Página Inicial
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reuniaoinicial.2019.html
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<!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
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/*!
* Fancy styles for pdf2htmlEX
* Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com>
* https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
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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>
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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">Formulário 02</div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">ASSESSORIA DE GEST<span class="_ _0"></span>Ã<span class="_ _1"></span>O<span class="_ _0"></span> ESTRATÉGICA – AGE</div><div class="t m0 x3 h2 y3 ff1 fs0 fc0 sc0 ls0 ws0">Seção de Processos<span class="_ _0"></span> </div><div class="t m0 x4 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0">PROCESSO ______<span class="_ _0"></span>_____________________</div><div class="t m0 x5 h2 y5 ff1 fs0 fc0 sc0 ls0 ws0">At<span class="_ _1"></span>a<span class="_ _0"></span> da Reunião <span class="_ _0"></span>Nº </div><div class="t m0 x6 h2 y6 ff1 fs0 fc0 sc0 ls0 ws0"> Reunião inicial</div><div class="t m0 x7 h2 y7 ff1 fs0 fc0 sc0 ls0 ws0">1.<span class="_ _2"> </span>Identificação da Re<span class="_ _0"></span>união</div><div class="t m0 x8 h2 y8 ff1 fs0 fc0 sc0 ls0 ws0">Data</div><div class="t m0 x9 h2 y9 ff1 fs0 fc0 sc0 ls0 ws0">Horário<span class="_ _3"> </span>Local<span class="_ _4"> </span>Coordenador da<span class="_ _0"></span> reunião</div><div class="t m0 xa h3 ya ff2 fs0 fc0 sc0 ls0 ws0">xx/xx/xxxx<span class="_ _5"> </span>Início<span class="_ _6"> </span>Término</div><div class="t m0 x7 h2 yb ff1 fs0 fc0 sc0 ls0 ws0">2.<span class="_ _2"> </span>Objetivo da Re<span class="_ _0"></span>união</div><div class="t m0 xb h3 yc ff2 fs0 fc0 sc0 ls0 ws0">1.Definir o plano de traba<span class="_ _0"></span>lho a ser realizado, ou s<span class="_ _0"></span>eja, os processos a serem ma<span class="_ _0"></span>peados e </div><div class="t m0 xb h3 yd ff2 fs0 fc0 sc0 ls0 ws0">seus gestores</div><div class="t m0 xb h3 ye ff2 fs0 fc0 sc0 ls0 ws0">2. Nivelar os participant<span class="_ _0"></span>es com os conceitos da gestão<span class="_ _0"></span> de processos:</div><div class="t m0 xb h3 yf ff2 fs0 fc0 sc0 ls0 ws0">a) Gestão de processo e<span class="_ _0"></span> sua importância para a o<span class="_ _0"></span>rganização.</div><div class="t m0 xb h3 y10 ff2 fs0 fc0 sc0 ls0 ws0">b) Metodologia de gestão d<span class="_ _0"></span>e processos.</div><div class="t m0 x7 h2 y11 ff1 fs0 fc0 sc0 ls0 ws0">3.<span class="_ _2"> </span>Participantes</div><div class="t m0 xc h2 y12 ff1 fs0 fc0 sc0 ls0 ws0">Nome<span class="_ _7"> </span>Lotação<span class="_ _8"> </span>Ramal<span class="_ _9"> </span>E-mail</div><div class="t m0 x7 h2 y13 ff1 fs0 fc0 sc0 ls0 ws0">4.<span class="_ _2"> </span>Processo a ser <span class="_ _0"></span>trabalhado</div><div class="t m0 xd h3 y14 ff2 fs0 fc0 sc0 ls0 ws0">Nome do processo</div><div class="t m0 xd h3 y15 ff2 fs0 fc0 sc0 ls0 ws0">Escopo do processo</div><div class="t m0 xd h3 y16 ff2 fs0 fc0 sc0 ls0 ws0">Unidades envolvidas</div><div class="t m0 xd h3 y17 ff2 fs0 fc0 sc0 ls0 ws0">Unidade gestora do <span class="_ _0"></span>processo</div><div class="t m0 xd h3 y18 ff2 fs0 fc0 sc0 ls0 ws0">Equipe do processo</div><div class="t m0 xd h3 y19 ff2 fs0 fc0 sc0 ls0 ws0">Principais problem<span class="_ _0"></span>as encontrados no </div><div class="t m0 xd h3 y1a ff2 fs0 fc0 sc0 ls0 ws0">processo</div><div class="t m0 xd h3 y1b ff2 fs0 fc0 sc0 ls0 ws0">Benef<span class="_ _0"></span>í<span class="_ _1"></span>cios espe<span class="_ _0"></span>rados</div><div class="t m0 x7 h2 y1c ff1 fs0 fc0 sc0 ls0 ws0">5.<span class="_ _2"> </span>Observações</div><div class="t m0 x7 h2 y1d ff1 fs0 fc0 sc0 ls0 ws0">6.<span class="_ _2"> </span>Fechamento da <span class="_ _0"></span>reunião</div><div class="t m0 xe h2 y1e ff1 fs0 fc0 sc0 ls0 ws0">Data da reunião<span class="_ _a"> </span>Assinatura do rela<span class="_ _0"></span>tor</div><div class="t m0 xd h3 y1f ff2 fs0 fc0 sc0 ls0 ws0">Em, xx/xx/2019.<span class="_ _b"> </span>Luiza Lucia de Farias A<span class="_ _0"></span>ires Leal</div><div class="t m0 xf h3 y20 ff2 fs0 fc0 sc0 ls0 ws0">Chefe da Seção de P<span class="_ _0"></span>rocessos</div><div class="t m0 x10 h3 y21 ff2 fs0 fc0 sc0 ls0 ws0">Rodolpho de Almeida E<span class="_ _0"></span>loy</div><div class="t m0 x11 h3 y22 ff2 fs0 fc0 sc0 ls0 ws0">Relator</div><div class="t m0 x7 h3 y23 ff2 fs0 fc0 sc0 ls0 ws0">Visto (Assessor de <span class="_ _0"></span>Gestão Estratégica e particip<span class="_ _0"></span>antes da reunião)</div><div class="t m0 x7 h4 y24 ff3 fs0 fc0 sc0 ls0 ws0">form02.reuniaoinicial.2019.odt</div><div class="c x12 y25 w2 h5"><div class="t m1 x13 h6 y26 ff4 fs1 fc0 sc0 ls0 ws0">1</div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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