outline=document.getElementById(this.config.outline_id);this.container=document.getElementById(this.config.container_id);
this.loading_indicator=document.getElementsByClassName(this.config.loading_indicator_cls)[0];for(var a=!0,b=this.outline.childNodes,c=0,e=b.length;c<e;++c)if("ul"===b[c].nodeName.toLowerCase()){a=!1;break}a||this.sidebar.classList.add("opened");this.find_pages();if(0!=this.pages.length){disable_dragstart(document.getElementsByClassName(CSS_CLASS_NAMES.background_image));this.config.key_handler&&this.register_key_handler();var h=this;this.config.hashchange_handler&&window.addEventListener("hashchange",
function(a){h.navigate_to_dest(document.location.hash.substring(1))},!1);this.config.view_history_handler&&window.addEventListener("popstate",function(a){a.state&&h.navigate_to_dest(a.state)},!1);this.container.addEventListener("scroll",function(){h.update_page_idx();h.schedule_render(!0)},!1);[this.container,this.outline].forEach(function(a){a.addEventListener("click",h.link_handler.bind(h),!1)});this.initialize_radio_button();this.render()}},find_pages:function(){for(var a=[],b={},c=this.container.childNodes,
e=0,h=c.length;e<h;++e){var d=c[e];d.nodeType===Node.ELEMENT_NODE&&d.classList.contains(CSS_CLASS_NAMES.page_frame)&&(d=new Page(d),a.push(d),b[d.num]=a.length-1)}this.pages=a;this.page_map=b},load_page:function(a,b,c){var e=this.pages;if(!(a>=e.length||(e=e[a],e.loaded||this.pages_loading[a]))){var e=e.page,h=e.getAttribute("data-page-url");if(h){this.pages_loading[a]=!0;var d=e.getElementsByClassName(this.config.loading_indicator_cls)[0];"undefined"===typeof d&&(d=this.loading_indicator.cloneNode(!0),
d.classList.add("active"),e.appendChild(d));var f=this,g=new XMLHttpRequest;g.open("GET",h,!0);g.onload=function(){if(200===g.status||0===g.status){var b=document.createElement("div");b.innerHTML=g.responseText;for(var d=null,b=b.childNodes,e=0,h=b.length;e<h;++e){var p=b[e];if(p.nodeType===Node.ELEMENT_NODE&&p.classList.contains(CSS_CLASS_NAMES.page_frame)){d=p;break}}b=f.pages[a];f.container.replaceChild(d,b.page);b=new Page(d);f.pages[a]=b;b.hide();b.rescale(f.scale);disable_dragstart(d.getElementsByClassName(CSS_CLASS_NAMES.background_image));
f.schedule_render(!1);c&&c(b)}delete f.pages_loading[a]};g.send(null)}void 0===b&&(b=this.config.preload_pages);0<--b&&(f=this,setTimeout(function(){f.load_page(a+1,b)},0))}},pre_hide_pages:function(){var a="@media screen{."+CSS_CLASS_NAMES.page_content_box+"{display:none;}}",b=document.createElement("style");b.styleSheet?b.styleSheet.cssText=a:b.appendChild(document.createTextNode(a));document.head.appendChild(b)},render:function(){for(var a=this.container,b=a.scrollTop,c=a.clientHeight,a=b-c,b=
b+c+c,c=this.pages,e=0,h=c.length;e<h;++e){var d=c[e],f=d.page,g=f.offsetTop+f.clientTop,f=g+f.clientHeight;g<=b&&f>=a?d.loaded?d.show():this.load_page(e):d.hide()}},update_page_idx:function(){var a=this.pages,b=a.length;if(!(2>b)){for(var c=this.container,e=c.scrollTop,c=e+c.clientHeight,h=-1,d=b,f=d-h;1<f;){var g=h+Math.floor(f/2),f=a[g].page;f.offsetTop+f.clientTop+f.clientHeight>=e?d=g:h=g;f=d-h}this.first_page_idx=d;for(var g=h=this.cur_page_idx,k=0;d<b;++d){var f=a[d].page,l=f.offsetTop+f.clientTop,
f=f.clientHeight;if(l>c)break;f=(Math.min(c,l+f)-Math.max(e,l))/f;if(d===h&&Math.abs(f-1)<=EPS){g=h;break}f>k&&(k=f,g=d)}this.cur_page_idx=g}},schedule_render:function(a){if(void 0!==this.render_timer){if(!a)return;clearTimeout(this.render_timer)}var b=this;this.render_timer=setTimeout(function(){delete b.render_timer;b.render()},this.config.render_timeout)},register_key_handler:function(){var a=this;window.addEventListener("DOMMouseScroll",function(b){if(b.ctrlKey){b.preventDefault();var c=a.container,
e=c.getBoundingClientRect(),c=[b.clientX-e.left-c.clientLeft,b.clientY-e.top-c.clientTop];a.rescale(Math.pow(a.config.scale_step,b.detail),!0,c)}},!1);window.addEventListener("keydown",function(b){var c=!1,e=b.ctrlKey||b.metaKey,h=b.altKey;switch(b.keyCode){case 61:case 107:case 187:e&&(a.rescale(1/a.config.scale_step,!0),c=!0);break;case 173:case 109:case 189:e&&(a.rescale(a.config.scale_step,!0),c=!0);break;case 48:e&&(a.rescale(0,!1),c=!0);break;case 33:h?a.scroll_to(a.cur_page_idx-1):a.container.scrollTop-=
a.container.clientHeight;c=!0;break;case 34:h?a.scroll_to(a.cur_page_idx+1):a.container.scrollTop+=a.container.clientHeight;c=!0;break;case 35:a.container.scrollTop=a.container.scrollHeight;c=!0;break;case 36:a.container.scrollTop=0,c=!0}c&&b.preventDefault()},!1)},rescale:function(a,b,c){var e=this.scale;this.scale=a=0===a?1:b?e*a:a;c||(c=[0,0]);b=this.container;c[0]+=b.scrollLeft;c[1]+=b.scrollTop;for(var h=this.pages,d=h.length,f=this.first_page_idx;f<d;++f){var g=h[f].page;if(g.offsetTop+g.clientTop>=
c[1])break}g=f-1;0>g&&(g=0);var g=h[g].page,k=g.clientWidth,f=g.clientHeight,l=g.offsetLeft+g.clientLeft,m=c[0]-l;0>m?m=0:m>k&&(m=k);k=g.offsetTop+g.clientTop;c=c[1]-k;0>c?c=0:c>f&&(c=f);for(f=0;f<d;++f)h[f].rescale(a);b.scrollLeft+=m/e*a+g.offsetLeft+g.clientLeft-m-l;b.scrollTop+=c/e*a+g.offsetTop+g.clientTop-c-k;this.schedule_render(!0)},fit_width:function(){var a=this.cur_page_idx;this.rescale(this.container.clientWidth/this.pages[a].width(),!0);this.scroll_to(a)},fit_height:function(){var a=this.cur_page_idx;
this.rescale(this.container.clientHeight/this.pages[a].height(),!0);this.scroll_to(a)},get_containing_page:function(a){for(;a;){if(a.nodeType===Node.ELEMENT_NODE&&a.classList.contains(CSS_CLASS_NAMES.page_frame)){a=get_page_number(a);var b=this.page_map;return a in b?this.pages[b[a]]:null}a=a.parentNode}return null},link_handler:function(a){var b=a.target,c=b.getAttribute("data-dest-detail");if(c){if(this.config.view_history_handler)try{var e=this.get_current_view_hash();window.history.replaceState(e,
"","#"+e);window.history.pushState(c,"","#"+c)}catch(h){}this.navigate_to_dest(c,this.get_containing_page(b));a.preventDefault()}},navigate_to_dest:function(a,b){try{var c=JSON.parse(a)}catch(e){return}if(c instanceof Array){var h=c[0],d=this.page_map;if(h in d){for(var f=d[h],h=this.pages[f],d=2,g=c.length;d<g;++d){var k=c[d];if(null!==k&&"number"!==typeof k)return}for(;6>c.length;)c.push(null);var g=b||this.pages[this.cur_page_idx],d=g.view_position(),d=transform(g.ictm,[d[0],g.height()-d[1]]),
g=this.scale,l=[0,0],m=!0,k=!1,n=this.scale;switch(c[1]){case "XYZ":l=[null===c[2]?d[0]:c[2]*n,null===c[3]?d[1]:c[3]*n];g=c[4];if(null===g||0===g)g=this.scale;k=!0;break;case "Fit":case "FitB":l=[0,0];k=!0;break;case "FitH":case "FitBH":l=[0,null===c[2]?d[1]:c[2]*n];k=!0;break;case "FitV":case "FitBV":l=[null===c[2]?d[0]:c[2]*n,0];k=!0;break;case "FitR":l=[c[2]*n,c[5]*n],m=!1,k=!0}if(k){this.rescale(g,!1);var p=this,c=function(a){l=transform(a.ctm,l);m&&(l[1]=a.height()-l[1]);p.scroll_to(f,l)};h.loaded?
c(h):(this.load_page(f,void 0,c),this.scroll_to(f))}}}},scroll_to:function(a,b){var c=this.pages;if(!(0>a||a>=c.length)){c=c[a].view_position();void 0===b&&(b=[0,0]);var e=this.container;e.scrollLeft+=b[0]-c[0];e.scrollTop+=b[1]-c[1]}},get_current_view_hash:function(){var a=[],b=this.pages[this.cur_page_idx];a.push(b.num);a.push("XYZ");var c=b.view_position(),c=transform(b.ictm,[c[0],b.height()-c[1]]);a.push(c[0]/this.scale);a.push(c[1]/this.scale);a.push(this.scale);return JSON.stringify(a)}};
pdf2htmlEX.Viewer=Viewer;})();
</script>
<script>
try{
pdf2htmlEX.defaultViewer = new pdf2htmlEX.Viewer({});
}catch(e){}
</script>
<title></title>
</head>
<body>
<div id="sidebar">
<div id="outline">
</div>
</div>
<div id="page-container">
<div id="pf1" class="pf w0 h0" data-page-no="1"><div class="pc pc1 w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA84AAAVlCAIAAABBfAIYAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdd5RkV30v+t/e+8Q6lavTdJjpyT2jydIoRzSAkEEEkx/GwIO3wItl8y42Xr4veT3wdcLX2Nh+viboPnNtkOGBMEIoISSNJmjyTE/omekcq7ty1clnh/fHkcrNSAgFEBpmf5aWdFRdu+rUqVNd3/Pr39kHCSHgNdR+OoTQy1qWQ35thshNId9WOeTyGgKSJEnSK4Vey6j9Gsd6SZIk6dV+ScioLUmS9CpguQkkSZIkSZIkSUZtSZIkSZIkSZJR+4Us/0Pky12WQ35thshNId9WOeQyGiJJkiS9qvQre7UlSZKkl1IikSRJkl4u2UAiSZIkSZIkSTJqS5IkSZIkSZKM2i9Idn/KIXJTyLdVDrm8hkiSJEmvKv3KXm1JkiTppZRIJEmSpJdLNpBIkiRJkiRJ0i+FIjeBJEkvFwcOIBAgBAgAgQCQpU9JkiRJeh7Zqy2HyKZeOeRnDhFCxH1f4jnxMgNGgTHERZy6OSy/T3w3Lp79RwBwAAHikhYyucEviyGSJEnSq0q/sldbkqSX+5nlCAkADIAFgBAAQjwvnyHx07cgECBkkrv8viTk+yVJkvQqyAYSSZJedswiHACAMwYKARSXtZVLRgkeIYSFeLbJRAiBiAxtkiRJkozakiRdkeIa9s+tYgohEPg8ChDGwBQgCucC4f/I2ZxzzjnBdcERo5ioJjAEWHkpv3Be4jpIkiRJ0mVB9mrLIbJXWw75qWXxojjnlNJ6aXRsZO/c9HAYVGnkO44bRVH4nCAIfN/nrFIqXZyaOgWihUgguM8Y+7lPId8jkL3akiRJv0Zkr7YkSRwABIAAJABxLvCzrdcMIP7MChACBEEgKHO48Jfmjk6PDROsbti4y0qvVfQuUFUmBCIEGMU8AsFq5acXivMt27vqqqtppOY6VlOUJERFiHDOAQR+duoSzjkVAAQrQgDGREa919eXhHw7JEmSXgXZQCJJVzxBAQEHRAEEqIAQ4giAEUKf+y3BgQtgCMDHUK43zlrJZhSed+3FJXW8s/cGgddYPb0hh32HDt9247XYrdiVhcXygWpzxkwaS0t1FuWsrMGVXgxpzogABIgCRwQwIN8PGwgrGBuakniJB+oy/0mSJEkyakuSdDlACABjAAyMg8c5FYC5iARHADpwlQsVCSAIMOatesV2alFrLJdhi06Z6MmZ2ceaTWsd3XX46LGTp89o7sHV/blaeT6ZKnmN0c7ChqXp6orubUtTp1es7VAg5IIxxgFFwAJKQ0HCo4cObN95XcJSZXyWJEmSfs3IXm05RPZqX+lDBCAhCBJEEYgIt1kdc+qjvj1FwzJnTkR9ynjIIsodzhoXRg6nLFxfKEUtDlRPmBmnXjOxf/HA90899u1ctHDiiW+X5o5gNBe5LU0oKjWrc62oxVkYMb/EwzIPK25jJnQXgubM4vSx8vxZpzGvaVCvlwH488vV8S3oOfJtfY2HSJIkSa8G+eM//uPX7Mlkr7YkvV4hJIBRH0G9unC2MnO6XLy4tDiqkFDTBKBAVQJVbS5OH2pVLiC/1JxfTCdSju8nzIxdi7gjFk+di6p2eaLelU1YSc20dGAEIKGqHfUaM828lcmUSpPzM+PA/fHzx9MZErXmeVQ7c+bohk0bSuWapluWlRcCCyHaae9nxT4ZB38lJRJJkiTp5ZINJJJ0RVg+v8elMEICQADBmEatoDndnDle6MmPz0xjPjd+UdGtDkU1OtO4PHsur4W1mbmcgWhgJxJ8qTSTtrLFhWI0A0bd0suUpZRTzsSb3v3mUF8iWItQ2LM65wQLXWrCBHTmxPBAz11A5yHUzg0fXrd2DQtKhbyx/8jFtRu2RVGoa8by9eScy+QnSZIkXb6w3ASSdAXggBhCDKEIAUICIY6QQAhFCNkcWhRYBBCGIUGsVp3r7U2eO71v85pcVB0P58+vTYE/daQ0dRD4wuzsORaGVlKhwgtZ6HoutWv+/FSXo6OFsCfKinOtZEs9efRs2W0wRaXVcEN6oKAYrbDR8lo9Xb2h38xnvNHjj3cPdB6ZuLBh16652alNa1c4tfGJsaNR5DLKBUcgGEJOBCED4IAAIUACoVC+l5IkSZKM2pIkvV4IEfduCUAcEBfYFTgSWAjEBIoECjHHwBEIwKo4f+54JmPOFIubNg9VFxeQ0+hPKjNH96a5k9ahabeqTkgVK1LyQu9oeNjzMKb65Pm5+kRJjUhlvmJxFdtiYWKBLzYzVNeX6Nnv7XfO18vD83opsCdq+370WL4zBUmiJUzuh+mkNTV5UVWCo888lEyGjFUVIjAIBIwxF4MPEAjOo5ACMEBcvqGSJEmSjNovTJ4/J4fITfErH8IFMMGYYEwIzlXGTUx1LDAGxoL66tXdvttMZwsI607L7cmlDOwF9kJnPrFYXOIosXbztQdOjX/7R4dbkYVwFoNVKrqakgp80vSjFkTEIs1SPSsys8NjKawUZ4rHnzl+39e/F9ZhYXT2wBMHDh04sjS1oFHl6MNPrdRTw/sPbNu2+dyFU6vX909Nn65UJyhtCOEJCEBECrIVaCJR1zWKkWCUyrf1NR4iSZIkvRrytEhJuhJwQFwIAUgASwAlwBENKQaVU0xEKEQIvBkGC6OnHyfCJqpeXCgOrOhvtRq16uLAmjULdacl9DMTlePn5vYeOt07sJ4xcvSZI4OFnpEDw7QqTNQ52loc2NYNzKN+wCLECzTRvSKT7ypX7CYiBydGrZVdjUix7eaWFR2ze0+fO3gmEPjpI0fAUjOFXG/fii///d+vXbMhmUirCq5WpmfnzuWS+Nzw4dPDR3L5jK6bgDBCmoyDv6oSiSRJkvS6jtqSJP2KxF0kHEBgl/OoxcMiDeYM03fqMyrxXL+ISH1+6ih1Zg2VF4vlwdVDTx88HmG1a83geKlVDI29w3P//pOTJ0fmbR9ZidzJQye3rV6JajWzyYOiPQFoPlHv3Jq95Zp1cycnSIvVEwYzzTXr1w+uHFy7ZeuG67YfGRk5NzqHsdixeV393MzkZLVEeZOQA2dO3v6GNxzad9Bzowce+NGGdRsLHckjRx7uH9DnLpw5ffLAli3rms2WYWZ0LQVIlflPRm1JkqTLhZyBRJKusOQEkxMjB0BZmp473dWdd13f0LYEkVeqzm9Y0+W0yg231dm18rHHn37kJ0fe+u67ghp96vjFE+eKZRv5oZHNpFSgw6dHr13fd/u1uw99/3uWy02KLqBy2IlrWbZ6Z9/8U3lngVfHAzdbb2RmR4+dmVpoolyqy8pP2qKquofmxvKbVtgLzWuvvWUqrF44tvfP/uJvf+9jH3NtOHjw7PCpo9PTZ3fuHqzURybPjt11155iqVyuV9cP3cAoJZp8DyVJkqTLhuzVlkNkr/av/RCBEAGhYGQAN5judK9MHD/4g9WZcH74yWS4tFB+ZGV3NROMi8VxlQo91/ndfc/85Mx5W7eKgfXM+dqP914oFlshx0JnTb/kh5Vkiqk5/MMnHkwirT7XKlJ1aYUW4YTphqCeHtqVCVrE5F6yhUZOX6zzxsLMgn++3hodW50zdWx94/vnKx1D2Tuvpxu7p/xGuRHUmt6X/uHr+w+N+KD826Pf8o16Mq3ufewn1964J6yx2ox947V7fIpCVefgcnC5cAV4gHwBYXsew/aC3BN+gUMkSZKkV5V+X8v+admrLUmvvXYMRQhxzgka+cmP/qU71Th95NHNm4aWSjVsJFAIG9YNjU/NpFes+Pcn9v7wibOKogludvcMNJql4mJdTWjNgGuGYWmERK5G/avXDva5jY2hMTVaOifI8AaL2O7tQ9rn3tetTlsHvrk4PLnkKKn8xo7tN65TcIJEmScef2Jkqdq9eWuyt+ep/U8uNarZvu6qbzPEMOOqQI5DsUYyBTWXVHZvXnPXLTeSSK1Xm5u23zg+2dx+07tA71BEBAAIAUJxpQCBwD8rTUq/2BKJJEmS9HLJyf4k6crCKbpm942LC5VdO6+fmS5ipBUYdJmJ4uy8YmWGZxfHG1GNkXqoMKzbLd+tcQWblGlpLS3qIa82E5SuG+heqWubIKNONX0qJiwamWqoKi6ngVEnfQvb35nszBSITfwF/9Th41pWZFZbN1x/3d233r6ls2/4wSfpxNL1azevKqywq55iZBYdSpO5BkGQsRwmqnW7VQ+cih8Ie9O29SePHugodAADwhEIAoKAUJ5bkL/EJEmSpNcv2astSVeEuDaJMaZUPXX83ED/mrmxY2vWXdWotVrVYiJhOBFXlFTKLBw78jBFVmdnp287FIMvkNB0x3M39HQlLPMNN2/vKKgdOpl+4ojSpIIqdYyaPVZIIhWAUUE0JsiSsSbYdNNA5YFJbzHIdCcvXhwhieJT398f+DiT6xnosG686Y7O9Wuy69c2cHRmfl61kgFSWkGYN4xGrWVlUydOj37gnvdFqPT0wQPXX317vWFjEbLQVnWDUkoIFoAAAAF+rrwtSZIkSVd21EboP/pVXu6yHPJrM0Ruil/tEAXr1950+9M/+H82bbxq9OIFM5Hiha75BfvIMxfT+SbVc6iupXszxeICwkwxlTp1uMBWUl+an/z0+9+5a0u/qtqzh4dzCI/OzqiRPouClpZQEVUQwaFAFJAWIcvZcIux77FGJsyoLq8tVLfcsenOe27aOnQNMfNlu+UZ/Mz01MTI4UC4jtdMpLKu3bR0I5VIua2mHVCiGA/vPxTY8x/+wAdOnz7X17sZE48oKgeGCSCMueAACEBBYMq39Zc3RJIkSXo15LzaknRlEWHj/KnDPXltdvI8IUrCSlcRU5Xs3sdP2hW2NO2UK45vRIrGExmtZjeQaUaCqUhkAESj4jen+3qt2QPH/XLQcIKi7dfyiWlLmJowfaVfFbddq2m6jbEORJhBrjzulGtlltAgoazftGpicjJdyN738Pe/9eMHToyNnr44UvWbWFPCgKYMM/IDz3WRgmv1FsY4iujkhQuVUnnnth2ZfOfY6HhHd0etYWMsEOECmACKEMJIv+SQXr7Lv9gSidwIkiRJl0fUliTpl3ociwQD7gOOKFAhBOY4AO6ikCHgiCHhY/AQalmmmJs850Xiv/3zDyZKsP66XU8fHSmWvaXpRqKmqHVf0ZCZytU5FlY6YjzfmTZS2DTJxsG+bWvXslKrOrqA5pouQ/vS6NxgXoO0g/sIb60wW3dsX6lDyP0GTZqFRG7sdCXiViWAwNKstdnM+q6GFqT7V1SabKEWBlrKCS2npeqh6i7V8+m8yyg1lACzVCadS2eFp16YnDTTwvVm1q1Oj5x8fGxyJJch8zPjod9MJwijLiIII5UzghBCWOZCGbUlSZJk1JYk6ZeSigBACIQBMEEAIsJMaIDV0EVBk3q1iXMnW4sHJscOe2FJSZlHzo+em507emH8zNlJTqEyV2eNRm9HMoSGmU7UWksEnAT38ygaMMg9121/2+5tazPJw489WQisubn6BeZXe1KBhru4yr1Wwq11K2THUBcQlZEMI4aJ+nO4d/zYSJqglClafuW67VsRC1y3tW7t4B133nbs5IlWy0kkDIIYjVy7YfMwEkHUlUwin952/Y1UU4qlxdmZyc1rVk6eObuuvz+VUc+cPMjCZj5j7X/6iZHzZ/LdXbpuYaQ+G7RlMpRRW5Ik6cqM2nICZjlEbopf8hABCAQiAgHwAEVNuzQeVMei2oUDj39TJ5WQLp7e/510ChkFa//psycni7UIqi4wpPi+j4UY6Ejns/ob33zr+3/7XdNzF3Mp8vY33PzeO65/0451g2k1K6LhfQcNBrRIJuzoLI7sQqpVaSllFwVuEiCtiYbtnLpQOjZSG50ss7qe4R2VmSXuuJ4dWF26hrlpaslkwjSNSqW0es3q6Zk5P/R1TVFVlLXSSUXTI9YqViDgA/0DDx3Zj1XkNlpdlv6eu++aPHd6dnZ4964hJPynn9pbyBV27r6+0NNLkEGwAUAQAkByT/hlDZEkSZJe11Fb9mpL0i/3aBYEIMxAYYwRCBrlsZGT358dfYS2ThdSjem5E1VndvfG9XYYzNTtp05eHF2oMpIIqdayHaIQjNnNN1/rRYHLop8c3j8+O/ubv/HG7StXdhCe0ZmJqW87Rw8Nh4FZXGDHGv5MUldShVWFtYV0X3f3SqKYXDFm63iipM/b+UrDLTfSM0VWdVm16dd8j6cML4xSuWxAmaLqPV09iwvFvpWDXsj9IORCdHV2XL99J2q4nYl0pVJnCmkqCBhPKDitKjho9Hbn1g4Wzp49XiqXdu26acPGq9OFAaJnFZQG0J6NhTIZ/tJKJJIkSdLLJSf7k6RfHwIhASAAEBCMGFY81xkLmueaPuUsQlZnOttz//ce1ztWlFXzyPCCSzVNU1r1Gqg8NBWeVL9/4gDyBF6ymn69qzM9dm6WTLduuHa9SAg78s7OLBRFolFmwswp2/r68xleY8ES2F15HGBk9Lz7fe/4wYMPLhbr2De05tSoqosgyGjdhcGCyV0nCCcu1oJM5cabr/W8cGlyIShXf/jQMyxZWLV2aH5hyWZ+vVn7xId+22k4X/nu94r1ZogCGtHI9u3OqHftyun5C/Nz7tZrtjtcHR6ZmFpI3nTbdiXRxYUOAhCOc7aQcVuSJEl6nZC92pL0awQJACQEwoAYbSFsj549lE+a/R0drYbbcLXzE60f3H9829XXHjo7dXJykWipJEliFFpJK2SUY+yEEbaSTE9W655GVc0Od6zqV3UUqnxkYvSRvWeNwqpalCtq6SmBkVp4/90fHhq64eBUWVE7uJZ50zveM1OOqi3didJd+U2f+8JfjlZhrO44iaRnJNyII02Zm58/fWqsuNBy3EDT1Z7uwfGF2vCFUd9xbNtZmJk7e/Jsyw8Htw4NT4zZtpswkoah8cjpzOrXXL0tmylMzkyBYu645q41m+7QUwMcaUJQBBwh+BkVWJm8X8U+JavakiRJl0vUvhKaeuG5K2CD7P6UjbCv+RAEHIHAAiOBgDCiUZWgqQsXZ6fHV/T2pvJ9x4YnIjXZke8dnS0uAc92dFlMLdk1JJACxG86CuBCPscd17JJoibW5zI8XDh+5vC50dHR8aKZ6Zsu8aKt1DIbqNJHaHr1hm1GIX/u9DlRX/IaxYtnDhenL1LP1jAHP9JxdvjYRV3LORRHiun4YctupEytvFAX3LLdZnNp0Z6ol0oODUOj5fBm6Hus1AoX6ou2Z/d1dsyMzxoJsxW4+UJmfV9fUGsFAjYNrfcdf3K61b9mN1UyARICB4pCMRKIqwCAsADgAEIARyguciO584Ds1ZYkSfoVFMFew/7pK6FX+5LXKL+lpNdyx0OIA4DghHMBuCVQuTT5TPHCgbTmlUtLpyYbP3jyQkDFinShGURHF+YyyXzGJ0Veh5AaBKEo1BGyDEPn+tp87wozlTPCRNrxdTpRdRVz4/gijtT0m+95GzWH/uUb30uQIJtCU/OnhUH7GE8kVQouRRwrJsF6xZ9xbANDXya7xnX5b3/kgxGd/fb3/o16i52o3sWbqFIZ1FUzMLxEkpt6ASlBUl/0bMM0WUSbLScIvblq01NJQ1CiBeu60x98+xuJFy6Wp9Zv3bzyqj25FddHuJOpFkaRRgQGQIIAEgJ++mMIiixs/0JKJJIkSdLLJXu1f/FfS0IIxpgQAmOMMX4pX1RxIbxdDpekV7wDxv/CBAQoIVVyhd6GlZ0cn3LcYLrojc81DS2qjlZypp5y/UzQ6uJaJzG6MlZPJpMmKKMSFQEKObI9Z2pMaLQIbjml0+6h0xfTJL1VT+hGdk2tdUFDw5iL0MP9vaZN3caS4nt6GCGiYF03MCa6QsysqmticeEko+rYmQO2MKca2WSuD9zzSVobyFpRJYRGM2jammn4TqTppJMGNAwVRPoTCZUQV9dDw3B0TUuZaQ2VHhsGTUdJ/vgPnnAeOtUxsLPQt/NNb/1YNqsBB8AMEBfPHe8++8clGbIlSZIkGbUvd8/VFJEQwvd93/dd181kMrquq6r6IkPagSAIAoSQpmmMMYzxSxkCsuAkXbqHoGf/CwwAqySDSHppphxUPeFHi6fH+pTEQEHrySZWJrORoSRNC9Uc4lGvWeNz8xC4EAWRiIJAZFTosoyywNzMGbm1R2a5mh0MsYGi8Af3favFnknlIuYoQZio14mZ66l29BNkYG4RbiCBEYgc2hTyqm3Ppbp0gOCJg/8W8f6+rrU+Y/1rtlVGS05Yz6Rx4Mw72EXUyxFiNcIUQSJiGsIe5wogRIC5kUAqm6qqAkjgzacVO8HrSdy9NYfF4s6tnZkkE5QioghAgAUggYEAABdcfkAkSZKkKyhqx0n0lS2/noe0cc6DIPB9XwgRBEEYhoqiYIwJIT/rWeIoEEURxphzHpfDX/A+nPOXtZKv2y12ubytl+eQeIkhEJyD5/KRA8ePPH2Ylsbzpn5t/4rr16/ETsksu9HU9GStXCPCYkRLWZZBKGoxjIUZGkm8sj830JmyCj3nPWtqEU7Nsy3Xvvnmu37zv33l68Jv2OWpwpoNrSgkCCumcduNuyuet2nDmicePaxDIrRNFRsKxkteAmFDN5SQlT2n0lkoVBaWZs9M7t59w+f+1z+8/4f9B/c9wtwaxqLKSyShtWqh2mkBEphy4YUQUUUgFDJMueLy/gB0h67IJEOkRqG9qq9roTrXu6aru4MCmweUBZQEpFDOMMIKfqHNIneeV/f7TZIkSXq9R+3lv75f7vLreUib7/tBEDDGCCFCiGq1Gle1n39/znncLkIp5ZxXq9VHH300DMP3vOc9lmXBT7eURFHEOY+iKP4WVBSFEEIIuUy32OXytl5WQwQgIYAjAECYA+ICIcAq8FwmVapUt68bqoxO2pOTireAoyZS04ijjkyCcy+DBR4IO3uT6Y6+bEErdCaUpKqnEiRSfNFx9sdzh+oEcmu7Vq3Hph3QURZFCUNr1Hs8lODcAeT29vZ94m13Pnb6wD5W4mAhVVEA6wjchIFwnmOVRWnVXFVrNbp7IK2NtYonn3j0qUNny4tuKhMFHbkMdUoN4aU6c4sooBjpVCcRGJqKEEsGGnWbut3Kmzl9zGZId/yG2ZOo2Y2rb981tG3d+PkjMNNYv3FXKj/AuMGF/mzHOkIIMAC65MMnd55X/PtNkiRJer1H7V9vQogwDONwzDlXFKXRaFBK426Q9rcX5zzO2Zxz3/ePHTv2xBNP7Nu3r1gsfvjDH+acY4yFEPGjMcYWFhb2799//vx5z/M458lksre3d+PGjevXr+/s7FQUpd0ULt+CK3Kvi3M2A+AAHBCA0BjCIaU6uAovdWWCez7wjm//27f7jFwiCPvrjGvk/GKj75brt12/emU/zScbinGBJ0WkuEKt6VoYMcqUTkF79x1YOF9Ou2gV46kHHn/ksWdqteZMzlrV4J0MFyINU2ArV+TXDvYlfW9ndqgb9ywxK8AK5iHhERcuY0C0LBNJDlzVVyzU6nmLAbf//bsPN9RC0upHgMr2ZHdHcr5RK7mNXEdOtGgWWcBDz2kw3V3f1bt13dD2vu7Zp04szBYXfY4Ge4JUlFqV7Ojtob6nYWg1Lx47fAbp6f6V13X3XK8bWc7h2U+EACH7rCRJkiQZtX/NIIQIIYwxSin89B9k4xsvXLiwf//+H//4x+fPn1efE/80PqsSITQ3N/e1r33toYceiuvZhmEIIaIo8jwvn88XCoWPfvSjd911l2may3tLpCs7eWOgiBDHxPXAma3Pn6tPnwpq07dev23s2PnsYMET9SBkepd14NzxHzeHM+sS67YVbsmF3VaaEKQRJLzQ1A3fZYvl5sjFyvQCzQ7sbjmMuk697CfMNUHUQUifi5JuFBCSmJhzv/atR5/s6zp4aKTiCsgKpDLAAReUIBRRGoqQIsEJCjmzMn0MBy27jngjBTyBM4ObNi8Vbc8dxba9Jpt1io2MTixSW7fO2rKtZ2jLih7mqGV8+oH9YqLBclFyg1UMg97tG3Fn5n9875EP/eZvpHRu4ApB2A/90fMH87mVhmEBaHJnkCRJkmTUviQliBecgqN9y8+aRy8IAkVREEIY4zikXlLijUvI8ZC45IyeEy+3eznivuoXfLoXFD9su806Lle3hyOEGGOMsXj1lo86e/bsrl277rnnni9+8YuPPfZYvDJxS3dcEX/44Ye/9KUvzczM5HK5ZDIJAL7vO46jaZplWZ7nzczMfOELX9B1/dZbb00kEnL2EhmzhRAguBChCGfC1vnx8/sXZy8mQpcFfk/PCrp5zQ//+2NXr1qnulm3VsUBrtWcuXl/f63yjMeszOzKlYmh1R3bBjd1pEBLJp8Znrg4Z6rJNR//1KfLpeLf/9c/s6xOL0qbydWebzoCIuAJrCEwRqYqEwuuqa8wNRwRXYAAgSggDgxwpGmCey3PaZpmwg2QntrI9PmE1uDNma07hz74sU/89/+XDB9trsxS3pjavSFxww19Q+v1pN5I6h61j6Ni7ulvjZfPKE2aNndsPeBO9Wxat/qm6779w0dCgqkQpg6+U813DjQCc+uma1K5BEKAAIMsZkuSJElXWtR+kbNwGGNhGDqOE4ZhOxO3LwTTjs7Lh7TTc6VS6e3tTSaTnPN6vU4IiU9MjMPr8keLhwshNE0DAE3TVFWNy89xwRgAHMd5KSscP377hEVKaTabbT/+8pWM83fcFgIAqqpijN/73vfG99yzZ8++ffsYY/Gzx6Pm5ub++q//ulQqvetd73rb2942ODioqur8/PzRo0f/4R/+ob2JwjD82te+tmvXrviFLH+NL2X9n78M8rTIy3mIEIJxRrB/8eRjJ5+5L6UHhq6bppXOd6W7B2qBYue1iypamUl3pdPhhfMaT5waafVsWFECMV/zZn04Nlr+Icyv6bMGBrsuzuYrUcFhXY89tHf0/DORZycSA1jJeYx4SHAFFEEIR5qimgUr4GHIFBFVfK0AACAASURBVAFAEOYcBKgMVI/aGoaUjooXzt7zltuOnTjhQE/TSenGiqXK2AoNTh59JsSpc6PlMExsWNX1hjd379xFSKIYBBcTSGh2QnPTTz9Qmp+GWmRogxuOFOcu2v5bbygcOH1hbGauN6XqhJaLC0EYVJxGqruf6L0CF0CoWO488rRISZKkKzBqv8hZOEKIr3zlK08//XQcrOP6bnvijhdsRG7n2mKx+KUvfWnVqlXlcvlP//RPG40GAMTl5PYMHu2GaUKIpmnZbDafz2/YsOGGG27o6OgwDAMhdOHChb/8y7+MgywAtMvbP1ej0XjjG9/4kY985AVfVxy1l+chAIiTN8a4UChommbbdntOQM75/fffL4T4kz/5kxtuuCGZTMbnWQ4NDW3cuHHt2rW///u/7zhOvJVOnz595MiRO++8Mx4uT4u8kocAACEwNT48O31s7YCZUFQaKZyKmtNcnJmZqtuLmMyVKyMzU2/cuHFbobeyWMnrmbEL4cUtBtIMH0LquWVB5sei8Mz82rVvLodJ1Vp5cP/xwJ7uyuVrTgBJ1WOhSCDCwQBFo4K7IVVwpOIIMySAMIG4woUmgOiWScJKZWbsDz7xoVt2r5++Zt2jp7wf/WQStISZz7JWzWm1Tp484wkroScrC0eivhBHSU6rSROhhkmLPad+tDQ2HJYiTdncNxyWLjSqKJM7fGq81GgRIhJ5Y92qrqBBiN6f7Nma6t4m9L4AUhrCcuf5BQ6RJEmSLpuo/eLOnTu3f//+eHqN9iQb8SVg4tS7fOa7ds04iqJsNhtFESHEdd1nnnnGdd24zAzPNUbHVXNFUcIwjBtFCCGcc13XBwcHP/vZz958882ZTCYMw/379zPG2pH35xbp23n6zjvvjKJoeQE+Xo5vvOSix4qitB8/jtGqqrZr1efOnbv//vs///nPb968OZ1Ox6G/3Y5yzTXXfP7zn//MZz6jKEq8qidPnrz++usNw5B78xUMAyCMCEdRb/8Ke25FUJpz3SqlPiUd3OwcmZ07ProoMgkaKrMp9OT5C+/sGuzvWelNTF6j6PWpipMzoq5UoDOPhp4b6np+sSmcSNNs3yCccoeFCuE9HGUi3CSmoIGGQBWRjxBTCMcqUVQGVAGfoIgIyjDiQYJHDFJWvlgud+a2rSise+jJx7pyuIk0UAZcVutdYc1VxlC2r1GtCyMStSp3AjVJvBYyvY7TTy7OPhMWAdBg75hJH5kY6xhYJZhyYmFe03TFd2q+MjpX8arlTCG/siensKyOUgpHCIS8ao0kSZL0+vmGfl1o13rbwVQ8p51QLxHfnxAST0od33N5KTq+RVEUSmncH6LruqIolmXFtW0hxNjY2Mc+9rETJ07EsTUuoi9/3p+7zu3ZQtqHBMtTdTu4XxLQ4aebZOIWc845IWTVqlV//ud/vmPHjnjWv0ter6Zpt99++7Zt2+KGE0VRlpaW2s0n0pVHAAAIBAIDEAAFcGLV+uuzhaF8xwYzkUvl+kKU3Hf43PHT4/VmyDnp613tKfoDY6PHRKP3+o0M2ddQo2OupUwsWnakRCSbSBZUFNYX1vYm/tPvvLs34yR0PxRENboULYeIGUVYCMKBR4JjjSAFeb7tt7zQCxTMNdWl4YShztLWlKZQRsxzk9WfHB17bN/ppWrZjloBwyEtUJyPGIRB6467bv/Mf/7fbJwrB4hGSG0kE0sr939rYuRE60LVZmtWnrPdn5y5GBlKCCIS1KPgUh4SPTBTZ8vOM+NL//LAT776L/dTbAFgTQCROVuSJEl63Xi99GoDQByIXyTpxkPaxea4MYNSGvdbL695x8txA7Su63FmxRjbth2GYTqdbj87YyydTj/00ENXX301pTSOvK+ml/H5d7ukV/uSu8V3aE//F0VRLpfbsWNHfL7m8zN6nN3f8Y53nD17Np6rJJVKtSO+7NW+0odwrJAcMvoafm5xalwwVHHno0SnT3XAVrkUAKVZ3VSt7BxiE4tjV6P6O+7cNb/3uJXNHm9UyxFqpRI4ZWTSucXFVrYrzHZpkajoKbXhEV1TQxrpuulTjpgATJlgEWBgIgoYBw0j4aG6obhKorhqQ3/lxDzRFYGsQ8Mz45PzhLeaEVI61gMxIx5iVECEG2Y0V2rZwexsgIJCb6VSy/r5M99dXBzWx5tU3bTxeMs9M1fCXUkeekJ4hqZFDgcgyNSPjRZHZ2YNHkUt87d2vc/QE1jERx2AMMid5xc1RJIkSbpsovaL92oritLR0QHPzZQXF56r1Wr7ljh9WpYVz/gBz52P2NHREXdrtHNtnLxVVQ2C4IMf/OD73//++DoyrVbrvvvuu/feezOZTJxZCSFhGI6MjDiOwznPZrPtDpD46Wzb9jxPVdX2WZi6rqdSqUsOCSzLiu/TviWe6/qSFu3lLzmOzoqiBEHQbjWJfxRX9y+ZVCR+ujhVxysQr8zq1asTicTyY4yXssFfcBlkr/ZlPoRgwnlCywxefccHzh3OlufO/OCpB5SCa6S6g2KQL2QbFdcLQwfTchpbA13PTJfV82feumbV6PTY9nRy1HVLIXEcNUh3saR+vhr9H3/79dAOU8kUC0hEHduuqxmsYsIpUXSdaZgCQoAUxRRg6hqxdObZlZ1Xb/zM7370b//6WydHSqAkOwe2Rm6DqJ4OodAsLBTgClIsypzIj44cOakbhbzesVCdDDryM+f9saNeuWIqq3vHNLH/4nz/2oHZ8gIHAYJiTAwtwbjCQPWpcL0gnyC7tm19691vZEFdN3OASTwFCiy7DpTceV7NEEmSJOmyidovEr4555///OeXl14QQuVy+ROf+ESlUomjNqVUUZRPfepTt956q2ma7ZIwISSVSi2fE3D57H6WZa1atSqZTMY3btiwYe/evQsLC8++fkURQlQqFc75rl27Hn/88eXrwBi79957/+Zv/qZdlqaU7tq16w//8A/7+/uXJ2nDMMIwbJei2/0w8amZLzjpWHts3KXdvufz511pi48xEEKzs7MIId/3d+zYsWfPnhfsZZeuRAIoBaRYmIiVm25RFK1//fT9TzxFNaPlcxCoq7vDidxGpYlT+oIXdPV2nG9yK6zfuHvb0umzm1VjxuVjtqN2mwJ0rGdDpGCc5dQLfbujK7z66sGVa3OnTp+rVo1SK2z6gZawCCiGrkcccS58VwBPnz9T+tMvfHW+6NWa3MqZIQUgCc5AYB1FGAtfFZ6gju9XEwQwKFEzUh2i2froEbdyuthiOt5YWEzgp6fGeFqteXY6lW41G04r9DHVNK3asnOpDoxVy0qm1Oitd2412JwBJnAWUUPRUgBIfiIkSZIkGbX/AyHEsixd19u3xG0Vy2+JW6JVVS0UCnHZu91TgTGOz4NcPrb9FdsuEhNCdF3fsWPHzMxMfG5ifN5kV1dX3MadSqXaM4HE7RmapsVd1O0zFxljXV1d6XRa1/Xl7drtCU+WiydC+VmHGXH6b1+2Jl7nS1pNLhnCOa9UKnv37vU8r7Oz85Of/GQ6nY5fiyQhJLCKfI7CEJLprkSme9d11z9y4kSkahWvamhGtb5kF2jHChMFIqWmHApjdqukh8UT5d/esiGcryVdxFot4RcbIuvRuhGZfq1ipAFTTlj9A++8wUp777tn56d/7+sKSlpJMwCEgSCuEBIBJ5gnOAPuW6PnHGEliW44ASgq0RXCQ8yZTsPQMpAqHC6aQBsmghXdnV5d00tIrfgXJzw/wMlNqTmlcmrBVbMZQzQFDRTFoD5LFTocP2jaS4aVoL6Dg4AQmk4jxRkf3vf/9fdvX7ftDrD6OeJYyIunSpIkSa8Lr+kX0iUTccBz1ev47MY4Vbdnqo5/FARBXOuNoiieDDv+33h26mcPFxQFYxzXp9vJtX1Zmfi8ybgP23XdRqMxPj4ed5i0I/Lg4KCu65qmxfG9fXJk3MTCn9OezDt+RhCAACPABCucIcGJ4IxGnkIERgxEhBETgrVL0ZeE7DiIx1efoZTGJ3e2X+Al85bEF2mPX9H+/fuPHj2qadpHP/rRnTt35vP5+Hjg+YXw52/wF19+bYa89s945QwRgirIV1BgahyjAJgzefakxURtdsnAOo2AAeqMiG+3Ko0qtuvIqZBkpOeRvm39DxutxtCgk3Y6MnYmdGBxbuvK7j/+s8/6vV4x6QXpQqXWGDv7REYvB/Wanl3RDAXhqh4JEgWMu8Ao43WqLtGEZ5OEqwxUowJVhCBzDGZAp4KoKkWG6GRuJ/XSKlIT+Y6War3rt37zo5++O1JcjtbO1pDW3eeoiovELW/YrREa+NTxAmxo6UKG4ygIm1qIOzp6hZX2lTCZoxs2ZFev6VuzvZBdGSjJuio8xAKMuQCGMQZAcTOJ3Hle8RBJkiTp1Xi99Gq/yHJ7Xurl50S+eFdGO0MzxsbGxh5//PG4c3p2dvaxxx4bHh6Opx+JH7xQKOzZsycuDF/ymC9YXY6L6xhjhJF4bnWe3ZqqTgjhHLhAiqqHUYMQ9ZJ5tWOc8zAMgyDIZrPd3d3T09PPbxdZfkGcuGzPOZ+YmPi7v/u7bdu2fehDH7r55pvT6XT84O2Y/mo2OMhe7ct+CAaBMYQI+RBUfa+4Zdu6hw8fTbN0sRHkCp2hH4RhNZ3OeF5JUVRKmWEYIcou1JEChQf3nrt1S7+Diy0ASFsVP/zJgWHFHChNnRxcsSoZ9vz7g2cDknzqwKOj07qAZLxbPts0BRwAARAhAJDAmBs6ogwAYYKJYBwE4lgXCGFMFYXTwGdE90L1m//2oEJdjjSK1XSXnu42mibcdcdtR8dLGlFpFPX09ERR1Gq1MEKqonBLUBb5rUZ/LqOzxlWDg/bifHHWw3r2+LHZDRvfMrDmRkwMtGyzLP9Yy53n5Q6RJEmSLpuo/crS+fIJOpafd/gi2pOTWJb14IMPPvDAA3HyjjtJVFWNlwEgn89/7nOfu+GGG5Z3qry4dm1bCAGXzN+LFCAKo/TIkSMnTp5861t/g/701drjdYur7FEUCSFM09yzZ88//uM/vvjLZ4zZtn3w4MEvfvGLjuNcd911yWQyDMN4Aha5H0vP7oCAOecqOPWlc6cOP0DtiQYoZlKN6nbLDsxU5Pm2qagAJJ1K12qtvr5ezlgLaaemppYoGurIzFHH7E4zquhW/mKpdOK7P8ZKp4rTfmM6CLqKouuL/3Qm2ZVRk5YI+KVzzwsMAnNGMaJIQUxQXUOKkmScckq50BA2ucKQYiPddv36QtXQEmsmJyqGcPrN5Fx1wUr7Iu/eefdbGsjY+42HdJzUFFVXNRraCd0wND0MQ5EiCIV5HRJBsHXNwAor6RbnUp3dDKtE15texQtdVU8DYJkYJUmSJBm1/yO/Li+oxP3Kcaht/zuuny2v/i4/BzH+0fKprNuROm4LaXddxx0m+Xx+aGjo05/+9NVXX60oSlzV/lmXpVzeP70sZz+LMUEp45zX6vYzh48ePny4XCrl8vkjx07v3DYUTyAIz9Xafd+Py+1xc7mqqnv27Ln33ns9z1u+AvGdKaVzc3PT09MHDhx4+umnJycnVVWllD7wwAOPPvrozp07P/nJT27cuDFuNJd7s8QERdizly5Upo5kcCXSWqqZX7+qc67o9uSsyA06UknH8xzby2RynkftlqtpOkosmilHZ+KaWzfdft2anzz+ZLhIQQtQ6AtGDTWVy6yJWtOuqBjZLVGUqNk104gEZaqqxqcsx9eHwlhlEQguhBIJ4RPEFaSzAAhREKcaIZwLQE1AJYwaBDgCBSFFFSKlAPBGtTG79rrMrjt3lxg8vPdgwHhnzlRrKhFA/UhXNBaEpWKxp79Lp76Imnfeuvttb7ixywLiV5RUl4fT5ZYmsKUoGmOMYATwvINhSZIkSfo1jtqvYAJmWHYtm3Y5GV6gRfU/5qi+pO0EY+x5XjwvXhAEiqIghHK53Mc//vH3vve98SR9P+sa7C+xZ5Exxjk9evTod+5/sFxrpNNpILofci9g8wvFlQO97YhPKQ2CIF63uAu8Wq0++eST8Xx/z4/4x44d+9SnPlWpVOILZxYKhWq1ahhGXBc/cODA8PDwV77ylVWrVqVSqfZEh694g4OcV/uyHfLcASeNoqXImcXeQn/B8N1URaAN/d2HDs4gJ2JhaCTSs7W6YZgASNN0zwvCkKqi1WHidZnUzbuHTKXxnnfe/sd/+YCZypFgsSeXv+3G3bNnE+OO3eJzFC0QPJgkRhT5uq61/9xEKY1PPAaBCUGqFiHMANEwEEgkgiAkRKiEosg2DBepbnNpti/bxXzthpuud1334KP3re0MU1p4+5tvKgt1YtE+dGpMJVpHNpUsGzQMFaxkUpbjuCu6uzNEs6uL73jLbTfv3jI5MzHDgla1ls5H/au71191o5ns58h83gG53Hle+RBJkiTp1XhNT4t8BU297Q6KdvfI8mBxyZDld45DNmPs7W9/+1/91V/t2rXLdd341EmEkOM43/nOd7785S+3w/fPXeEXO15RlJGR89/85jdbtmMmUhEVnCPGke34o6PjYRhGURTn7PaEgPH1dKampkZGRv71X//1BWcvoZQODQ19/etf/6d/+qfPfOYze/bs0TStfQ4oIcT3/bm5ud/5nd+Zn5+PZ0e5JK/LXu0rZEh7z6c8CMLqxNjJ4uzFi2dO2o0GYdGOjRvffOvtnVZWY9ivNVatXK0qOgJCQ8EoJMxkiiXXd226+5a7m3MNLVJVij7w9jc2FmYyapBVvduuHtqyegvhKc1sOf4FQ7ENFiZ1PT6gjf/g8+wOLBAAAcBh6Lfsqu3UFIIQAMEEIcCCauAT5jC3miCEthiE9Jod6zevXRE25zqzkEpETadFceLxp481PWFa6ZtvvCZhmnbLjsLAdVzf8xCgxkJpVVd3dzbNIm/Lji3X3HrbG97+P121e0+ue5NhrcQ4p2AdI9yuZ8ud51UOkSRJki6bqvbLrX/HrRfx5CHxJWzaUftnheO4N6NdDmeMdXR0vO1tb9uzZ8/73//+CxcuxOdHRlF04cKF0dFRIcRnP/vZeI6/lz8Lr0BYAGA/5Eu1lkN1oiYYBwQCC6ECoCBwEXUDrIZCiEAIyjnVieJ53uLiouu6QRC4rlutVl+wpI0QSqfT27dvRwi96U1v4py3Wq3vfve7X/3qV4vFomEYAJBKpc6cOfONb3zj93//95PJ5PMvDi9dIeKPDKY4ITp7+252zS63cTYIx+xWLQGLb75pleuUHz4WnV+sdTCaDIzUMW8lTqjZSATuuq1D/YOD9z302N1vvJW4VnVynmGyabXaYtXR0oW/+Mq/zjkVyKBkaTAvymH0aCuxnsM64FgIjglHiBGCVD+ICIQahsjR7bl333HNug2pbz9+dNbmTo2kaEolxFWmDT4XupOpworZZjqr9/7FP30Twamdm2hYWkz1rbrYUM+eGa6VSwaPnGbj8X2H12UGjkzWrFRyIFu4+saVkVN1Wf2te27bvGGIMlR3o3It0I3EpqGrDWOFAFNgBaN4g7Q3jdw7JEmSpF+Z1/vss5dUtV/iaZHt8BEXgDHGHR0dX/7yl+ML38QN3PHZhPfee+9DDz0UXyrylR+vKLhSrWOMAQkADsB1XeOcCsEEo4yGglEMAgTnjC4uLo6NjbmuSynNZrPxVeLhuRZweK6WjzHWNC0+MGinf8uyPvShD33nO9/Zs2dPGIbxZIiJROLhhx+uVqvticalKzBnP7urKJqSKKxYt7Nn0439QzcHar+K816lzhqL99y25fd+645bNqWGkkavEL2Yd0VRh+PfvXHr3W9/81NH9i26tfz6/n9+5KELteLM1NRKlKEni/0iNzG3BGZXIrEqkcs1w5Kqu8xZTOsh4g1ToyIKRQCRi5juRaQV8iWES7/76Xe9913X33HDLf/5P322O5fKZFQlGYVkCSuLtlsSgjQrgc4NRj0VnFzVHqwjmG6YQj176uKpYyO1losNgwLCqprpSjS8Oidhz8pOUNGGqza8/W3vzqQ7xy5OnBm+sLhQX7dm146tbzTULuA6Rs/mbEmSJEm6EqP2K5vSdXnryCVt3C++3D4DMi6Nb9q06Z3vfGecZeOmkfhv31/+8pfL5fILnhD5EpMrIajRaGCMERIICUBcCEppmMmmbrzhupRlJAyNRUGzXpmdnlxaWopTEaW0v78/ztOw7I+2lyTv5SsTF627urrilphGoxHXMqvVaq1Wo5Rechwi59W+cobE+zMHQklKKIVkbl2675r1u97RN7AjqSUrc2P1uZNXrzH+79+953//2Htu3dit2OVODWcFBHNLI5MXi80KpK0fHtx3YmHB0UnkeBkbOss8Z4emFvi+bSipD3zko3rOKi5NmchdnD2ZtHwsWgkNNExUQdwAIq5gxWBU3Pcv33SbTWCgcOE3SywqO+GclmrUqufy+aRCrPe94/2/8+GP9hRU5i+sUTU4V8w7qurx5lJdQbpqpAJAbiSCkB08dqBnZYaS6PT54QNH933jvv/xX77wX/+v//PPH3nkxzfdeMu1192aTg1g0oVQGhMdEAAwAC53nl/gEEmSJOnVeJ3Oq718uo84TcazSrdnIHkpD9WuB8fTjwghPv7xj3/zm9+MY278U03TRkZGHnnkkd7e3rgl45JrzbyUl8SFcBwXABAGAAGCU0b7VnRfd93uNasHoiioVUrNZq3eqMUvCGPsum5nZ2cqlYovexmGYVzJjqLoZ31BPpulOAeARCLxR3/0R4cOHYqiKL4mfKvVejUb/LUcIhthfxlDnp26hygUEAcFMQIYEll1amQsu2KwsydbrU6Nnj5g5Tt709nbb95VPDZVd8Ke/p4F36uNT9gcYaI+cfCUZapNW3QKPViq9RuoFM4OJumpysXe7b/RN7Cyo28bUy/ajaqm48WF0+lkVzrZ4wWeSgzGkgIbAJpAlHG15aYvHjp0ZnyuO5fwgqKiB8WF8a5CMgx4PttvKHpWawbNizqp48CjTpTLIlH3Izuq2X4JEE6YCmIT05NmRnFCphM9ENyLAIGysrvvf/nIO1Om2H9gr2YN9A/wdetXCkAYCYEBkECA5M7zCxwiSZIkXTZR+1XG9Hbsfrlj2zl1w4YN73rXu773ve8tP5crn89/9atffctb3jIwMPDKyjkIgee6nPPIdwlBBKOdO3e85zffkcukAsexm7WlpSIgTgQTIBBSOOfd3d29vb1xSXv5lIU/d86+uBWbMXbVVVcNDQ2NjIxEURTP1S3LURIGICBAYCEMQlSMzC23vL2+dOzs4QcLSWvV2vWNZlhtlZ48cWDEq3St2nhgdmr79UOjYwstqgfVKJnoDBv1MwdGu6wMbTqG2rr7tmyPMpHPeBdH7vvSX7FmuEJJIoWPBWHFUM1apdaszWTT3YiYKciFIvSpSXS9EcHf//N9Zfu83QwYAw6hwGFWpyhKCLAYMR996N9NMW2Rpk+Ccbu0yhBZUOrn5lYMDR1dGId8CiUsv1mjHLtBqBipiJIoDDnjO7fs/MDddzO+FNBg8/bNieQaxeiMWEMz8gDxBPNIdmdLkiRJr6uv5tej5ZclF4AQIBBAOacIOAi4pE0CEAKEBEKABAMkMOGAATHOBQBBmAAWTAgmkIDP/cEfqJoGCDjn8YQkURTNzc19+9vfjq8BeUm+j0+yXN6+8lP3QQAAjIpWo6GriiJEZzbzP//2b/3WB9+bTuoz0+PTU+Nzc7OMUc4ZQigKI0VREolET09PXESPK9nxhXWmpqbiC7A//1qYl1ynPQ7lN910EwBEUZRMJjs6OuTefAVCz2nvs0QILIBgBEIhxPKFAokMNRO1UNQdxQvTFRoafV3q2p5J4vp9qYOl+amlsh8B4rqOEuATHGmCqfVWQDJq10D97bcm7tgcbOx1Swvn/Qg1PGX77tveec+7DTWVT2cLplCiWds+3wxON50jdnOf9/+z955xclRn2vcJFTt3T3dPnpFmlHMOSCQRJJISYIy9NqzBBGHYfdd+Nphdg40Xv/bjBDbGWgMGG9i1ACGBEFEGhIRQGEkoaxQmp+6ZzqHiOc+HI9U2IxEkbCzQ+X/Qr9RT96nTNdVdV91znfvO78gWjr7fvKW9txtjHPYH6iuroK0PrR/6rWX/NnbYRMm2tFy34s1LrkJa6yt6ScGPoMet5alXUgkhAOOB/iRGEhHFcCgiYrlY0IkNVcXT3dW7etWzuq1V1lQN9HfvaHp788a1iUSbbRUAcDxXPCnL4XA4nLNSap+STVDTNEKITYhl2dQkZtGQJKVIbAogAtDUdGoTQCgglAlxQIBtUI/LZ+o2zZu2bhECMBYxwMgGCCIEEYQwEo5cccXlpmmx6nvMmoIQeuaZZxKJBOvgyJQuxtg0TVZEjxU2YcljQghbUum8CAlNxmNmPjd19Ogf/tu/nTNpItXyB/fsHIh16UYOIkoBpRRaFkBI0nU9GAyqqioIgm3bBw8e1HXdNE1d19977739+/fn83nbtovF4qA1oB94/KAUQhgOh3VdF0UxFAp5PJ4T8/3cq31WhkCIAEIQQEAhVSDs62wNeH2qy79i5VurXtzcmtbKx4wRy31pktFpQZQoVrBlGgIg1ChikcayCcHlwSZWXVCKZF3e/otn1I6roVPHara5VcJpv1rjFeolOFQRh5aJPpDuA9hKiWnBkwgIzfWuziqX1lBZFnW5UFE3krpMgy6lgcA6hMporh9nDvvl4kDe3N8d0yVCJEKQnTMsW5AxtEWJForpoKi4oZIxqZYrZhJJo5Ar80hWITGs2n/uzKHZROKtP7+bTvZPnVQzaXxIM+OEGMRiGptS8AETGr94PmUIh8PhcD4NZ6hXm6WcMcbDGhqGVFbJEGMsGIgaGETLI0gSAIAAIXosfUUpAAQBikFtQ11VfXUAwCIkOqKWZVXWVRER2BhAQIlNsCgsu31ZrLcPlvRlZB7ovr6+iooKZz0iazMZSRHecQAAIABJREFUCATmzp1balwZO3Ysq/WB8THndCqdxgKcO3fmoquuhIj09nZnsknDMGRFti3C7v9OajwSiSKE1q1bZ5pmX1/fb3/7W9u2ZVlmjSHvueeepUuXBgKBMWPGTJ48+cOM42xbVVWEUD6fnzJlit/vP2nFwFPaBtyr/XkPcS4YSAElAJrUIlo8e/Rwc3m53x8p27j1yMaVnZWVQ4oQmZBiiRSLCQ3LofJwqjdlZHMBVVQIDFAhRXQZWx6XKeG8SLsWntOINhvJHO1KtL/50hOV0ZFYDpgmhGpw4fW3rd3VjLMxMxfHwN/bmZVkVZQoAvKiKxaoyL3yuT+H/MNyLcIzjyzva3lz9FDZBHouSSXis4lZILYpqNAEQ0LBdCIT9LiyLkWVfCRfVES5N5GkENbW14DCwA/uvlm088GiXlYeIsjee2jP2pd2VNYPbxw3n6B+UXRR4AJAYFV8+MXzlwrhcDgczqdKNH+W36qf5FhOcWvDMARByKVSue6+XCJlW9bQMSOh1wUFASAEIWu3Dig9XrLDJqZpdnR0AAh6398bHVpbO3q4pCimrouSbCMRAgoIAbYNCEUIE0qcCtyEEJbDZo2m2UycyifMI858HRhj27bZIkvHUhKLxZqbD02fPj2THOjr7UEIm6aOMWYi3hmNuUQaRozu7+/fsWMHa/+hKApCSNM0VVU1TWN9JRFCU6dOra+v/7AME8um33PPPb///e+9Xu/y5ctnzpypqip7I/yyPouhlEJmuiLUAKhQiDXnenZJqP9I6z7DE3li9ds7+gaSAxmvGtCLOa9HJKTQXSQhOaRaUrqjp8KrKqn09TX1tLOtahS56C4/DuWhZel6RWvh4m//fI1aVifAUFccWu6hSPDWeqUvf+WaXz77+kBSE2hhbEPkmsWLH3ls5UDKFAzrsovGVgTMlSue0w2Xreu1oYPTJ1h11ZrbX/3rR7YXcaQPGkiQRiRJY2t/g0uJqfK+qPJWJilgVbEhFGhSs0URYpD/tzu/NCJCrUzPCLE8q+fjuX5vecAXDcYz+X1tufLwtEsuukEQKiCSjz998+zsX+gmwU8jh8PhfArO3GWRLHOsSvL2pu3nzJ7z4M9+duNt3/ThSsHloZBCSKhJAEs2Q2ITghAycjkPRv5g8EhPrGzEcMm0LTuvKiowLGpbWBQJIBQA3baIYcASBUwpZUYRVudk0A2Gdc9hpQPZ/rquAwAIYelwOxD0jRs/8mjLAUsvIAwpsAURA4qOd4Q+9udsjHE4HLZtu7a2tqGhgUlqBjjeSR5C2NXVFY/HmfRnsp4J6NLVkxDCTCazefNmWZbvuuuu8ePHs4eEk5Ys5JxVuuiY4gaUAtO28v397TTTl8m2BFTUmo2NnjCs6cVuv9uTSmQhBKaNdBNKFJnpvBfCSslTCVwTRlaKiQEo0WCFbAqEElHTsCGE//D82ryt9fcdFIErXN5gSPFEvDOZLPzq3rcL7hpLqvV5cV93++NPPNqfMgs69urKW2tfhcUdqtxbEYXDhngn1hZGDTfDvoJO7du+VvfE0weQHOkEpKCqGduSIFR1IygEjWJPEdiK7NbSWQigKCrAIo8/8j+LLhiz4Pxp1Eb9qZQ/OtwTira1dYerxiy6fJKuuwQsAUAhADwny+FwOBwutT8pZqGwd+u28SPHIMOMtbU3Nx9wB8J1Qxp9Pt+uXe8fPnx44qRJHres67puGLX1dW++8NLCxYszXX271r2dBMaYqZMahw0rpAt9bX0FYo2bPtmUUNE2bdvGFDgCt7QvuiO1NU1zpsF2Y0Ztp6sOAJBSQIhJqGmaRQpsWYQAQEBRSTEEwKQ2QkiWZbfbjRDSdV3TNKaeWQUS1mqHUvrUU0/98pe/LBaLw4YNO++886644orGxkZJkkrVv23bpmk+8MADnZ2d3/nOd6677rpAIMBKl/D8Ewc41f+AaQPNFrVUscfob62qDIZ97goKx9dWHjjYCjVbcPli8QLFNOyRJICz7T2ePPWUC5U1LttskSRSVufXRVo0KPANe2zN0bcPW6a7XLeTHrfSn9xt0aNeHIqK0CcSw6MUgZbsaffIukVInbvcAEpYzHgt0YuskEzmzaqMNBoeP8BWUqUAG7nJIyJVt1/848fXd2OpqMi2KuiUIJNUh8LG4QOSR5ZFSQaucjeAWCpoQCvqb7x5cOe2o+U1yk3fWCaLkVwGX3DhdZYlCa4y4IUIqQAK/PfP4XA4nLNXapc6nj92m6VykU1zsf5d72//yrduyedyU6LD392wCRjGpLlzXn/1pZtvu5UIyAWFgb7eje9uqKv/cl9/L5QgNMyJUybTkOePjz56/bVf9pRFc/He3Qf3Dx8zXDNxxjYt09SzuWKxyHQzq5THUsLMVTKoBh/zijBPiNP7BlIAKQUQEAowUgECiFqI2oRQQE2EKITQpgAhwbIsiGChkD944IDs8ft8PpfL5Xa7mR3FSUXruv7HP/4xmUxSSnfv3r1jx4433nhj2bJlc+fO9Xg8rHW8ZVmGYTzwwANPPvnkXXfddf311wcCgdI+JoNWUn7yE/6ZhXwuJvn5DYEQUEAJNQAlWtHcf+BQQ7QsWjZpoOuoKorDPEpq3IhCOpMuxLOFQipdGDK0oVjoche8AbvMRwwlW4T5jG4SAyMcVAgqWDR86AB5/Y0e6K3LmIYgIMPWkGWXI+xKps3uZNKGSvkAcVnDI6ooYASwgFp8Xk+2tzm2n1S7o+6EeWj1Hv+8CnEclJUAJQVRIqoU9weVhZdPbXltRxbpeY9g5U1atLyAlnvdIBqxTVRIZWRAxoypjES8h/YfGDtsbCGjRWq8RVJRXTOlwV+ODEUCHgoQFCCAlD3csmL6Jz1d/OI5jRAOh8PhfG6k9im1sGEOZks3PB7v7Esvksr8O9/d3LVxU6K7r8IXoEUNGbqiSAcONYP2uOz3SgRp+eLene8bRc2EELldAKId23deef6lRzY10aBLdUuAWqGyiIoQJQTbtpOr1nXdsiymYlllEtM0LctiNUZK7z1MgjMbCSGWCJFpEywoNoBFzUznshgQ1SUpimhRC1AqCApT55RQjDFG2DCM/v5+1rHS7XZ7vV5VVY+5ZVT1O9/5zp133pnNZjHGCKG9e/fef//9c+bMmTdvXkVFBca4s7Pzj3/8Y7FY/O53v3vNNdewJjgnPZOAL4s8e0MIADaA0OMOnDf3CmrFWg/vLB85t+PgkaAn6FHzgFoW1Tz+aDAYKabyhgjzOYpTdtCGEBfc0DaLllJGQkGVEr25Dy9/fk9WlTMwi1wulcqCVvDkXP6MHbHkoKe6QNPIjb3jwkjyD2mYrIrStg1vQKMwYnjD5ApPdn8i21Po18XXnump3AGHDPfXjw27ag1Akx4vmT6ucnar8O6hXEKw4zk6JOQe6O8NYtpbSGBB8cqkOqTUlgnTJka+evn4dD8N+Gojw0cGwtOg6ifAgqIKbQwwpYDCDymnzS+eTxnC4XA4nM+N1D4lbNsWRXFPe0tawSm9GDA97767KSi4/EjIZvL9rZ1eyZ2OJdv2HwIDufr6eqJbiY6eqDekp/Kiz73nwP40MW656848Am2pZJlXyRNgUOBGWBIQAgI67gNRFMXv9594p2GlABmaphmGwbS4YRi6rlNKbdNCAEACd+/dd7S1vaO7hxBg6Joki8Ggf+TIxvKKqF0cCAUCHo+bAgghRhjJgiQIAkJIkiRRFJnIlmVZURRCyAUXXPDKK6889dRT69ev7+zstG27p6dnxYoVK1asKCsrC4fDU6ZMWbZs2ahRo8LhMKtIeGIRbs5ZDVsgADBComnZsqeWkrJx04fp+bQvNKOvs8dqiU0cO7mtN1kwMggaCgSWopKgWzeMoqkLMhSRrVK7Lii4Ee3RKn+2snlrBorhkJnSyzNWIFVU4rlaW45I2CMD1WePHF3bkm5tGDp71PjZdSNmHWnpVgNjtUJCKuzoPbTLO8oOD/FnY3omJe3dqx09oHnf1oaMx2PO8/gjKRn0/cPCyZn/OdjTAY9q5hDVbWQGRpcHI7I5YXS9p5iLRgLDRlTKKoEwHQkpbnXA5Q4IgpdQN4IWBCLvV8PhcDicM/q2fKZVICmV2gAAalmA2AACBCCyAdBMIGKLWIQSLEuWbQmSBHXLtG1BEqGACACUEpS3iAABAqIgUZtQ3UKibFEbiFhQZQIpBMcsraX1RtgGM4eA47WrWQ67dB+nbB8hxDLJzl27H/z1w5Lqtgg1CKIQS5JAqGlZ+qhRI30C8MjS5Zdf7na7VVVFGOHjSyGdwZ0jshKHlmWJomiaZi6XSyaTLMMty7LH4/F6vZIkObZs5mnhFzFn0KeMEAIhsYmJMbSYhck2MQCQWpSYGMf6451P/emxVS+sMSxQ1M0ExD53DcqBK8aNqU4dDeSSyXhs9Ezf9MXjf75u3x93AgV7grl0OGfU5mAdFUMWMl2Wb2hYLFPyYs5bL9eM8EfqrnX5a4Grti+R7+tt0wupsXW9ttWdH2g9sqsj06W5qdfuT+l9KNddFKDlj5DyqN0wJhSaNvOIJ/rbB9b42q1GXde8tDgmqjSEzp0zIYRNCnF/LuMJB1LpRG20LNXbGx71jYra+RR7ICaYIkAAwKB0rQVzZPHnz7/YTYKfSQ6Hw/kUnLlebSZGKUYAUMAq+hEKFNnAgAAAITIosYFtAYgVmVJgAEAAYSk9F5IQOtZEElIKVQVAJELI6nBD5uj44KxK7c7ORumPBnWQoZRCiAQRFXVDlFSbAgoQFkQKkWlZEFEsiABCLEpF3ZBVt9cfVBSRUoDhBx48jr3NkgmwSoKiKAaDwWAwWHI4CE7WaeJz5/7kRtjPJAQjCAGFGFEABAQl26YA2hQbIvSpkndIJDRxeNXeAy2hiNeV1BLawNHupBcWpgNrnEseANiqimzrQW+/nRgZadQPd3taMuMiar1HNXK5aH29MTSwJ9tTWVc3bs5FqscwizFLMExUEMWiaQ0IKJXMtrjD4bZeseCrq79kkpYCLbv2xYrxqlHltSOH9+zr6etO5QakgU7R2LYtNGfU184/b83PnxVF2cIwInkPH+6Qz52cysSDnmgwUBvPmYp/aCwRKwuFQxEPQoAgAAABkLClkOyPTqwW/qBHUH7xcK82h8PhnC1S+/RMvawth0WBCSjFCFGKIUQUAIAogRBCm9W/owBCgSloUwJsSSOCkLB+zQRASjEECAAIjknu0qOUyuiPntj/prohsCnsiyUowoRSijAgBAJbRAAACoCNqEWpSCiwKRMFx7JubBxU0kPno5NJzp3vpOmlz537kxth/5ohx4pLmqYNAKSEiJKNEIQQ2whQiCiChoYMzR47vDGXaFm6eEE8XSgj4s6Uvbcvt/ftTZCgYtqMuPxu79A//M/WYKIs2H602q+i+nKvWNRCIDxv3MZEXwEGipExcVz+ypq99SHXsJB37gwVGBIpUgWKFqGqZXV1FVPG0PXvd7b39BYLeVOjwBxRJ1tRGo+MClaPnZBqifd0HUV2uvONjTWe2gbb7SVADqiJuOYNB/oTekW02sgJReLJm2jXzqMNFYKIBdLVPLRxCsUeCCwAbICobSNJknRd37Rp0+zZs2VZ/rDTxS8e7tXmcDicL7LUPr1UuG1ZGGMIqAAhBUAAEBFAiE0BEBAGAACbHGtIjRAlFEJIEYAAQAgJJQAAfNy+Co81okcAAni6Hs9S1UsIHUgkwbGKBxBhC1BCAYWUQgAgQAahAMGiZRDIoiiC6MMk9YcdzrnzORu8fjbnpJcKAZRASm0LEdAbix1ubTl37jTTzmKIIACISsAWABJkL27uOtw4dtbb65vKKyp6u/b+acMeEKiJd6SCQ4dZnW00baz7r3e1Pr1OcY+IBHKYotoq26XtL2QkUOaaMHf7ph7qqis0u4ldGeto25c7UFM5saJajMjuRCrW3180qacv6frls9uzdGwhW+UOuTJGwsh17e3dNSRsT6rHe95dV+PyTDu/3m1Tsb0ve7S7xq+4iNhhC51pkJflta/uRvn+L3/1G3uOGC9uPNwd7xeNjpuvP29+wygAICE2xghQCwDTAMiw7Nc2vNG0efPcc2dCQAj53yJCHA6Hw+Fwqf1R+oHdU4/ZLI43eqGAUnpMttLjPSsgJYQSBBG1CETomHvkuF5lGhtAVhLsfy3ag1I4J96eP1TXUiBiEOvroYRAiCglgEIAEDsiABBSEUBMAdU0jVLCam4DAD9WxxNCWDMdprNLJ+D8idypOfhJ9Drni6eqB1207MNhQ2ADiiilhPYPxJ9fs3rkuBEhn8u0i7IgIWpDItoAaJbhitb/6JcrBgaox5dYfG71ksUN72xsklVSqSBiFl1IJHk6pbIqj22lPmxI0rsth+NGP46Eige7UKsqeIdniM8EPpeKtWIqkwU9fYVQVNBsM0+tnKRaGJap1V39m11+xSv6bY0AHBARDVQpnd2bE/FOaAn5Qvbo7iY/dk0sr5syb2jqyKHO7qQmefRiygXLDx9snr9gzpEU+vP7vQlSCdzRbCa3r7lw4fleYiMoUAAESm1dNwxBWb9587Nr1lx56aUUAMMwAMQAANbXibd24nA4HM7ZIrVPz9TL6oQw8yXr18iqdrAfgZK8r7OEke0Gjq+tdBYynriI0JGzJ9UxLNDpIDNYgkNkmDSbTlLLgKKEAAAUQ4CcySAqYoAosA1NRxRAANDHnQrWk9I+XoiQqQQ2bectG4bBFlYKguAYyk8cCnCv9lkT4jyEEkptACFFBAK3L9DVF1+15vUvX7vUrXptW0cAAGAjQVbVslVrt/Tmg+Gh4wuWvrO5+eprLq/zqit2LxdBjCiGT/YNFItidYBGQ6/s3fv+4W5vhSoEXKlMwReV+vp73dTvLpOpHrdsCcpygnqPtMZd3q6yijKsisDj7erKuQTc1x5rbIiX+4QiyZmWlrPM7p6YWaQmFYKuaMqKu7ywL6Pt27+nKeydOrx++PTR+pEO4VDbUHcFaqyqmzXhxdf62vNKDocKZk4RKzI5l+ItQ1iybIKRQKGEJPFoS++T/7MqV6QTJs3ULOoSpGQyWSgUKioqBEFgy4j5xXPaIRwOh8P53EjtU7IJHndoEHantCzrmH4t+btwqZ5msAY0jv52flQqtUvaPZ5kseOJjdkNwyjdzfmpgLGumaZexJAiQAkzpRBqE4IgtG2bGAZUZAQRsGxIAbUJwB/1llkymxUZZGIaY+zoaWdnJscty2LF/sCHGM0B92qfTSHsukUQUZtCgAgl0aqq+hEjVr/8VkPjmJnTRrskmdoUUpvauKCJQ4bNeXfvwcPdyBOuOJpoO3ywc3xUueicYVba6FVFs8qHy2rez6Vf3bwbBlxVc8cNdHbLMtYM08imbMGXzbYpii5Tqmdt08Y68jTtbhNVdfbcCS5FAGk5WxD//0efAKalxQ+4hLQq6kABvZkOWdI8XiOXThehpkEtlTdFjxd5PK3UaN6zJyQfmFNVPmFKoyjLadnTbSr7OzJZGtIFXxGAquoxis+DlYBlQ1kVdcOyIbYAfOWNLUVDbhzZUBatSudyTXuaVj+/8sorr6ytrT3xk8svnlMN4XA4HM7nRmqfdi68dNv5W7CTw3ZecZLcTHA7Ozs5v2PdZD6YxnY8G47+PnZqjifDTixcfSyXTEgunTh88IBmWEgQARJEURSwgAUMKMCCkEl7BwasWKx3dGPDyMYGiiGAAoUfZflw1DMqYXA2/bibhvWTZ81uuIHkLAdCaJrm5q1NmmGfM2OmIAmGbdcNH77n4MDvn1zV2FhXEXKJGABiUtknKuVt7bpbGdqf1rS8EBfr//zO7nFXjc1qhdC4yXlvakProfaDh/IqypUDAOmRRE80GogleitrKpPpotelKqQ/SpNfWnRZoUjfaurbut9QymoIVj2SqAHk1pUAjYjuKtlI0cyeG2+ZU17l2znQ3f34pnh/zBKp1yMYdsrj8hq2B0tei9iZdKwyGsHY3hcfaBxTbot+0T903cacRKshUWPxYmVFVbbYEdeERM6q9ylmUadY1C3atLvlrQ27s4Y9KVy/bkPTmhX/LRm5C8+bM2fOnEHmKw6Hw+FwuNT+KCXh4CjOUoVdqpsdAeoYSJi/GSHk7DxoraEgCKUp7UFSeJCWZdMQEQoGA//yz99JprNF3czk8oZRMPRiUSvqmp7L5xSFNFQ1XHv1onFjRrtUl4AhoAScUMm7FIwxs8d8tERACImiyJpcsjc76K/knLNTbSuK+sCDvziw58CMc2bXjmosq6iwgNTeNbB+Y9NVl87yeCTbMtO2JaneYgF65GDUZ2byMVA3rJDseuGldVQHLa39r77fmicpV1BRXKAWybggZgzbxpagoEQiLktSeqA14FE8RYt2vzd+xARjVHlLe8ESPP2JLDSNsKgkoJQVVXegzGMKZXq+KpBNdu89uOsozms4D4ORADGpIqF0XwraQPXLkNhlyCNlqeCC8y+/dOqIUaPHX/TcOz2taw6UabKMlXBQJQgaCHel0t2xRH1VBaXU1K0d+1ueXvFaoQi7Ysk317/3Sq4/6lHuWnbH3JlTLbacmj+CcjgcDufskdqn5ywsdX2U6mxnNyajwfFMMITQcZuIolhalNrZmS06BB/8+ztr4uhMwLZtdhTHe80GcTwbEEJBdU2fPctRxqW5c8MwVFUVBIGZywWJTfh/d2O6v7RdDijpmwNOWI45qPw2mwnrHu8YTrhX+2wOoZSOGDv2si/f+NTjj6/+86aRY6dOPud80wxhVXhq1YsVlYGLJk6RjVAZMXMY0/Dw9ABUYKpCkpLpziSueaHPOHfC1Msmhnqat2XcbkGR87pdtJEOgc/rg1TUXcFcIR0V1CCxZtVMVAR7+45Duw5vj6U9yb2SmeweUbD/VGgRRKtsX747XSiSrJjvKMi5p19dKxFY7i+74aJpL21+/2haHzD0cDRYNrJaM4uJWLY6EA4REECgbqg4s7ystmbCbtn/0LZnoSUfbovJdUEd+pV8rdcM+81+KdNOjSEmUp9/e/sfnn29iFQ9GIVFmssLPkkYPaJi4sTRupEXRREhSAGFEAKKneXI/OLhXm0Oh8P5wkrt07AJMvuyI7XZWsBSnX1iuNMuzlHnLMTZ51gfyhPuJYN2Y7HOCktwPM/NzNOOtnaEPijxnEAIWaN1cNz0UnobYyKbjTzINV5abHuQsP6wmx+vq81DnOtKhGDBJee0NO/ee+DI/qNHmhN6vJDzur02kX/58BrtGrLoktmIinlgpYxk1ra9rqJhDmDxaCaPCRZytlQ3ftLc+RcebuvsSyUBxoWiATDO63lAAFQFhUi9fXF33vL69Z7OXlHxEiBHoqErrhzRcuAQ7O5q39syauLwbKZbwGKjhKpmXpQAhW5TF4u5rt5e0ZdHSC0WUr6QLxgOmGZaloRIJJSJpy1Nm3n+3OnnNcpqxYatrWuObjYTGcEwhvmNoWMq39p3FGIkKqLqBtGGGkNCBztjz69blwWGSSRgo0igTCYFBYPLF1yMEUKItak6/hzLL55PEcLhcDicTwO+9957z+T5sfV/jjD9WGty6c5MwjqWDAe29LA0o8yGFUXR6ZfOsulMIpumSUsoLf3hZJrRySgdalATSmf80kw284Ewxf+x9uvSxZ1sASX/W/lZi1OpBmEoSmDqtElAlA71xOM6LBAApBABFRAG3t+5qbJSHFJVq0Oydc+e9MCASvo8QtuVc4SKQNVAt5bsSwY99sIFsxuqqiorq2LJgVguA92y7JUUj4gECC076vHLANUMKWuNi/3mmK5seWfCjieLeve+UVgYM2vMlV+9esKwMQcT3Uf2H22joV2kJqEOy9l+DBQB0UxR0ywjEPVrVqGQT+UyGUShhLACQWqgL1pf0xGnW7Yn3n//aG3YraLu6ye6+nq2NjRW9PYNKJJx821LRo4cf7An9x+/+MOhPr0AXKLkl2xB0LJRN/jykovOnztBESFGHzCbHWtdxTndq4ufBA6HwzltzlyDb6m0BccdIycVoM4rpQp70CDOnqyUXmkUk86OTWXQ+INUMjjByFGasT6xbiATzSddWAlK1j6ydZxOXb9PgrNiki0PtSyLVRHm1/RZpX6cx8Vjn2cEXIAiCX1p0XwTex559g2vx2sZNqEGobphpn/9m/8LLuufs/DSb86/5KfvP1pIdA6vI/WF/kPvN9887yvrN27e/PxaJdY4dtrk2soaS7MhEWzd1jUDAgtZxE2QYNkCNk0ajZk+4j1XE6BH6hP1fr+QSh3sLx81EwYbzWD/gaRmqX4cqsLlwzOSy8JeiZp+mqiNBHw+1JaMAQRFij2ugCj5htQMGVVVNWvC6PUb/txf6O/s1aLYHCZK7np/d9vh4UOjb+9rCrvG3v6t6ydOrt27q+P//u75pB0wbJ8AJVu3ARkY1xD459u+XBl1C4INqA0gghBCLq85HA6H87fmM81qD1pZ+LHboKTFzKAMcanTo1QKDyrhx8TroLrUThbZ8WyUFvoYNLLjQnHqDA5Kq58oo0vDTzReO3q9VCqB44nJk76vk/6XVSBx/OsnTWyfxgn/DEI+F5P83IZACACiwNSsoXV1rS3t6WRBgBYmfTLoCgpx1U7t3nWISHTS9Bl+T6T9yK5Dze/a8bZREyftOfx+Nt9z8bkzdu7Yvq+1/e2NWwfSBQJEjzskiYoAcUT1RGTBQ6ylCy7QElp3LxUDlTpIGOndarY9nz5cniehmorWzk5Pori7eV+B5G3Z6B9oxnqnavVHxFwQxtyCtXDBhTOmTMlkioCICLmmTpn7f/7pu1WRyi2btjZv25k1UzNnNyycNeL9d14zBd1fPmzD7kNQrbz11rtHDh+6d8+7f3hgeVq3EkXb7fW4sInshFtJ3v7Vy8cNDauCCTGECGKEICh9QobgA//lF89phnA4HA7nVDnTvdqDvu7yJS4+AAAgAElEQVRLrcwnhgwqUeKEOAX+nDT5oFR3qcA9ceSPzmqDj3RRf5KK1x9Wb+QjQkrXdH6EsZJ7tc+6EAghEAUI/QpSCfjGkgVPvbh1+94timvAyrVE/fKwUOMRXX7i9eczkci8OZe4y+945OGWzu69Xlzc1LZpwfyLiYeYsgyokMkZ0fLaWaPHAVFti3V19rRUuKSGgHrNZfOgVSQdr1dY6d7+AZdba4gWR8lyVo+Kbx7a8tIzRJW60lAW7VAITKkvTlftrJWODWhmlgouKBJQ6RXHzDx/2qx5CR1oQBSVwOrVrzW983Z+oO/iUZNRtb7jwPpZMydfMrtxa8LY0mG5aibfeOP/Vx0du+7VF9e89F8Xjm7oMEHfoTaPTIxs2qXQq6++dOa0BplqkEIMMYUC/GSfI37xnNKXMIfD4XBOg890pfmpHstp11L64kd7tR2jNijJEzv6m9XrACcU8vuISnnOukxH6J+4fnGQ7dvZedBRTpoiYuVQWNQnKfPnHIi52J23KYoiT0GdzZy4nphdjRmItuzc+vjyn6d7WoeUhWvCFc+0IbfsV4A0prH82qvP9XvJ+jUr33qzKZPTFC9MFQ9PGVsx1h/a/Nb2efMuevdgf0yKjpkwcsq4uvLqYGVIKndjEu985vdPpBMpVZElAagy9XqlMGjsbjuST/RhjHQgJTKFuvGVk2dPbO/vTJuFQ+2txbxZ5qroSND5i28ZPurceF+2afeB3UcObd66rjwgLpg5tdjXV+zfec6scZt3HMSuyK7Dva5QzbSv33b++PO1zvwfn3imqXV3QTAuGy37w7V7Dsd7Erboitxyw/UXTmwQRZEVEeLX/1/+JsFPKYfD4XyxpfagqEENI08qtUs9J4Ok9okOkxP7yf1VpfaJ79GZ8EdI7UHjl/aTH2Ty5vdFLrWdS8WyrAJEBjUyqb6VK/5nd9NuSwf98jDLymCQdSHBKqAJo6dduXhaLqO98cYbHZ17ktn9F8wd0bJt08KLLoEW/O8X3vDUDUvproEMUTyu2urqEXX1w6vqdmz43chGb8DnLQv63YqSS2eGDQts2fB2T9shQRDyFixaQA1NueHGG5oPH4hWhFvaWxI5LWn7Dhzqtom7vzM50NFtZIzzzr8gbXRt3/PGossn1Ja7N7y5J19QMkWUytEFV35p0eIv91t04xsvbX3rjcrKqvf2HrUlr2LFq6vre3vTs8+Zt3DRNfXVETcCpmk6rVX5xcClNofD4Zw5nOkVSJzv+kHu6o8QHM7qyRPzx4Nc2h+t2ksXOw6yppw47EmnCk4wn5SqZCfwxAeDE+X+oPWdzpScd/qxzwycL7weGuSeOlaTBEFFlBRVHTduat6Q2nsLxUIs4M9MnebJ5zqBIfe0GVv37QmWVS24/IoJEydqmrZ9566CaXoC4faOrnDY39dzaMG8c7uOHJx3zsS25gPJWHrze3sSmWxza1fOFLbuPGyCEBCqTTfa39rTmyomDSGH/f2m1E/8yBXZe6D7QHPX66++tW3n/j1HW23LbmveX67al80Y7oZxYHdJqp03C7FU2oLSwV55VwcQw6O/dsv/ueiSRdu27Hz6kd/t3PJyVaVVO8QTjlQl4jmCPQJWF1w6/6vXLKkKeRUEIMLO0yb/CHCpzeFwOGev1D6lFTmlRufSF0/UlIP80IN+NEiklr7uCJSTtnj4CDv1IPP3IH0DPujqHhQySOuXiuwTdXZpMvvEHHmpwh6k7E/jhH9mIXzN2WcTcuxPJRBhCAWEREEaNWqMWwnFY7sRioXCWmf7AQGLHrcnn4sd3L/rUPOB6pq6BZctDpcP6R5IbttxeH9zZ0V1jcfnzsSSNUFj29trKv1o0fw5nS37dV2ZNfuiLe9tratr2PrerpbD8bffaerv1btb04W83NquGWagP9e7d9cBPWcSw1BlWF/jd6PihTMnx9sP4lwcF2KNI4MxLV01YsKWXZlMsfbgIdjcYZc3TPvHf/1+MFT+1GO/2/rWmoqQnMl2ZQv9wUi5Zsgd7fFQWc3Vi5cuvWqhW8YYWAgjCIWPWFLMr4S/YAiHw+FwzmipfRpmlRNV6UektAeJ10/Ih41Wqunhp6a0t+WHqe0Pm89HDMuT2ZyP+QQBCCGA1EKUiDaoqyhvaBja1da5o2n78IaRvT29hGoXTRsigGJfb/fhIx0Hj/SPmXBO9ZCRLR15C/j7U3pnbyKRSIVD0VEjhjbUV0OE9x087HNFiJnNpFrqqlVgpiZPaARGdtLI+nx/18XnzpQwkDCZN29i1+GW8SNGythI9B8aNiSUjneFysJIch1o6Thn3iWdaWNdU/vOQyier8ub1YqnMRQeOnzk5H0Hjv75ldWJ1qYKKdU4rjpcHu0d0Lr7SVdvzl8WWbLgqosvOF8SkIARRBBCDADiH4HPJkXC4XA4nFPlzK2rfWJm5RN+43/0ssLT4C8yYGm175O+r5M+h5yY1+dwTk0YUQAogBRiSiCxvIo0duSoytv+/eXXpmzY9LqIQmWRYE3Y7u9LR0PS0e6O/gza39IXra0ZN33J/gMHmg/slD2VhNA3dyUUOODCsUgkn8gFK93S0Y7mKbMas9led0i3cHd3bPvkSR7T6guFMkpnf0VV0CsauUy8L9GBRd0SbEH1DOTglj3dXUnaZdf/5LndmbwgKHMUaaSGVCjYR+I9FX7v/v2HEum2uTPqBopmzkokzIziq4LKUEuX5l9+wRWXXVztKgOAIogQRAAKg5pBcjgcDodzZt2Xz+RlkRwO5y/+uTOgTgA2DdTV1f36urVNTRvt5P66oSMOt/V5QlUGUNp6iu6yCQPpHMFSIpeHsuyTFEnXiBkXQKGYyfrUAAAFLMX9gYKp9/ldnvJw7e6d2664+MI9mzaWB/0DyVRZtLzf6k8Ww1mbCJKW7c+psKyoY4sGqFSZJx5/tCqlm0Bw5wcsCbsll2CAotuFMEgJuC/ot4bUhPbt2YmoZWnqjMnzvnLt9dXVfrcCRENkxfJPdIXx3/Vn8fDG4XA4nDNWaoMP1sA+pW0e8oUJ4afiMw5hRn/nvwY0IBANg0IIdKPQ3nHk2RW/b2tr7R+Ij58wtvlQ88SJ5+zYFSeCZApyvGCZSC7qsmkKGOlul6RKSj5TlI1EIdUcDaPJExqK6Rw0RUwKXUf3qyQLzYJu2ABLICj7yqZ7I0Oqhlb63NHOLuPpF16pqhzh8VV1dMWQiCXBdsumRzUtQtK6l0hVRIQQJQW7TzAHhtdVdBw6NKTW+/dfv2308LESlgUhr8g2JH7wIcshPvYU8Yvn9EL4nZLD4XA+H1KbZ7U5nL85FiBsSbBu6IBSy7aSWn7r5nc2rn+tt+Pw2NH18d7eSLQKu+R4vtCV1hN5qBnVtlVpWqSo25Riy4ZAi8koJYDcHd/82oLz5ogAC3T3lg1rd7z7AtGToqz2xTNy2ag7/+Fh5KrCXver67b+6IEVRcUnIJcARVmCGBmKnVDNIzOnB5re3xJpuOJgp9cUw5TmcbE36kairi269OK5s0fWVNUBAlUZ2mZKVClAZScugOb8FW8S/DxzOBzOp0Dgp4DDOavAFAEIALCwjAEQAIVI9Vxx2dJLzp93pHnXO2++2q11HT281VsmK361vsxXU+br70uLKNrZky8gtwUlW8TUV09JRCS5VS+919sxcOdtf+cVzbohINaVEUHWsLK+MEzppLLCbWHlzR3bnlj1J29dBYYuU7dEAVNaMEBKtPrKo2bAHRtdTzSxVRF9yNYkBIcPq5g1YcyC886pCLgBIqKIgA0AoEhyAwq4zuZwOBwOl9ocDucMBVIAAAXQhuCYWlURARRByT9hwvnDGqYlEsm3335105a1HXuP1FT5iGHXVrm3HHgrUDU+FdOo4tcotCyvIvgFLGW0no5YS9FOqlo91Id6xWGykLIIVkUcrBiX69eUsFBTO0Tw+vQMBDoCJgZYBiKwiC64y/vSmf4+SR/wJ0m+3F81ftTwi+dOHzW8WsEIGARjYCLDohBjBAkGUAY2AIj/cYzD4XA4XGqf9B7PTb08hJ+KMyEEAAAwAJTVJ0GUQAixgC2Lut1uAJVrv/z1aTPnJNM97727adfOA7H2bsEvE8VWgu6UZhGkYCVsmiRnam6E3W7ZI4tGSq4sn1F/WV0m024YRlmkoqhWFjVq53Oq7NYMEUseGbp0pCMMCKACkgrZTNhbu7e5bdqYc667ZP6oyTMkBFVRoNTEwJZcMrWtY7OFkEIICID4U32l8JDTCOFwOBzO50Zql359n+o2D/nChPBT8TcOYUobCMdehBRDkbVJwogCANwuSJEwctQokw4fM3FGTzzWFe/ad/TwoaPxYqFoQ0SAkCoUVFUVCRAJyKey1IIWyOqUpPKyZkUMO5eJFVsSRwKSe/r0qGAKQY8rl8gLxBQFq6BlPG7kD7hqgkNmjWmcMXl8fUWZDC0ETABdtg0BkEQsUgoAAgJFkFUGhxTgwQKQ/1o/gxAOh8PhfG6kNofDOZNhJeQRADYllFIJCVBR66traqsqZ0+aoVkwlsw1H+3s7uvv6i62t7bnUv3llZ7pE4cRgIKRKCVWR7uW6isUirlUKjFt1tL6qhpig6hLXjR38ttbdlR6/KGywNCh1VU10fLysEvGiihhSiQMMIWUAKcpE/9dcDgcDueLAa9AwuFwPvjZpIAQm3k2TGJTBAUAmf4GCOiWCSCQoGLqxDANSRYFAUEEFVq0TEPXiwP9sVQ6AQBtqJnucrkhggCBPDABhqJJMYYAEIgohJRgUbcxAlQSIAKEEgIAgh/0iHDZ/be/SfBfAYfD4XwK0Gd5sEGFb09pm4d8YUL4qTjTQgbV9IAQYIQxRBhCEWMRIQwhhkBCUATEK2APhjLQPLIV9GCXSEVEMSAAIohFRfWYNjJMXFnV6A4oUESUAoSQR4BuaErYEoAlQIIhQABiAmRIRUgRhYBihERHZ/Pf0ZkTwuFwOJxPpX55VpvDOcsZ3HYRQEABK09CISUAAEARIBAAQAGACABAqQkgABQCCAAFAEAALEABhNi2CYQIAGRDDUMXoAhRAIANgEkhAgBCAAFAAEAAKSCEQggh/kBS/UOkIedvc5PgvwIOh8PhUpvD4fxVPrMlwhc6/xwTxCdbb0cBBQBCBCilyAZAgBRCJschocf1+3ENRz8wNodLbQ6Hw+FSm0ttDofzyT/dpUJtcPqcazgutTkcDueLDvdq8xDu1eYhf5tf66f8fuAh3KvN4XA4n4OEBc9qczgcDueTPAJxOBwO51RB/BRwOBwOh8PhcDhcanM4HA6Hw+FwOFxqnwxu6uUh/FTwXysP+XyFcDgcDudTqV/u1eZwOBzOJ0mRcDgcDudU4QYSDofD4XA4HA6HS20Oh8PhcDgcDodLbQ6Hw+FwOBwOh0vtzw6+0IqH8FPBf6085PMVwuFwOJxPpX75skgOh3PG4nxp6LouCIJt24QQQogsy4Ig8PPzGadIOBwOh3OqcAMJh8P5HGDbtmVZzzzzzPe+972uri7TNPk54XA4HA6X2hwO59NCCAEAUEqdFC+llBDC1KfzOttmSV9Qkg8ufaV0m+1ACGHbpmmyHw3CsqwTX2Sx9DhsMmyDUupsD9qfHd3ZZinq0tGYpGawQHgcjHFbW9udd945derUysrKQe+L/cuiSsdxXnQmw84Sv6g4HA6H89kAP+O7jnM4COEpbfOQL0wIPxWnFEIIKRaLCCHTNFVVZZLRtm2EUC6XCwaDmqZRSgVBkCQpk8lgjDHGbAQWAiFkohZCmM/nvV4vxpj5MSCElmVBCAkhoihCCHO5nNfrpZRijC3LSqVSHo9HlmWEUOmn2LIsTdO8Xm+hUIAQIoR0XZdlmY2MEGIej1wu5/f78/m8x+PJ5XIY41QqFQgEnPlACDVN8/v9hULB4/Fks1mEkCAIgiBomiZJEgCAjSaKYi6XkySJ+RkwxqZp2rbN3iB7VDAMg719Jq9lWdZ1XVEUwzAQQuxtsp1VVeXX2ycP4XdKDofDOW0+06x26df3qW7zkC9MCD8VpxqiKAoA4K677vL5fB6Px+v1RiKR8ePHFwoFTdMQQjt37lywYEEgEKivr7/qqqtWrlxJCJEk6bbbbvN6vW63u6ysLBwO33TTTel0mlKqaVo4HPZ6vT6fLxgM+v3+UCik67pt2/X19S6XS1EUURTdbvfVV1/d29vr5JidiWGMly1bpqrqiy+++MILL7jd7gceeEAQBELI6tWrg8Hgz372MzaaqqqhUMjtdpeXlz/yyCOBQABCeNNNN1VWVrLHA1mWv/Od71RWVnq93qlTp957773sGeD2228PBAJMOguCUCgUrr766mg0On/+fMMw2NNFJBJxu92qqnq93kAgMGvWrOeff9627VAoFI1G2bSbmpruvvvuaDRaVla2YMGCX/ziF6V/HODX28eGcDgcDufTwNcVcThnNCwnLYpiPp9HCD399NO2bXd1dd17771/93d/9/LLLzc1NS1YsGD69OmPPfZYsVh84oknbr31VgjhkiVLWPL7D3/4g2EYsVjs3//937u7u19++WVBECzLmj179l133WWaJstiSpKEMc5msxdccMFtt92GMW5tbf3+97//q1/96ic/+UnpfNiGruulsWyeEEImuNkGG+2WW24RBGHVqlXf/va3N2zY8PTTT0MIDcOQZTmbzf74xz/+3e9+98Mf/rC+vr6lpeUHP/iBKIr/+Z//yZLWLJsOIYzH45s2baKUbt26NR6P19XVEUJM0xRF8amnnmLq8Lvf/e599933la98heXdbdvetm3bZZddVlNTc++999bU1Dz66KM/+MEPksnkT37yExbCU7YcDofD4VKbwzmrpTYzPzB5unjxYmb52Lp164svvogQevDBBysqKl588UVJkiilc+bMmTx58u23375w4UJm53A0d0tLy+OPP86sGhDC6urqq666ilLKxndEbSQSWbp0KQDAMIx77723p6fnxFofbD5sG2NsGAbLozuWaEIIGzYSiVx77bUAgMWLF2/fvv2VV15h82cuaoTQr371q5tvvnnZsmVOvpxJaselzYZ64YUXIIT/8A//8NBDD61evfqOO+6QJIkdwjknK1asWLt2LZsYc7D85je/IYQ88sgjM2fOJISMHTt23rx5y5cvv+eeewRBYJ4Zfo1xOBwO568Hr6vNQ3gB5jM9xEEURYSQbduGYRw5coSp1ddee23GjBnMXQ0AqKmpOf/88zVNW7dunbP2kQnW2bNnW5b15JNP6rpOCDly5MgPf/jDH/3oR/fff/+KFStKD8r2b21tBQBcdtllpQaSQZN0dC1bbnjitJ1HBYzx6NGjDcNYu3at83ZeeeUVwzBmzZoFIRRFUZKkb37zm0888QQbh80fY0wp3bx584gRI/71X/9V1/Vt27YxWc883MVikT0MtLS0LF68uNT/8PLLL0MIzznnHNu2BUEYMWLEDTfcoOv666+/zlLy/Hr7hNceh8PhcE6PzzSrzU29PISfitMIYVqWCaDrrrtOEITu7u59+/bdfvvtbLkkAECSJLYeEQDAktZMTyOEnIocbH1hOp1myxwPHDjQ1NQkiiKldOHChddeey0TrC+++KLL5WJzmDFjxjXXXDNoTaRt20zWMynMxLQgCKXr6px/ncWdCCF23NJSKkzEC4JgmiZT1WwVIwDAOSjb/+WXX/77v/97RVGWLFmyZs0apuwFQdB1vby8nGlu27b/+7//e9BUZVm2LIv9FCGkqqooiqZplr4pfr1xrzaHw+H8leDF/jicMx3HBs1M2wCAurq6H//4x9/73vcAALNmzerr6zMMg9X+s227p6dHUZQZM2YghFg5DiZwOzs7EUKXX345E68LFiwoFou5XC6bzT755JNOybxp06Y98cQTTz755LJly3bv3r1582ZH727YsOErX/nKL3/5y0KhgDGWZZlpVoSQYRjJZJItWHS5XMwiwv5lOe9isdjb2yvL8vTp09lomqZNnz7d5XK1t7czeW2a5s9//vPbbruNPT+waRuG8Zvf/EbTtO3bt9944409PT22bbM0PFs0+fjjjz/xxBOPPPKILMvLly93HktM05w2bZqmafF4vFgsshz8wYMHCSETJ05kmXt+dXE4HA6HS20Oh3NMcz/55JNPPfXUww8//PWvf12SJNM0L7vssi1btvz2t79lDRTvueeebdu2LVmyJBwOs7WJTOz29fX9+te/rqysHDdunGP+ZnluUFK6G0IYjUa/9KUvLV269NxzzzVNc2BgwHEU9Pb2vvzyy6+++iqlNB6PAwBUVS0rK4MQrlu3LhaL6bq+Zs0a0zRHjRrFBkQIZbNZQsjKlSt37txZW1tbXl7ORsMYl5eXjx8//re//W0ikYAQdnR0PPbYY7quM985IcQwDAjhqlWramtrq6qqAADRaFSSpJdeeslJvi5cuHDRokWLFi0yDKOnp8dJV2OMlyxZIknSv/zLvwwMDBQKhbvvvvuVV16ZNWtWTU2N8945HA6Hw/nr8ZkaSHgBZh7CT8WphpT6lVk3GceJYVmWIAjf+ta3nn766fvuu+/73/++40j+zW9+oygKSzZXVlZqmiaKIiHkn//5n1n5EQjh2rVrvV4vy3ljjL/97W/fe++9AAC2WNBpEMM2mNq+4oorCCEbNmwYMmRIJpNRVfWSSy5RVXXUqFFNTU2TJ08WRdGyrIaGhsWLF7M38tJLL1VXV7Mstc/nu//++4999QgCy4j/9Kc/veSSS5w0M6uy4iyaxBgTQjZu3Lh48eLHHnuMPV3ceOONzORtmqYsy85obASm0THGCKFbb7113bp1q1evXr16tSRJhmGoqnr//feXmlv49fbRIRwOh8P53EhtburlIfxUnFKI476AEE6dOpU1fJEkiZmqmQsZALB+/fpHH31069atEMJJkybddtttzEwyZcoUp9cjK/83f/58NuCSJUtK20kCAIYPH65p2jXXXDNt2jQmcydOnLho0aLu7m5nVoSQl19+eeXKlbFYrKys7KabbmKCfvPmzc8888zrr79uGMaUKVPuuOMO5hS/+uqrSy3RP/rRj8rKytgCTeY/gRBOnDjx2Weffeqpp3Rdr6qqWrp06ZgxYwAA06dPZzp75cqVS5cuveWWWwghyWTS6/UuXLhQkqSurq7rrrvOqWeCMb711ls7Ozsty/rqV7/KlLcois8888x77733+OOPm6Y5efLkb3zjG16vl62qHORB59fbSUM4HA6H86kSzZ/ltyr/BudwTvUjQwjRdZ1V8GDSkHmjwfG1kqzzIvtwFYtFtsyRpa5ZOTxwfIEga53IUr8Y49J6I47gZk0inUJ7rHi23+9n42uaxnZgOtU0TY/HUxprmqYj7tmxnE896+bI5C9zsDB9zGqqgOOt2lm4x+Nh78upJMhkt2EYbrc7l8u53W7btlmimo3AnkMURREEgS3cZBYRNk92HjRNk2WZEOLMjVfb+PibBD9FHA6Hw6U2h/MFUNVsg8lWpm+YWHTcFE75DiaUaQnOikm2p/NTRzSz1uVMiDMLtZPTZYewLIvZVNjgTMcz4wezlLB9nC7uzoFKHSbsWKziR+mLzmODI4LZk4Azf2eSbJsNbtt26VTZmWGBzmMGM6M70xAEwXm6YCM4Fb7ZPsViUVVVp1I40+jgeMGT0nopXGJyqc3hcDifHl5Xm4fwutp/yxBw3I3tbDiOEUeGsuocTlk9lt9l0tmRicy97XSiAccLWjNRCwAwDMORv+wozmR0XaeUiqLoyFYAgCO7mTp3xKuTEWeils2QbTOFihBymkeCD5b8Yz9iI0uS5MhcJqDZ+Gwo9q8oioqisOWerD07q73NjiiKoqqqbGfnzTrbjm+bnRlHr7vd7tKCg44D3nkYcE4Ov0Q5HA6H8xdQvzyrzeH8bSnNpJYmsJlUdXThiXnoUmFUKp3B8bWMjmJ2mqWzwS3LYkK2VGKyTulOdtkZxHGtkOMw1etI5NKktZNUdib5YWvs2M7OURwzCdvfMAz2ROEksNnbYWeDzYGdE5aMd2oOOgslwfGi3cxnAkrWd5ZatJ3A0tPIzhi/Mrny5nA4nE8Pv51wOGeElGGFNQAATz/99M9+9rMtW7bceuutF154ISFkxYoVL7744re+9a1Zs2a1tLQ8++yze/futSyroqLihhtuGDVq1EMPPbRt2zZRFFkXG2bh+Md//McHH3xw5syZy5YtYz6QX/3qV1u2bJFledKkSYsXL66pqXEKmyxfvnzjxo2zZ8++/fbbRVFkHWoQQu+9996DDz7oqPyampr77ruP5d2ZbN2wYcN//dd/CYLQ2Nh46aWXTp8+vbRpzi9+8Yvt27czZezo/jvuuGP9+vW7d+920t7V1dV33HFHTU0Ny3NblnXTTTdBCG+55RZWcBBC+PWvf91R+ZZl3XfffXV1deD4nwI2btz40EMPud3uhx56iEltSunXvva1SZMmffvb33bO8zvvvPPwww/PnTv3zjvvZC/ecMMNU6ZM+ad/+if234cffvjdd98FAMyePfuqq66qrq5maXJ+lXI4HA7n9OB1tTmcMwJRFFetWvXss89CCJuamp577rlUKsXk6eHDh//0pz+1tbXlcrkrrrjihz/8IZPOjz322AUXXLB+/XrHyvzSSy9t376d+bZN03zhhRe2bduGENq9e/eYMWO+//3vQwgLhcJ//Md/XHnllV1dXSwnbRjG3XffvXbt2nvuuceyrNKiJR0dHc8991xXVxfzqyxfvtztdm/YsKFQKLS1tU2fPn3JkiUdHR2U0p/+9Kfz589/7rnnWE7a6ZrOrCmrVq1qampiLeUppTt37lyxYgXLlLNhb775ZtM0mZl71apVK1euXLt27fLly/8fe/cdJ2V5L/x/dnZmZwvYEqWIFBUSS6IUETVHz0mOBqkK0tSYoika4zF6Ek0sUUISU78VPcEAACAASURBVDSaGNEYC0YQFFlBmhpz1ChVQKPyEksUKRIbsG1mdrY8f3x/3q/9gS3xedLO+/1HXptlZ/aeewb8zDXXfV2FQiEG2u+5554nn3wyZm+vXr36s5/9bDKTu6mp6eabb54/f/699947b968ZGbIzJkz16xZ0/Etzeuvv37PPfcsXbo0+easWbNWr16dSqXWrFnTt2/fiy++OK7svOiii0aPHr1u3TqdDcCH0v63lXwG/Zd+7Sb/MjdxKt7xJjHPIWZ6jBs3rry8fNasWTF4PHny5IjC2267raamZsqUKc3NzcViccaMGbvsssuJJ55YLBaLxWJdXV1FRcW4ceOamppKpVJjY2NFRcWECRO2bdt2wgknVFdXT548OTZ5mT59enV19cyZM7du3drU1BT306lTp6qqqrvuuitCOQ5s1qxZqVTqwgsvLBaLhULhsssu22WXXcaPH19XV3fFFVdks9nJkydv27atUChs3769c+fORxxxROxb2fy2UqkUs1bGjRsXh10sFidMmBCJ3Nra2tjYOH78+Jqamnw+XygUCoVC/N/Kysqampq4k7a2turq6vHjx7e0tGzfvv22227bfffd77jjju3bt+fz+a1bt1ZXV1dUVNTU1EyaNKmpqSmZ7x6rAcbFkW1tbTNnzszlchMnTmxtbY1vlpWVTZw4sVgs/ud//mdNTc1TTz1VX1/f0tIyY8aMmpqaSy65xEu0HYAPIf03zvq/+ms3sa72v+RNIviS1e6Sy/WSq/o6rvvRu3fvyN+77767ubl59OjRGzZsmD59esxXrqysjLnRcdliLpeLtfO2bt26cOHCbt26nX/++bFy39ixY2+99dbYdjGVSq1cubJYLP7hD3/IZDKPPPJIMiqcevtSyJjDnU6nTzvttGKxuGXLlkwms2jRomw2e8opp8TCfOXl5WeeeeaqVateeumlGJ9OdbjQM5neHVupxwEny5ikUqmuXbs2NTXFmPqyZctaW1t//OMft7e3L1mypLm5ubGxMRnzTqfTW7ZsaWpq6t+/fyaTKRaLq1atKisru/TSSwcMGLBkyZK44DJme8eMlI5T2FOp1KZNm2bPnj179uy77rornoKNGzc++uijgwYN2n///aurq5ubm0866aRu3bo99NBDyTPyv/YlCsCHYa42/N0+UEqlUqVSKXZAjOVBdvjTJLvj6/79+5955pnXXnvt5z//+Vwut+uuux5zzDHf+973evXqFbeNcO94uWE6nV6yZElZWVn//v2ThfxiO5tCoRCL5c2bN2/EiBF9+vQZNGjQ/fff3/EwOi6cV1ZW1q1bt1QqtWrVqkwmE0G8zz77pFKpuHixf//+qVRq9erVvXr1iiVKkvtJ5qXEm4FYWnvSpElxAeIDDzwwderUWGlkxYoVr7766nnnnTds2LCLLrro7rvvHjJkSNxw3rx5lZWVu+22WyqV+vrXv77nnnuWlZXFJu3pdPob3/hGZWXlZZddtmTJksGDBydLoHRcPDv6fuXKlaecckrynUwms2rVqmw226VLlzg/lZWVpVJp4MCBtbW1JpAA8GGYqw1/T88+++ydd965adOmD/LDMZmkvr5+69atU6dOnTBhQm1t7bHHHrvD4nQ7BH0ul4vVPGJudCycVyqVojKXL1/+6quv9unT57777uvevfv69etXrVr1br89/jeuX+zRo0ds/B4FH5vdtLe377PPPsk4ferdh0jjQsmYzN3U1BS9XigU7rnnnmw2O3DgwOXLl++111733XdfPp+PcfHBgwfPnDnzN7/5zQUXXHDttdcuWLAg3qvMmjXrkEMOmT9/fiqVam5unjNnTuyVs3Mlxz4+o0ePzr8tTkWXLl1i2D4ZjI81xffbbz9DvABIbfjnE6vaLViw4Itf/OLKlStjlbpcLtfY2JjNZmtqajZs2FAqlQqFwrp162Jhvnnz5u25555XXHFFJpMZP378D37wgxgVjlHnZNA6ZnhHvGYymeOOOy6Tydx///3r16/P5/PNzc3PPffcnnvu+atf/aqtre36669Pp9O//OUvv/jFL9bW1ra3t8+dO7dYLMbkk5jNXCgUisViKpX6+c9/nk6nBw0a1N7eftJJJ5WVlU2dOjVmYJdKpcsvv3yfffY59NBDY9HrZMXAmACzw4rgzc3Ns2bNmj59+vTp0+Oqx2KxmMvlrrvuuvb29pNPPvn0009/9dVXX3755cWLF8f7hB49eowePfqzn/3sOeecU15evnjx4mKxeO+9977++uurV6/+6le/evHFF5eXly9cuDB+e7K0SxxDrGSS7AEUrR8RP2jQoL59+y5YsOCVV17J5/PFYvGxxx578MEHR44caVQbgA/jbzqBpOMKu3/p127yL3MTp6LjTQYNGpRKpX7yk5/MmzcvnU7369cvk8mMGDFixowZU6ZM2bp16+bNmxcvXhzfzGazX/va1372s5+tXbv2E5/4xN13351KpQYOHBiTkqN3kyWio5UjK88555wrr7zy5JNPjpXsTj755LKysn/7t3/LZDL33nvvyJEjb7nllu3bt3fq1OnYY4+dP3/+xRdfHDOeI+JXrFjxs5/9rFgs3njjjeXl5SNHjkylUpMmTbrmmmu++93vrl69ul+/fr/85S8LhcK3vvWtHVbHi3H0mM4RU7ST+TDxriCZSFNWVhYTNm644YYxY8bEwilDhw69/vrrR48e3dbW9vzzz//gBz9oa2t76aWXKioqRowYUVVV9cADD5SVlb322msxGeaaa66ZMmXKww8/fOSRR6bT6VdeeWXKlCnxWOLc7vAJQLIc+GWXXTZhwoQDDjjgwgsvTKVSV199dUtLy4QJEwqFQlVV1f/mlygA/zSp7fo5N3EqOm7Ank6nP/3pT5911lm//vWv165d+/GPf/z8889vb28fOnTorFmzfvGLX1x99dXZbHb48OFf+9rX4mrCefPmTZs27Y477qitrd1nn30uueSSsWPHlkqlZFfF5DK+dDpdWVkZw9Jnn332iy++OH/+/I985COpVCqTyZxxxhkHHXRQLDAyePDg1tbW3XffvbW1dfDgwdOmTdu8eXPMnQjLly9fsWJFrOR99dVXjxo1KpVK9evXb9myZXfcccfVV19dXl5+8MEHT5w48cwzz0z2dY+HWV5e3tjY2HEUOQa2M5lMTDhJpVI9e/Z86qmn2traYt29IUOGxFbwn/zkJ3fdddclS5Zs3rw5lUo9+eSTzzzzTOxrc/rpp48cOTKbzT788MNHHXVU7CLZ0NBw1FFHNTc3z5gx48gjj2xtbV2zZs0TTzwRv+WEE04YNWpUTBNPno7YvbKsrOzYY49dsGDBlClTrrrqqoqKikMPPfQnP/nJwQcfnAzP/699VQPwoQaa7RYJf0cdlxzZ4a/Jzn9fOjZi3CQWrYvC3uEn4zLEGMdNp9OFQmHLli2nnHJKz549p02bFsGa/HDHjSF3XrJj53nPsRp3ROoOx7/zF83Nzcksl453mwzAx6F2vLedxcOMu+p4/zEsndxVx/O285EkM8ij+1Nv71ff0tKS3O0O57/jPf8zSnYhjfnrseZ6S0tLslHR+/9HwhQaAKkN/xrZ/d5ls/PfoI6TMd773lpbW7/97W8PGDDg61//+rx58wYPHlxZWfnBj+SD/+qdS3eH7dnf7QG+978PcQ87H9J7FPYHOaU7HN6/albG+uWxEGR8PBKfgUhtgP/X/qaXRXb8J/sv/dpN/mVu4lT8pTd5t79H793ZyVB0sp7Gqaee+sILL9x+++39+/dPxndTHYauP0hgxfffYwz73R7LDjfcObI7jh+/46nY+bY7d/ZfcSZ3PrB/vddbLETzi1/84rHHHnvhhRfmzZu3wycVH/CMAfAX169Rbf7udpi90LEPYgOXVCpVXl4eP5DP55NP/NPpdCxaF6s4J2tR5/P5+E46nY5bxRV+qQ6TJRoaGmJ/wfb29tgYJRajiFUyYtGMmFIcn7Mn95Bc2Je8quNqv46NEsecTGxIji2SNw6jubk5lUpVVFTEFIiOcxviYJK155IP+mPnxdibJmYFxCIhVVVVyZSMZCXsZIJHrGldVVUVkyWivJOfjIcWE0JyuVwcZH19fXl5eUVFRbLle+wBGQPhcWaS5yuOfOch0rjSMflFcYQtLS3pdDp+eOeDrK6ujoeWHFtTU1P83zi25FnoOB0lvk4eePJ0JGuN7/CT8eTG9pxxnMlsiuSUJlO64wUWL4n4+WTKSmygk06nY32YVIfV0OMJjacmzkNMmo/LQJObNDU1JVuEZjKZZM5P3FucnLir+PmO817Ky8tjOk3HaT+xq3x8M1mXJi6N/fnPf7548eLXX3/9pZdemjNnzhFHHJHL5eIUlUqleJ3HfKTq6uoP8qYLAKnNP4eIm2XLlm3ZsmWHF8mgQYNWrlwZERl/NHDgwD333LOiouLxxx/ftGnTyJEj0+l0bW1tMiZaVlZ2/PHHRxXNnTu3S5cuRx99dOTXnDlzunbtevjhhy9fvnzjxo0jRoyInQ43bdq0ZMmSAw444KCDDooq2rhx4/Lly8vKyoYNG9a5c+dUKvXyyy+vWLHi0EMP3X///TvOmY5Sb25unj9/fnLw6XR6v/32O/DAA9vb23c4trKysgEDBuyzzz5RjYsXLy6VSt27dz/kkEMifbZs2bJ8+fL999//4IMPjsaqq6t7+OGHS6XSYYcdtvfee+fz+Zqamtra2i5duhx22GGRqkuXLn3ttdcOP/zwnj17plKpQqHw6quvLl26tGvXrkcccUTsjxNLaJ9wwglRwEnSRSuvW7fuqaeeioMvlUoHHXRQ3759o/vjAa5Zs+bNN98slUrDhw+PZI+Vudva2jZt2rR06dIdntYuXbrss88+K1euTN44VVVVHXXUUbvvvnucwJ0PsrW1dcmSJa+99lqSd4MGDdpjjz06deoUrdna2vroo4++9tprAwcO7NGjR9RknIqjjz463gO0traWSqWVK1euX79+xIgRu+22W0tLy9KlS+OxJ29gYlnuXXfd9cgjj0xSO7q2rq7uwQcfTF6cuVzu2GOP7dy5c2R6nI0HHnigWCwefvjh3bp1q6qq6vhPXGtra1NTU3V1ddR5vLdpampK5ppH6D/11FMbN24cOnRovIHZ+UzG8ojHHntsvLmqra1N3tHFkRx//PHZbDabzTY1NT388MP19fW9evUaNGhQPp/v1KnTkiVLtmzZMnr06Hiim5ub46/MRz/60aOOOiqe2TjgzZs3r1q1qqWlZcCAAT169Mjlch1f4VIb4MPm799MG7yTWGV53LhxyTh0fJHJZGbOnJlOp3fZZZcYZcxms506dbr11lvr6+vHjx8f+4/ECF8UZzqdrqqqOvXUU7du3RqjlRMmTIjB4NiXcdy4ccVicdKkSeXl5eeff35LS0uhULjrrruy2eyll15aKBRKpVKxWPzGN76Ry+WqqqqWLFkSCzPHkcycOTPeGHTU0tJSLBYr3hZ7pHfq1On8888vFotx5MnwdmVl5axZswqFwowZM3r27JnNZnO5XGVl5QEHHPDoo482NTXdcccd5eXll19+eUNDQ11d3TnnnLPHHntUVVVVVVVVVlZOmjSpvr4+9l6prq6+7bbbYtPyCRMmxD1HLDY3N3/zm9+srq7u1atXY2NjXV1doVA46aSTYt2POCE7nP/vfe97kV+ZTKampqZz587/9V//VVdX19LSsnr16iFDhkTvlpeX77bbbtOnT29qamptbY0lt2fOnBkPM7bLyWQyuVxu0qRJ06dPj6VRohorKyv33HPPhx56KEZPS6XSDgeZz+dPOumkeDbjJh/72Mcef/zx5ubmOM6WlpZevXpVVlaef/75sUZ4oVCIZzl5RDFAPm7cuIqKiljzO5/PjxkzpqKior6+vqGhYdq0afvtt19NTU1lZWU2m913331jCfOWlpbmt8WLLZPJVFdXl5eXf+pTn1q3bl1zc3NLS0tDQ8MjjzxSXV1dXV197rnnFgqF5EzGgyqVSo2NjUcfffSECRNiBcY//OEPxxxzTKdOnXbfffdbb721oaHhyiuvPOWUU775zW+OHTu2sbGxqampubk5tuOJExj/W1FRkcvl7r///ij1eHbidV5ZWbl169b6+vrp06fvu+++FRUV1dXVnTt33n///ZcvX14sFseOHRtPdxz29u3b+/Xrl81mP/axj23btm379u0tLS319fVnn312p06dOnXqFMu6n3zyyXEq4jmK5WIA+KuZq+0mf/+52vEp+e233x4RGfuzlEqlfD4/evTobDZbLBbfeuuturq65cuXt7e3n3766VVVVTE0GFHS1tZ24oknRq6dc84599xzz6pVq5L6SSo8mY/R1taWy+Wuv/76fD5fKpXq6+uTaRX19fXFYvGRRx6prKysqKh44IEH2tvb6+vrk1kuHddtiMcSJR0TFbZt2/bWW2899NBDbW1tsQp1fL9YLEbz1dfXjxgxoqys7Ctf+UrXrl0feOCBjRs3Tp069eWXXx42bFiyI2NYvHjxDTfcMGjQoEcfffStt94aM2bMvHnzrrzyyuja5ubms846q729vVAoJBM2kgkG//M//5PJZP785z+vXbs2eSuSTNTpeBVgMvuirKxs5syZ27Zte+SRR1pbW6dOnfrCCy9s27btU5/61JNPPnn99dc3NDQsXLiwd+/eZ5xxRpyWGKcfOXJk9OLo0aPLy8sbGhoaGxtvvfXW2DjmggsuaGpqeuONNy688ML6+vqbb745/vUpFArvdpCFQmHbtm2PPfbYpk2bvvOd77S1tRWLxebm5kWLFr311luZTOZ3v/tdoVCIYeN4lpOB2I5zvuMO4zUQL4DGxsYzzzyzc+fODz/88JYtW2666aY333zzvPPOi516knPY1tY2ZsyYurq6DRs2DBs2bMWKFbNnz45uLisre/DBB+M3Pvroox3ntMSbriuuuOIjH/nI448/HtNyGhoazj777MbGxnPPPbexsfEb3/hGe3v7Zz7zmX333feGG24oLy/vuFl9HO0ll1xSKBS2b9/+rW99q6Ki4tZbb41Dio844j7feOONmBT01a9+taqqasGCBVu3br3mmmtee+21T3/608m8l3iC2tvbX3nllfXr19fU1LzyyisvvPBCVVVVfX397Nmzf/Ob3wwbNuz111/fsmXLCSecsHDhwosuuqi5uTlmYRmNAviQ/qapbQFmN3m3mydTpSM7Wltb8/l8fKoeQ7CR1Pvtt19ra2tNTU2ybHPHORsxtfrQQw9Np9NvvfXWDtM8/n+v+3Q6k8l07do1oqTjWhzl5eVvvPHGs88++9nPfnbPPfeMqIplnt/3sUSzVlRUHHLIIVFgsapax8nfMZV29uzZ6XT68ssvHzBgQKdOnSZMmPDTn/50+PDh69evT35RLpe76667evfuXVtb269fv1KpdOmll7a2tv70pz/N5/PpdLp3797pdHry5MnV1dXJ6GPc9sUXX3zuuedGjhxZXl7+yCOPxPbp7/1XMh57TCXfb7/9pk2blslk1q5du3Dhwubm5jPPPHPUqFHFYnHIkCGnnXZaeXn5/PnzY+JEMrM56fV4HuP9TORjOp2uqanZd999c7lcPKGtra3PP//8DgeZHEY89Z/85CfLysq2bt2a7DE5e/bs5ubmkSNHvvjii1u3bo1vvuNjiXtoaGiIKwJjJnQ2m506dWpLS8u1117bp0+fVCo1evToww47bOHChXV1dXHkHZ/KGKefNm1a9+7dV69enSxHuGTJkiFDhvTt2/fZZ5+NNb87voyffvrpE088Md4A5HK5bDb73HPPnXfeed/97ncvvPDCUqn0xz/+cfr06S+99NK9997bceQjfnW8YBobG1tbW/v27Ru5nMzkiQnZyWv7d7/7XSqVuuaaa4444oiWlpbx48dffvnlI0eOfPXVV5MJ/fGT999/fzabPffcc1Op1MMPP9zS0lJZWblo0aK99977xhtvjJP/ox/9KJ/P//rXv46X6w7b/QDwj57a8G7vweKz8tTbE4Vj1efkwsRUKlVbW1tbWxujgLGT3w5Dy2vWrDnttNM+97nPXXTRRUOHDh06dGhyoWHESqrDVWtxqzPPPPOpp56aPHlyxz+tqKiYNWtWNpu96KKLxowZs3Tp0pdffjnZx+TdrjeIe8jlcvfcc09tbe0vf/nLsrKyz3/+8xGvlZWVX/rSlyZNmnTqqad+7nOfa2tru/feewuFwjHHHJNOpzdu3Dhnzpw99thjxIgRlZWVHXcUX7BgwaBBg2JovKKiok+fPieddFJra+uiRYtSqdSgQYOGDh167bXXLl26NHmMMRw+ZcqUdDo9ZcqUvfba6+677455HR2T9B0HLOPivHgiPv3pT7e3t8+fP3/RokW5XG7w4MHt7e0xYfqrX/1qKpW66667IouTyccdL2ONZIwh1Zdffrm2tnb27Nn33ntvQ0PDl7/85TiGH/3oR+94kOXl5aeeeuppp5123HHH7bXXXlOnTo3B+C1bttx5553HHHPMl7/85ZaWlrlz58Z88Xd7Upqbm7t37965c+fq6uqY6FwsFq+66qry8vIBAwZUVVXFfJgvfOEL6XT6V7/61Q6resfAcJyQQYMG3X///VHSGzduXLJkybBhwy644IJSqRS5nHp7nndFRcXNN9980003xQWgMVy9devW0aNHX3fddXPmzBk9enT//v2/8IUvlEqltWvX9ujRY4ePSjKZzLp16xYuXLh48eIHH3ywra3tjDPOiMjOZrOnnXbaF77whc9//vPXX399e3v7rFmzMpnMkUce2dLS8uqrr9bW1nbr1i3evUSdx4Nqa2ubPXv2Jz7xie985ztdunSZP39+Op3O5/OLFi067LDD4vrXTCbTpUuXMWPGlEqlxYsXJx+AAPBhZJwC/u6SSwaTfbOTtepi7Y7y8vIvfvGLMbY9ePDgmISa9E0SE/GJedeuXZ9++ul169Z98pOfjOmtbW1tsdRDMnwYF66dddZZK1euvPnmm3v16hWFGr96/vz5hxxyyN5773388cdfd9118+fP//rXv94xx3d+qxBf1NXVnXHGGTHHoKKi4vzzz0+OLcIlrrGL2d5R4RUVFcuXLz/99NMjMW+++ebkbmP947jzWHQlGS2OBkqn0zfccMPw4cMvueSSPfbYIy7fzOfzW7Zsueeeez71qU/tscceo0ePvuWWW2Ij9+Ro361NYywz1NTUxJokhUIhaf2YvBtfxLV6yeIbqbcvr+yYaHG0d91116xZs2KUdPz48dGFmzdvnjNnztFHH73zQcY9tLa27rXXXn/84x8XLVp00EEHtbS0LF68uKWl5dhjjx0yZEifPn3uuuuuL33pS8nD2TkNM5nMjTfeGC+V6667bunSpcl4ebFYrKys7Pjz8Yzs8LLsOPkk9fZ+N3Pnzi2VSuPGjfvoRz/ao0ePuXPnnnXWWcViMdo97j9edTF/Jobk0+n0H//4x3Q6vWbNmpUrV65YsaK9vf3RRx+N13zH8eP29vZFixbV1tbGMYwZM6Z///4xPh1nuOP6PJWVlfl8Pg5y2bJlX/nKV+IzhBtvvDFOfsy6Xr9+/apVq374wx82NzePHj36+uuv37RpU5cuXZKFbqLjU28vnhMvuXdcRxKAv4i52m7yD7Su9jtWbNTA66+/ns/nf/vb365Zs+aqq65KgiDJ9AEDBtx2220zZsz43e9+9+KLL37mM5+J7fHKyspi/nd8RJ5cbxfTCW6//fZCoXDJJZckd7V27drHH3989erVvXv3HjVqVKlUeuKJJ95tQYYdDn6XXXbZtGnTtm3bbr755ra2tosvvjj19hIl06ZNu/322++4445bbrklnU6feOKJ7e3tc+fOjX3XGxoa4qLMyLLksU+aNGndunUxRTgGjNeuXVtVVXXccceVSqWGhoZcLve1r31txYoV9913X4RdeXn5b3/725iS0bVr15tuuqm8vLy2tvYd9yt5x5Mfff/QQw9ls9njjjtuzJgxbW1tzz//fLFYjMkYjz/+eCaTGTp06HtsTNNxv8kLLrigrq5uy5YtJ5100oIFC+bMmRNnPpvNvuNBtra23nrrrdOnT585c+bQoUOvvPLKO++8s7W1Nea+X3nllV27dn3++eeffvrpKPJ3eyylUik2Yx8xYkS3bt1iVP4rX/lKsVh84YUXUqlUsVhsbGz805/+1NbWdu6558b1tTvcSYzWP//88//+7/8ea6TceeedqVTq4IMP7tmz55///OdVq1a1t7fHHJ6OjR55HROf8vl8oVCYOnVqLAIzderUPffcM1a86d27d3yA03GlyJjVXVdXN3z48Dlz5ixatChZs+/222+/6aabfvvb38aVu0OHDo11bFpaWkaMGPHaa69961vfam5ujvtMVk68++670+n0pZdeuttuu914441lZWUrVqwoKysbMWLEk08+mbyRqKurW79+fXt7+3HHHbfzFqEA/KOntrnabvK+N08u1IvojM6O0cSokI4LMyctHreKTnrttdfKy8t79+5dVlbWvXv3pUuXvvHGG83NzQsWLMjlcrEWXiRptOkPfvCDQqGQzDP+/e9/n81mTzrppKFDh44YMaJnz5533313jObGD3QcgNxhMLKuri5Zk7ixsTG5SRRPDNLH4HpMC/n+97+/evXqqqqqP/3pT7fccktc69mxGg8++OCnn3768ssvf+ONNzKZzOTJk5977rnjjjsuFseIKeajRo069NBDI8TjUTz22GNlZWUnn3zyyJEjhw0bls/nr7nmmuQKuRj1jAcSZy/+N9VhR8Y333zz29/+djab7dGjx8CBA0ul0rRp01atWlVeXv7MM89cdNFFra2tQ4YMecfnruOZ6bhXZWVlZVzqGmuJLFu2LJVK7XyQcVfxdKfT6c2bN7e2tvbp02fr1q3r16/v27fvH8OUCAAAHPJJREFUMcccM3z48KOOOiqfz1999dXJYe/wbiESM+I4PhOILp8wYUJFRcVVV121YcOGVCr1xBNP/PCHPxw4cGCsmlIsFpOTEO+RstnsFVdcsXbt2n79+rW0tDz33HNPPfXUEUccMXz48BEjRhx66KExlSXWhOl4NmI0PRYA2Xfffb///e+XlZU988wzLS0tPXv2nDhx4oUXXnjBBRdcdNFFHT9tiJ5OVoaJDxCSweZ4mDEQHnceiyRecMEFL7zwQi6X27x58/Tp03O5XPI+M07+Aw880K1bt1GjRp144okTJ06MKUytra0DBw589tlnp06dGvc5ZcqUJ5988oQTTkh+LwD/F/LXYn/8I4gl6mIEeuzYsbGYQ3wyHksUF4vF2bNn53K5iRMnFgqFcePGVVZWxsIUMXYYbZHL5T7+8Y+vXLmysbHxjjvu6NWrVywRWFlZecQRRzz99NPbtm2bNGlSdNX27dvr6uqOOeaYWOwvn88fffTR++23X6xhVygUbrvttlwud9lll82YMSObzcZafpGqM2bMiMXdCoVCHENNTU0+n4/F76qrq4866qj4fjR0NG4ul5swYUIcW4xoxkJ+Z555ZnV19cyZM2Oxv8mTJ+fz+bfeeuucc87Zddddq6urs9ns7rvvfvbZZzc1NTU2NlZUVEyYMCHO2DPPPNO5c+eqqqpZs2Y9++yz2Wz2kEMOqa+vj2ObOHFiVVXV7bfffuqppyZnqaysrLKyMh5m5ODll1+ezWarqqoi4jt37vzf//3f27dvLxaLTz755JAhQ6qqqnK5XKdOnfbff//p06dv27Yt9rWJWQqxrN6kSZPiStZCoVAoFGLpuilTpsTqK2PHju3cufOPf/zj5557LpfL9e/f/30Psrq6evLkyQ0NDT/72c9qamruvPPO+HWNjY2dO3fu3LlzLLOYnOGysrKxY8fm8/lx48blcrlkQcBY+69QKOTz+dtvv71fv36xdmF1dfWRRx758ssvxyuwtbU1Tki8KYofyGQyn/nMZ9atW9fQ0HDqqadWVVU9/PDDhUKhqalp69atmUxm0qRJTU1N9fX1cQ9xKsrLy8ePH18sFhsaGm677baamppYj69fv37PPvtscm1oIk5mLJt46aWXNjY2FovFiRMnVlZW/uQnP2lsbIw3AzGjPV5Ll1xyyZtvvjl9+vSPfexjsXZhVVXVeeedV1FRMXv27LFjx1ZVVTU2Nj777LNVVVXf/va3m5qatm3b1tTUFGc7VvU599xzq6urd9ttt8rKyurq6vPOO69QKCQr/VnsD+BDsoUN/1jv+pqamubPn9+jR48jjzwyQnbevHnt7e0TJkyIoeJYY3j8+PHxWfywYcMymczcuXMjPmIoNKZkVFVVxej44sWL8/l8r169jjjiiIjUZcuW/fnPf47NXIrF4ubNm5988sm+ffseeOCB8+fP/+hHPxp76cU81zlz5rS1tR100EHPP/98x2sKBw0a1LNnz+StQm1tbeyeU11dXSgU7rvvvlKpNGrUqMWLFydL0cVj7Nat24ABA9rb2ysqKubOndvW1jZ48OAePXo0NDRUV1e/8sorq1ev3m+//T7xiU/EWGaxWHzooYfy+fxhhx3Wo0ePeF9x5513djxLTzzxxIYNGwYPHhxzdj/+8Y/vv//+sRDepk2bVqxY0b1792w2G5d4Jid85MiRmUwmk8m0trY+99xza9euTQ7ywAMPjHcpcQ6LxeITTzzx+uuvx84pqbdXGqmuro4B8ljkJDagiZ1i0un0Cy+88PTTT++99979+/cvKyt75ZVXVq5c2adPn7322mvNmjX7779/37593/sgBwwY0KVLl1QqtWbNmg0bNowfPz7ZafKxxx575ZVXDjvssDVr1nScNd69e/fDDz/80Ucf3bhx4/Dhwzt16tTe3r506dJYzC4+JymVSgsXLkyn0x/5yEeOOuqoZCPMOOFbt279/e9/HyPTsTr7scceG4PNCxYsyGQy//Ef/xEbW2YymTVr1qxfv37UqFFtbW2dOnWKYygWi3Pnzu3WrdvgwYPjI5THH3988+bN5eXlxx9/fOzms8OUnhjR37Bhw9KlSw888MADDjigtbU1tlLq1avXYYcd1nG5kpi6fcABB/Tp0ydWAX/ooYcKhcKAAQO6d+9eWVkZWw5t3LjxhBNO2Lx587JlywYNGrTPPvvEZywbNmxYtmzZgQceeOCBB7a2tr7xxhuxNGH//v27desWz+kHnOIFwHsr+xvnb8eZnX/R127yL3OT97h5RMn/9y6wrCyZrRG5E22XXOCYzM2IxkomyMYn7/HNGDuMT8OTJZY7buGerGMdH6Anqw0m63Cn0+mYQh3lnayLkmzwnvxkx9UAYzm2ZLftuFUy/yQOLy7WrKmpicUlYlwzRi6TBx5fJHuGNzU1xRIl8RBiEYmO2/6FeCwxNJsM+ScbGcY9RA4mF/wlz0WsJZfP52OVuo7XUMaRJA8krqGM85w85ORUJBMhOs4hiQHpysrKZKw0TtF7HGRTU1NVVVUyTSiZW9Le3t7Y2FhVVRVvY+JKx/ij5M7j+GPYO05R7KOevHji2OJa1TjJyZWdyb6Mcf8xYztZnDsWzI5kj+Ud45CSW8XJiR/IZrOxBHhVVVU8rXG1wA7PWnKxbPKduLognusdFiJM/i2Nd4PJSzqdTjc0NFRWVibrEibTYOKHKyoqYoA82Q2+WCymOizRWCqVpDbAP2tqG9Xmgwxsv/d/3d/3Orz3fqW97/2//9+ZD/aL3u1WHa96fLcj+SsO8gPe287TqZN0e8eT/L5323Gxkfd+gnZ+c9XxXda7HeTOZ/gdFzj/gM/Luy2psfNtd/5OUrQdl3L/q/9l2/kwdj6BO1T1O97k3f7o3c5SfCfudof59O92bFIbQGrzr5nd79tA7/2TH6RvPuQB/NWp/UEe13u8u3jfyny3e/vwy7e997Pw3pG3c2q/70G+b7j/FS+A9z4JH+YJ+r+S2jv80Qc5Ax/kefmr01lqA0htAP7f/EdCagP8s6Q2AAD872HfXQAAkNoAACC1AQBAagMAAFIbAACkNgAASG0AAEBqAwCA1AYAAKkNAABIbQAAkNoAACC1AQAAqQ0AAFIbAACkNgAAILUBAEBqAwCA1AYAAKQ2AABIbQAAkNoAAIDUBgAAqQ0AAFIbAACQ2gAAILUBAEBqAwAAUhsAAKQ2AABIbQAAQGoDAIDUBgAAqQ0AAEhtAACQ2gAAILUBAACpDQAAUhsAAKQ2AAAgtQEAQGoDAIDUBgAApDYAAEhtAACQ2gAAgNQGAACpDQAAUhsAAJDaAAAgtQEAQGoDAABSGwAApDYAAEhtAABAagMAgNQGAACpDQAASG0AAJDaAAAgtQEAAKkNAABSGwAApDYAACC1AQBAagMAgNQGAACkNgAASG0AAJDaAACA1AYAAKkNAABSGwAAkNoAACC1AQBAagMAAFIbAACkNgAASG0AAEBqAwCA1AYAAKkNAABIbQAAkNoAACC1AQAAqQ0AAFIbAACkNgAASG0AAEBqAwCA1AYAAKkNAABIbQAAkNoAACC1AQAAqQ0AAFIbAACkNgAAILUBAEBqAwCA1AYAAKQ2AABIbQAAkNoAAIDUBgAAqQ0AAFIbAACQ2gAAILUBAEBqAwAAUhsAAKQ2AABIbQAAQGoDAIDUBgAAqQ0AAEhtAACQ2gAAILUBAACpDQAAUhsAAKQ2AAAgtQEAQGoDAIDUBgAApDYAAEhtAACQ2gAAgNQGAACpDQAAUhsAAJDaAAAgtQEAQGoDAABSGwAApDYAAEhtAABAagMAgNQGAACpDQAASG0AAJDaAAAgtQEAAKkNAABSGwAApDYAACC1AQBAagMAgNQGAACkNgAASG0AAJDaAACA1AYAAKkNAABSGwAAkNoAACC1AQBAagMAAFIbAACkNgAASG0AAEBqAwCA1AYAAKkNAABIbQAAkNoAACC1AQAAqQ0AAFIbAACkNgAAILUBAEBqAwCA1AYAAKntFAAAgNQGAACpDQAAUhsAAJDaAAAgtQEAQGoDAABSGwAApDYAAEhtAABAagMAgNQGAACpDQAASG0AAJDaAAAgtQEAAKkNAABSGwAApDYAACC1AQBAagMAgNQGAACkNgAASG0AAJDaAACA1AYAAKkNAABSGwAAkNoAACC1AQBAagMAAFIbAACkNgAASG0AAEBqAwCA1AYAAKkNAABIbQAAkNoAACC1AQAAqQ0AAFIbAACkNgAAILUBAEBqAwCA1AYAAKQ2AABIbQAAkNoAAIDUBgAAqQ0AAFIbAACQ2gAAILUBAEBqAwAAUhsAAKQ2AABIbQAAQGoDAIDUBgAAqQ0AAEhtAACQ2gAAILUBAACpDQAAUhsAAKQ2AAAgtQEAQGoDAIDUBgAApDYAAEhtAACQ2gAAgNQGAACpDQAAUhsAAJDaAAAgtQEAQGoDAABSGwAApDYAAEhtAABAagMAgNQGAACpDQAASG0AAJDaAAAgtQEAQGoDAABSGwAApDYAAEhtAABAagMAgNQGAACpDQAASG0AAJDaAAAgtQEAAKkNAABSGwAApDYAACC1AQBAagMAgNQGAACkNgAASG0AAJDaAACA1AYAAKkNAABSGwAAkNoAACC1AQBAagMAAFIbAACkNgAASG0AAEBqAwCA1AYAAKkNAABIbQAAkNoAACC1AQAAqQ0AAFIbAACkNgAAILUBAEBqAwCA1AYAAKQ2AABIbQAAkNoAAIDUBgAAqQ0AAFIbAACQ2gAAILUBAEBqAwAAUhsAAKQ2AABIbQAAQGoDAIDUBgAAqQ0AAEhtAACQ2gAAILUBAACpDQAAUhsAAKQ2AAAgtQEAQGoDAIDUBgAApDYAAEhtAACQ2gAAgNQGAACpDQAAUhsAAJDaAAAgtQEAQGoDAABSGwAApDYAAEhtAABAagMAgNQGAACpDQAASG0AAJDaAAAgtQEAAKkNAABSGwAApDYAAEhtAABAagMAgNQGAACpDQAASG0AAJDaAAAgtQEAAKkNAABSGwAApDYAACC1AQBAagMAgNQGAACkNgAASG0AAJDaAACA1AYAAKkNAABSGwAAkNoAACC1AQBAagMAAFIbAACkNgAASG0AAEBqAwCA1AYAAKkNAABIbQAAkNoAACC1AQAAqQ0AAFIbAACkNgAAILUBAEBqAwCA1AYAAKQ2AABIbQAAkNoAAIDUBgAAqQ0AAFIbAACQ2gAAILUBAEBqAwAAUhsAAKQ2AABIbQAAQGoDAIDUBgAAqQ0AAEhtAACQ2gAAILUBAACpDQAAUhsAAKQ2AAAgtQEAQGoDAIDUBgAApDYAAEhtAACQ2gAAgNQGAACpDQAAUhsAAJDaAAAgtQEAQGoDAABSGwAApDYAAEhtAABAagMAgNQGAACpDQAASG0AAJDaAAAgtQEAAKkNAABSGwAApDYAACC1AQBAagMAgNQGAACp7RQAAIDUBgAAqQ0AAFIbAACQ2gAAILUBAEBqAwAAUhsAAKQ2AABIbQAAQGoDAIDUBgAAqQ0AAEhtAACQ2gAAILUBAACpDQAAUhsAAKQ2AAAgtQEAQGoDAIDUBgAApDYAAEhtAACQ2gAAgNQGAACpDQAAUhsAAJDaAAAgtQEAQGoDAABSGwAApDYAAEhtAABAagMAgNQGAACpDQAASG0AAJDaAAAgtQEAAKkNAABSGwAApDYAACC1AQBAagMAgNQGAACkNgAASG0AAJDaAACA1AYAAKkNAABSGwAAkNoAACC1AQBAagMAAFIbAACkNgAASG0AAEBqAwCA1AYAAKkNAABIbQAAkNoAACC1AQAAqQ0AAFIbAACkNgAAILUBAEBqAwCA1AYAAKQ2AABIbQAAkNoAAIDUBgAAqQ0AAFIbAACQ2gAAILUBAEBqAwAAUhsAAKQ2AABIbQAAQGoDAIDUBgAAqQ0AAEhtAACQ2gAAILUBAEBqAwAAUhsAAKQ2AABIbQAAQGoDAIDUBgAAqQ0AAEhtAACQ2gAAILUBAACpDQAAUhsAAKQ2AAAgtQEAQGoDAIDUBgAApDYAAEhtAACQ2gAAgNQGAACpDQAAUhsAAJDaAAAgtQEAQGoDAABSGwAApDYAAEhtAABAagMAgNQGAACpDQAASG0AAJDaAAAgtQEAAKkNAABSGwAApDYAACC1AQBAagMAgNQGAACkNgAASG0AAJDaAACA1AYAAKkNAABSGwAAkNoAACC1AQBAagMAAFIbAACkNgAASG0AAEBqAwCA1AYAAKkNAABIbQAAkNoAACC1AQAAqQ0AAFIbAACkNgAAILUBAEBqAwCA1AYAAKQ2AABIbQAAkNoAAIDUBgAAqQ0AAFIbAACQ2gAAILUBAEBqAwAAUhsAAKQ2AABIbQAAQGoDAIDUBgAAqQ0AAEhtAACQ2gAAILUBAACpDQAAUhsAAKQ2AABIbQAAQGoDAIDUBgAAqQ0AAEhtAACQ2gAAILUBAACpDQAAUhsAAKQ2AAAgtQEAQGoDAIDUBgAApDYAAEhtAACQ2gAAgNQGAACpDQAAUhsAAJDaAAAgtQEAQGoDAABSGwAApDYAAEhtAABAagMAgNQGAACpDQAASG0AAJDaAAAgtQEAAKkNAABSGwAApDYAACC1AQBAagMAgNQGAACkNgAASG0AAJDaAACA1AYAAKkNAABSGwAAkNoAACC1AQBAagMAAFIbAACkNgAASG0AAEBqAwCA1AYAAKkNAABIbQAAkNoAACC1AQAAqQ0AAFIbAACkNgAAILUBAEBqAwCA1AYAAKQ2AABIbQAAkNoAAIDUBgAAqQ0AAFIbAACQ2gAAILUBAEBqAwAAUhsAAKQ2AABIbQAAQGoDAIDUBgAAqQ0AAEhtAACQ2gAAILUBAACpDQAAUhsAAKQ2AAAgtQEAQGoDAIDUBgAAqe0UAACA1AYAAKkNAABSGwAAkNoAACC1AQBAagMAAFIbAACkNgAASG0AAEBqAwCA1AYAAKkNAABIbQAAkNoAACC1AQAAqQ0AAFIbAACkNgAAILUBAEBqAwCA1AYAAKQ2AABIbQAAkNoAAIDUBgAAqQ0AAFIbAACQ2gAAILUBAEBqAwAAUhsAAKQ2AABIbQAAQGoDAIDUBgAAqQ0AAEhtAACQ2gAAILUBAACpDQAAUhsAAKQ2AAAgtQEAQGoDAIDUBgAApDYAAEhtAACQ2gAAgNQGAACpDQAAUhsAAJDaAAAgtQEAQGoDAABSGwAApDYAAEhtAABAagMAgNQGAACpDQAASG0AAJDaAAAgtQEAAKkNAABSGwAApDYAACC1AQBAagMAgNQGAACkNgDA/2m3jgkAAAAAgvVvLYgtggtYbQAAsNoAAIDVBgAAqw0AAFYbAACw2gAAYLUBAMBqAwAAVhsAAKw2AABYbQAAwGoDAIDVBgAAqw0AAFhtAACw2gAAYLUBAMBqAwAAVhsAAKw2AABYbQAAwGoDAIDVBgAAqw0AAFhtAACw2gAAYLUBAACrDQAAVhsAAKw2AABgtQEAwGoDAIDVBgAArDYAAFhtAACw2gAAgNUGAACrDQAAVhsAALDaAABgtQEAwGoDAABWGwAArDYAAFhtAADAagMAgNUGAACrDQAAWG0AALDaAABgtQEAAKsNAABWGwAArDYAAGC1AQDAagMAgNUGAACsNgAAWG0AALDaAACA1QYAAKsNAABWGwAAsNoAAGC1AQDAagMAAFYbAACsNgAAWG0AAMBqAwCA1QYAAKsNAABYbQAAsNoAAGC1AQAAqw0AAFYbAACsNgAAYLUBAMBqAwCA1QYAAKw2AABYbQAAsNoAAIDVBgAAqw0AAFYbAACw2gAAYLUBAMBqAwAAVhsAAKw2AABYbQAAwGoDAIDVBgAAqw0AAFhtAACw2gAAYLUBAACrDQAAVhsAAKw2AABYbQAAwGoDAIDVBgAAqw0AAFhtAACw2gAAYLUBAACrDQAAVhsAAKw2AABgtQEAwGoDAIDVBgAArDYAAFhtAACw2gAAgNUGAACrDQAAVhsAALDaAABgtQEAwGoDAABWGwAArDYAAFhtAADAagMAgNUGAACrDQAAWG0AALDaAABgtQEAAKsNAABWGwAArDYAAGC1AQDAagMAgNUGAACsNgAAWG0AALDaAACA1QYAAKsNAABWGwAAsNoAAGC1AQDAagMAAFYbAACsNgAAWG0AAMBqAwCA1QYAAKsNAABYbQAAsNoAAGC1AQAAqw0AAFYbAACsNgAAYLUBAMBqAwCA1QYAAKw2AABYbQAAsNoAAIDVBgAAqw0AAFYbAACw2gAAYLUBAMBqAwAAVhsAAKw2AABYbQAAwGoDAIDVBgAAqw0AAFhtAACw2gAAYLUBAACrDQAAVhsAAKw2AABgtQEAwGoDAIDVBgAAqy0BAABYbQAAsNoAAGC1AQAAqw0AAFYbAACsNgAAYLUBAMBqAwCA1QYAAKw2AABYbQAAsNoAAIDVBgAAqw0AAFYbAACw2gAAYLUBAMBqAwAAVhsAAKw2AABYbQAAwGoDAIDVBgAAqw0AAFhtAACw2gAAYLUBAACrDQAAVhsAAKw2AABgtQEAwGoDAIDVBgAArDYAAFhtAACw2gAAgNUGAACrDQAAVhsAALDaAABgtQEAwGoDAABWGwAArDYAAFhtAADAagMAgNUGAACrDQAAWG0AALDaAABgtQEAAKsNAABWGwAArDYAAGC1AQDAagMAgNUGAACsNgAAWG0AALDaAACA1QYAAKsNAABWGwAAsNoAAGC1AQDAagMAAFYbAACsNgAAWG0AAMBqAwCA1QYAAKsNAABYbQAAsNoAAGC1AQAAqw0AAFYbAACsNgAAYLUBAMBqAwCA1QYAAKw2AABYbQAAsNoAAIDVBgAAqw0AAFYbAACsNgAAYLUBAMBqAwCA1QYAAKw2AABYbQAAsNoAAIDVBgAAqw0AAFYbAACw2gAAYLUBAMBqAwAAVhsAAKw2AABYbQAAwGoDAIDVBgAAqw0AAFhtAACw2gAAYLUBAACrDQAAVhsAAKw2AABgtQEAwGoDAIDVBgAArDYAAFhtAACw2gAAgNUGAACrDQAAVhsAALDaAABgtQEAwGoDAABWGwAArDYAAFhtAADAagMAgNUGAACrDQAAWG0AALDaAABgtQEAAKsNAABWGwAArDYAAGC1AQDAagMAgNUGAACsNgAAWG0AALDaAACA1QYAAKsNAABWGwAAsNoAAGC1AQDAagMAAFYbAACsNgAAWG0AAMBqAwCA1QYAAKsNAABYbQAAsNoAAGC1AQAAqw0AAFYbAACsNgAAYLUBAMBqAwCA1QYAAKw2AABYbQAAsNoAAIDVBgAAqw0AAFYbAACw2gAAYLUBAMBqAwCA1QYAAKw2AABYbQAAsNoAAIDVBgAAqw0AAFYbAACw2gAAYLUBAMBqAwAAVhsAAKw2AABYbQAAwGoDAIDVBgAAqw0AAFhtAACw2gAAYLUBAACrDQAAVhsAAKw2AABgtQEAwGoDAIDVBgAArDYAAFhtAACw2gAAgNUGAACrDQAAVhsAALDaAABgtQEAwGoDAABWGwAArDYAAFhtAADAagMAgNUGAACrDQAAWG0AALDaAABgtQEAAKsNAABWGwAArDYAAGC1AQDAagMAgNUGAACsNgAAWG0AALDaAACA1QYAAKsNAABWGwAAsNoAAGC1AQDAagMAAFYbAACsNgAAWG0AAMBqAwCA1QYAAKsNAABYbQAAsNoAAGC1AQAAqw0AAFYbAACsNgAAYLUBAMBqAwCA1QYAAKw2AABYbQAAsNoAAIDVBgAAqw0AAFYbAACw2gAAYLUBAMBqAwAAVhsAAKw2AABYbQAAsNoSAACA1QYAAKsNAABWGwAAsNoAAGC1AQDAagMAAFYbAACsNgAAXAXGJ1am6rOYogAAAABJRU5ErkJggg=="/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">A<span class="_ _0"></span>TO TRT GP N.  45<span class="_ _1"></span>4/2016</div><div class="t m0 x2 h3 y2 ff2 fs0 fc0 sc0 ls0 ws0">João Pe<span class="_ _1"></span>ssoa, 27 <span class="_ _1"></span>de dezemb<span class="_ _1"></span>ro de 20<span class="_ _1"></span>16.</div><div class="t m0 x3 h3 y3 ff2 fs0 fc0 sc0 ls0 ws0">Regulament<span class="_ _1"></span>a <span class="_ _2"> </span>o <span class="_ _2"> </span>processo <span class="_ _2"> </span>“Incidente</div><div class="t m0 x3 h3 y4 ff2 fs0 fc0 sc0 ls0 ws0">de <span class="_ _3"> </span>Uniform<span class="_ _1"></span>ização <span class="_ _3"> </span>de</div><div class="t m0 x3 h3 y5 ff2 fs0 fc0 sc0 ls0 ws0">Jurisprudência<span class="_ _1"></span>”, <span class="_ _4"> </span>no <span class="_ _4"> </span>âm<span class="_ _1"></span>bito <span class="_ _4"> </span>do</div><div class="t m0 x3 h3 y6 ff2 fs0 fc0 sc0 ls0 ws0">Tribuna<span class="_ _1"></span>l <span class="_ _5"> </span>Regional <span class="_ _5"> </span>do <span class="_ _6"> </span>Trabalh<span class="_ _1"></span>o <span class="_ _5"> </span>da</div><div class="t m0 x3 h3 y7 ff2 fs0 fc0 sc0 ls0 ws0">13ª Região.</div><div class="t m0 x1 h2 y8 ff1 fs0 fc0 sc0 ls0 ws0">          <span class="_ _1"></span>  <span class="_ _7"></span>          <span class="_ _1"></span>  <span class="_ _7"></span>          <span class="_ _1"></span>  <span class="_ _7"></span>O <span class="_ _8"> </span>DESEMBA<span class="_ _0"></span>RGA<span class="_ _0"></span>DOR <span class="_ _8"> </span>PRESIDENTE <span class="_ _8"> </span>DO <span class="_ _8"> </span>TRIBU<span class="_ _0"></span>NA<span class="_ _0"></span>L</div><div class="t m0 x1 h2 y9 ff1 fs0 fc0 sc0 ls0 ws0">REGIONA<span class="_ _0"></span>L <span class="_ _9"> </span>DO <span class="_ _2"> </span>TRABA<span class="_ _0"></span>LHO <span class="_ _2"> </span>DA<span class="_ _0"></span> <span class="_ _2"> </span>DÉ<span class="_ _1"></span>CIMA<span class="_ _0"></span> <span class="_ _2"> </span>TERCEIRA <span class="_ _2"> </span>REGIÃ<span class="_ _0"></span>O, <span class="_ _9"> </span><span class="ff2">no <span class="_ _9"> </span>uso <span class="_ _2"> </span>d<span class="_ _1"></span>e <span class="_ _2"> </span>su<span class="_ _1"></span>as</span></div><div class="t m0 x1 h3 ya ff2 fs0 fc0 sc0 ls0 ws0">atribuições le<span class="_ _1"></span>gais, regimentais e <span class="_ _1"></span>de acordo<span class="_ _1"></span> com o <span class="_ _1"></span>Protocolo T<span class="_ _1"></span>RT n. 2<span class="_ _1"></span>1.815/<span class="_ _1"></span>2016,</div><div class="t m0 x1 h2 yb ff1 fs0 fc0 sc0 ls0 ws0">          <span class="_ _1"></span>  <span class="_ _7"></span>          <span class="_ _1"></span>  <span class="_ _7"></span>          <span class="_ _1"></span>  <span class="_ _7"></span>CONSIDERA<span class="_ _0"></span>NDO<span class="ff2"> <span class="_ _a"></span>que, <span class="_ _a"></span>na <span class="_ _a"></span>forma <span class="_ _a"> </span>do <span class="_ _a"></span>art. <span class="_ _a"></span>3º <span class="_ _a"></span>da <span class="_ _a"></span>Resolução <span class="_ _a"></span>CNJ</span></div><div class="t m0 x1 h3 yc ff2 fs0 fc0 sc0 ls0 ws0">n. <span class="_ _b"></span>70, <span class="_ _b"></span>de <span class="_ _b"></span>18 <span class="_ _b"></span>de <span class="_ _b"></span>ma<span class="_ _1"></span>rço <span class="_ _b"></span>de <span class="_ _b"></span>2009, <span class="_ _b"></span>a <span class="_ _b"></span>Assessoria <span class="_ _b"></span>de <span class="_ _c"></span>Gestão <span class="_ _b"></span>Estratégica <span class="_ _b"></span>dos <span class="_ _c"></span>T<span class="_ _1"></span>ribunais</div><div class="t m0 x1 h3 yd ff2 fs0 fc0 sc0 ls0 ws0">deve atuar n<span class="_ _1"></span>a área d<span class="_ _1"></span>e otimização d<span class="_ _1"></span>e processo<span class="_ _1"></span>s de traba<span class="_ _1"></span>lho;</div><div class="t m0 x1 h2 ye ff2 fs0 fc0 sc0 ls0 ws0">          <span class="_ _1"></span>  <span class="_ _7"></span>          <span class="_ _1"></span>  <span class="_ _7"></span>          <span class="_ _1"></span>  <span class="_ _7"></span><span class="ff1">CONSIDERA<span class="_ _0"></span>NDO<span class="ff2"> <span class="_ _d"> </span>que <span class="_ _d"> </span>esta <span class="_ _d"> </span>Corte <span class="_ _d"> </span>já <span class="_ _e"> </span>instituciona<span class="_ _1"></span>lizou <span class="_ _e"> </span>a</span></span></div><div class="t m0 x1 h3 yf ff2 fs0 fc0 sc0 ls0 ws0">metod<span class="_ _1"></span>ologia de Ge<span class="_ _1"></span>stão de P<span class="_ _1"></span>rocessos, po<span class="_ _1"></span>r meio do<span class="_ _1"></span> Ato T<span class="_ _1"></span>RT GP n.<span class="_ _1"></span> 308/20<span class="_ _1"></span>15;</div><div class="t m0 x1 h2 y10 ff2 fs0 fc0 sc0 ls0 ws0">          <span class="_ _1"></span>  <span class="_ _7"></span>          <span class="_ _1"></span>  <span class="_ _7"></span>          <span class="_ _1"></span>  <span class="_ _7"></span><span class="ff1">CONSIDERA<span class="_ _0"></span>NDO<span class="ff2"> <span class="_ _f"> </span>a <span class="_ _f"> </span>importân<span class="_ _1"></span>cia <span class="_ _f"> </span>da <span class="_ _f"> </span>padronização <span class="_ _f"> </span>de</span></span></div><div class="t m0 x1 h3 y11 ff2 fs0 fc0 sc0 ls0 ws0">procedime<span class="_ _1"></span>ntos <span class="_ _c"></span>de <span class="_ _c"></span>trabalho, <span class="_ _c"></span>ref<span class="_ _1"></span>letida <span class="_ _c"></span>no <span class="_ _c"></span>Plano <span class="_ _c"></span>Estratégico <span class="_ _c"></span>deste <span class="_ _c"></span>Tribuna<span class="_ _1"></span>l <span class="_ _c"></span>no <span class="_ _1"></span>Projet<span class="_ _1"></span>o</div><div class="t m0 x1 h3 y12 ff2 fs0 fc0 sc0 ls0 ws0">de Gestã<span class="_ _1"></span>o de Pro<span class="_ _1"></span>cessos Judiciários;</div><div class="t m0 x1 h2 y13 ff2 fs0 fc0 sc0 ls0 ws0">          <span class="_ _1"></span>  <span class="_ _7"></span>          <span class="_ _1"></span>  <span class="_ _7"></span>          <span class="_ _1"></span>  <span class="_ _7"></span><span class="ff1">CONSIDERA<span class="_ _0"></span>NDO<span class="ff2"> a<span class="_ _1"></span> nece<span class="_ _1"></span>ssidade de<span class="_ _1"></span> padronização<span class="_ _1"></span> e otimização</span></span></div><div class="t m0 x1 h3 y14 ff2 fs0 fc0 sc0 ls0 ws0">dos <span class="_ _10"> </span>procedime<span class="_ _1"></span>ntos <span class="_ _10"> </span>refere<span class="_ _1"></span>ntes <span class="_ _10"> </span>ao <span class="_ _10"> </span>processo <span class="_ _10"> </span>“Incidente <span class="_ _10"> </span>de <span class="_ _11"> </span>Uniform<span class="_ _1"></span>ização <span class="_ _11"> </span>de</div><div class="t m0 x1 h3 y15 ff2 fs0 fc0 sc0 ls0 ws0">Jurisprudência<span class="_ _1"></span> – IUJ ”,</div><div class="t m0 x1 h2 y16 ff1 fs0 fc0 sc0 ls0 ws0">          <span class="_ _1"></span>  <span class="_ _7"></span>          <span class="_ _1"></span>  <span class="_ _7"></span>          <span class="_ _1"></span>  <span class="_ _7"></span>R E S O L V<span class="_ _1"></span> E:</div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0">          <span class="_ _1"></span>  <span class="_ _7"></span>          <span class="_ _1"></span>  <span class="_ _7"></span>          <span class="_ _1"></span>  <span class="_ _7"></span>A<span class="_ _0"></span>rt. <span class="_ _11"> </span>1º<span class="ff2"> <span class="_ _11"> </span>Regulamenta<span class="_ _1"></span>r <span class="_ _11"> </span>os <span class="_ _11"> </span>procedimento<span class="_ _1"></span>s <span class="_ _11"> </span>concernente<span class="_ _1"></span>s <span class="_ _11"> </span>ao</span></div><div class="t m0 x1 h3 y18 ff2 fs0 fc0 sc0 ls0 ws0">Incidente<span class="_ _1"></span> <span class="_ _c"></span>de <span class="_ _c"></span>Unifo<span class="_ _1"></span>rmização <span class="_ _c"></span>de <span class="_ _c"></span>Jurisprudência<span class="_ _1"></span> <span class="_ _c"></span>- <span class="_ _1"></span>IUJ <span class="_ _c"></span>no <span class="_ _c"></span>âmbito <span class="_ _c"></span>do <span class="_ _c"></span>Tribun<span class="_ _1"></span>al <span class="_ _c"></span>Regional</div><div class="t m0 x1 h3 y19 ff2 fs0 fc0 sc0 ls0 ws0">do <span class="_ _12"> </span>Trabalh<span class="_ _1"></span>o <span class="_ _12"> </span>da <span class="_ _12"> </span>13ª <span class="_ _12"> </span>Região, <span class="_ _12"> </span>em <span class="_ _12"> </span>consonância<span class="_ _1"></span> <span class="_ _12"> </span>com <span class="_ _12"> </span>dispositivos <span class="_ _13"> </span>constitucion<span class="_ _1"></span>ais <span class="_ _13"> </span>e</div><div class="t m0 x1 h3 y1a ff2 fs0 fc0 sc0 ls0 ws0">legais.</div><div class="t m0 x1 h2 y1b ff2 fs0 fc0 sc0 ls0 ws0">          <span class="_ _1"></span>  <span class="_ _7"></span>          <span class="_ _1"></span>  <span class="_ _7"></span>          <span class="_ _1"></span>  <span class="_ _7"></span><span class="ff1">A<span class="_ _0"></span>rt. <span class="_ _14"> </span>2º<span class="ff2"> <span class="_ _14"> </span>O <span class="_ _14"> </span>proce<span class="_ _1"></span>sso <span class="_ _14"> </span>&quot;Inciden<span class="_ _1"></span>te <span class="_ _14"> </span>de <span class="_ _14"> </span>Uniformização <span class="_ _14"> </span>de</span></span></div><div class="t m0 x1 h3 y1c ff2 fs0 fc0 sc0 ls0 ws0">Jurisprudência<span class="_ _1"></span> - <span class="_ _1"></span>IUJ&quot; <span class="_ _1"></span>te<span class="_ _1"></span>m <span class="_ _1"></span>o <span class="_ _1"></span>objetivo <span class="_ _1"></span>de <span class="_ _1"></span>pa<span class="_ _1"></span>dronizar o<span class="_ _1"></span>s <span class="_ _1"></span>procedime<span class="_ _1"></span>ntos <span class="_ _1"></span>adm<span class="_ _1"></span>inistrativos</div><div class="t m0 x1 h3 y1d ff2 fs0 fc0 sc0 ls0 ws0">relativos <span class="_ _15"> </span>aos <span class="_ _15"> </span>julgame<span class="_ _1"></span>ntos <span class="_ _15"> </span>de <span class="_ _15"> </span>incidentes <span class="_ _15"> </span>de <span class="_ _15"> </span>unif<span class="_ _1"></span>ormização <span class="_ _15"> </span>de <span class="_ _15"> </span>jurisprudência<span class="_ _1"></span>,</div><div class="t m0 x1 h3 y1e ff2 fs0 fc0 sc0 ls0 ws0">previstos na CLT<span class="_ _1"></span> e no <span class="_ _1"></span>Regimento In<span class="_ _1"></span>terno do<span class="_ _1"></span> TRT d<span class="_ _1"></span>a 13ª Região.</div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
<div id="pf2" class="pf w0 h0" data-page-no="2"><div class="pc pc2 w0 h0"><img class="bi x0 y1f w1 h4" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 y20 ff2 fs0 fc0 sc0 ls0 ws0">          <span class="_ _1"></span>  <span class="_ _7"></span>          <span class="_ _1"></span>  <span class="_ _7"></span>          <span class="_ _1"></span>  <span class="_ _7"></span><span class="ff1">A<span class="_ _0"></span>rt. <span class="_ _14"> </span>3º <span class="_ _14"> </span><span class="ff2">O <span class="_ _14"> </span>proce<span class="_ _1"></span>sso <span class="_ _14"> </span>&quot;Inciden<span class="_ _1"></span>te <span class="_ _14"> </span>de <span class="_ _14"> </span>Uniformização <span class="_ _14"> </span>de</span></span></div><div class="t m0 x1 h3 y21 ff2 fs0 fc0 sc0 ls0 ws0">Jurisprudência<span class="_ _1"></span> <span class="_ _c"></span>- <span class="_ _c"></span>IUJ&quot; <span class="_ _c"></span>seguirá <span class="_ _1"></span>o<span class="_ _1"></span> <span class="_ _c"></span>fluxo <span class="_ _c"></span>e <span class="_ _1"></span>o <span class="_ _c"></span>Proced<span class="_ _1"></span>imento <span class="_ _c"></span>Operacio<span class="_ _1"></span>nal <span class="_ _c"></span>Padrão <span class="_ _c"></span>– <span class="_ _c"></span>POP,</div><div class="t m0 x1 h3 y22 ff2 fs0 fc0 sc0 ls0 ws0">na <span class="_ _c"></span>forma <span class="_ _c"></span>dos <span class="_ _1"></span>A<span class="_ _1"></span>nexos <span class="_ _1"></span>I <span class="_ _c"></span>e <span class="_ _1"></span>II, <span class="_ _1"></span>ate<span class="_ _1"></span>ndend<span class="_ _1"></span>o <span class="_ _1"></span>às <span class="_ _1"></span>re<span class="_ _1"></span>comend<span class="_ _1"></span>ações <span class="_ _1"></span>d<span class="_ _1"></span>o <span class="_ _1"></span>Manua<span class="_ _1"></span>l <span class="_ _1"></span>de <span class="_ _1"></span>G<span class="_ _1"></span>estão <span class="_ _1"></span>d<span class="_ _1"></span>e</div><div class="t m0 x1 h3 y23 ff2 fs0 fc0 sc0 ls0 ws0">Processos d<span class="_ _1"></span>e Traba<span class="_ _1"></span>lho do T<span class="_ _1"></span>RT da <span class="_ _1"></span>13ª Região.</div><div class="t m0 x1 h2 y24 ff2 fs0 fc0 sc0 ls0 ws0">          <span class="_ _1"></span>  <span class="_ _7"></span>          <span class="_ _1"></span>  <span class="_ _7"></span>          <span class="_ _1"></span>  <span class="_ _7"></span><span class="ff1">A<span class="_ _0"></span>rt. <span class="_ _16"> </span>4º<span class="ff2"> <span class="_ _16"> </span>O <span class="_ _16"> </span>f<span class="_ _1"></span>luxo <span class="_ _a"> </span>e <span class="_ _16"> </span>o <span class="_ _16"> </span>Procedime<span class="_ _1"></span>nto <span class="_ _16"> </span>Operaciona<span class="_ _1"></span>l <span class="_ _a"> </span>Pad<span class="_ _1"></span>rão <span class="_ _a"> </span>–<span class="_ _1"></span> <span class="_ _a"> </span>POP<span class="_ _1"></span>,</span></span></div><div class="t m0 x1 h3 y25 ff2 fs0 fc0 sc0 ls0 ws0">além <span class="_ _a"> </span>das <span class="_ _a"> </span>de<span class="_ _1"></span>mais <span class="_ _a"> </span>info<span class="_ _1"></span>rmações <span class="_ _a"> </span>do <span class="_ _a"> </span>pro<span class="_ _1"></span>cesso, <span class="_ _a"> </span>estarão<span class="_ _1"></span> <span class="_ _b"></span>d<span class="_ _1"></span>isponíveis <span class="_ _b"></span>n<span class="_ _1"></span>o <span class="_ _b"></span>Po<span class="_ _1"></span>rtal <span class="_ _b"></span>da<span class="_ _1"></span> <span class="_ _b"></span>AGE</div><div class="t m0 x1 h3 y26 ff2 fs0 fc0 sc0 ls0 ws0">na página <span class="_ _1"></span>do Tribu<span class="_ _1"></span>nal Regional do<span class="_ _1"></span> Trabalh<span class="_ _1"></span>o 13ª Região.</div><div class="t m0 x1 h2 y27 ff2 fs0 fc0 sc0 ls0 ws0">          <span class="_ _1"></span>  <span class="_ _7"></span>          <span class="_ _1"></span>  <span class="_ _7"></span>          <span class="_ _1"></span>  <span class="_ _7"></span><span class="ff1">A<span class="_ _0"></span>rt. 5º<span class="ff2"> Este<span class="_ _1"></span> Ato en<span class="_ _1"></span>tra em vigor na da<span class="_ _1"></span>ta de su<span class="_ _1"></span>a publicaçã<span class="_ _1"></span>o. </span></span></div><div class="t m0 x1 h3 y28 ff2 fs0 fc0 sc0 ls0 ws0">          <span class="_ _1"></span>  <span class="_ _7"></span>          <span class="_ _1"></span>  <span class="_ _7"></span>          <span class="_ _1"></span>  <span class="_ _7"></span>Dê-se ciência.</div><div class="t m0 x1 h3 y29 ff2 fs0 fc0 sc0 ls0 ws0">          <span class="_ _1"></span>  <span class="_ _7"></span>          <span class="_ _1"></span>  <span class="_ _7"></span>          <span class="_ _1"></span>  <span class="_ _7"></span>Publique-se no<span class="_ _1"></span> DA_e.</div><div class="t m0 x4 h2 y2a ff1 fs0 fc0 sc0 ls0 ws0">UBIRA<span class="_ _0"></span>TA<span class="_ _0"></span>N MOREIRA<span class="_ _0"></span> DELGA<span class="_ _0"></span>DO</div><div class="t m0 x4 h3 y2b ff2 fs0 fc0 sc0 ls0 ws0">     Desem<span class="_ _1"></span>bargador Presid<span class="_ _1"></span>ente</div><div class="c x5 y2c w2 h5"><div class="t m1 x6 h6 y2d ff3 fs1 fc1 sc0 ls0 ws0">Assinado de forma digital por </div><div class="t m1 x6 h6 y2e ff3 fs1 fc1 sc0 ls0 ws0">UBIRATAN MOREIRA </div><div class="t m1 x6 h6 y2f ff3 fs1 fc1 sc0 ls0 ws0">DELGADO:103003500 </div><div class="t m1 x6 h6 y30 ff3 fs1 fc1 sc0 ls0 ws0">Localização: TRT 13ª  - Gabinete </div><div class="t m1 x6 h6 y31 ff3 fs1 fc1 sc0 ls0 ws0">da Presidência </div><div class="t m1 x6 h6 y32 ff3 fs1 fc1 sc0 ls0 ws0">Dados: 2016.12.27 10:40:15 </div><div class="t m1 x6 h6 y33 ff3 fs1 fc1 sc0 ls0 ws0">-03&apos;00&apos;</div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
</div>
<div class="loading-indicator">
<img alt="" src="data:image/png;base64,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"/>
</div>
</body>
</html>
Ações do documento
Planejamento Estratégico 2021/2026

Capa do Caderno PEI 2021/2026

Capa book planejamento

« Julho 2024 »
Julho
DoSeTeQuQuSeSa
123456
78910111213
14151617181920
21222324252627
28293031