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ATO TRT GP Nº 301/2018 (html)
Institui a ferramenta de gestão "Cadeia de Valor" no âmbito do TRT 13ª Região
Ato 301.2018.cadeia.valor.html
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/*
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;
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</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">A<span class="_ _0"></span>TO TRT<span class="_ _0"></span> GP Nº 301/2018</div><div class="t m0 x1 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span><span class="ff2">João Pessoa, 30 de agosto <span class="_ _1"></span>de 2018.</span></div><div class="t m0 x1 h2 y3 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _3"> </span> <span class="_ _1"></span> <span class="_ _4"></span> <span class="_ _1"></span> <span class="_ _3"> </span> <span class="ff2"> I<span class="_ _1"></span>nstitui a f<span class="_ _1"></span>erramenta <span class="_ _1"></span> de gest<span class="_ _1"></span>ão “Cadeia de Valor” no</span></div><div class="t m0 x1 h3 y4 ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _1"></span> âmbito do T<span class="_ _1"></span>ribunal Regional do Trabalho da 13ª Região.</div><div class="t m0 x1 h2 y5 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span>O <span class="_ _5"> </span>DESEMBA<span class="_ _0"></span>RGA<span class="_ _0"></span>DOR <span class="_ _5"> </span>V<span class="_ _0"></span>ICE-PRESIDENTE<span class="_ _0"></span> <span class="_ _5"> </span>E <span class="_ _5"> </span>CORREGEDOR <span class="_ _5"> </span>N<span class="_ _0"></span>O</div><div class="t m0 x1 h2 y6 ff1 fs0 fc0 sc0 ls0 ws0">EXERCÍCIO <span class="_ _6"></span>DA<span class="_ _0"></span> <span class="_ _6"></span>PRESIDÊNCIA<span class="_ _0"></span> <span class="_ _6"></span>DO <span class="_ _6"></span>TRIBUN<span class="_ _0"></span>A<span class="_ _0"></span>L <span class="_ _6"></span>REGIO<span class="_ _1"></span>NA<span class="_ _0"></span>L <span class="_ _6"></span>DO <span class="_ _6"></span>TR<span class="_ _0"></span>A<span class="_ _0"></span>BA<span class="_ _0"></span>LHO <span class="_ _6"></span>DA<span class="_ _0"></span> <span class="_ _6"></span>DÉCIMA</div><div class="t m0 x1 h2 y7 ff1 fs0 fc0 sc0 ls0 ws0">TERC<span class="_ _0"></span>EIRA<span class="_ _0"></span> REGIÃO, <span class="ff2">no uso de suas atribuições legais e regiment<span class="_ _1"></span>ais;</span></div><div class="t m0 x1 h2 y8 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span>CONSIDERA<span class="_ _0"></span>NDO <span class="_ _7"> </span><span class="ff2">que <span class="_ _8"> </span>o <span class="_ _7"> </span>Planejamento <span class="_ _8"> </span>Estratég<span class="_ _1"></span>ico <span class="_ _7"> </span>2015-2020 <span class="_ _7"> </span>do <span class="_ _7"> </span>T<span class="_ _1"></span>ribunal</span></div><div class="t m0 x1 h3 y9 ff2 fs0 fc0 sc0 ls0 ws0">Regional <span class="_ _9"></span>do <span class="_ _9"> </span>Trabalho <span class="_ _9"> </span>13ª <span class="_ _a"> </span>Região <span class="_ _9"> </span>estabelece, <span class="_ _9"> </span>como <span class="_ _a"> </span>objetivo <span class="_ _9"></span>estratégico <span class="_ _9"> </span>“Promover <span class="_ _9"> </span>ações</div><div class="t m0 x1 h3 ya ff2 fs0 fc0 sc0 ls0 ws0">voltadas <span class="_ _b"> </span>à <span class="_ _b"> </span>g<span class="_ _1"></span>overnança <span class="_ _b"> </span>e <span class="_ _b"> </span>ao <span class="_ _c"> </span>combate <span class="_ _b"> </span>à <span class="_ _c"> </span>corrupção <span class="_ _c"> </span>e <span class="_ _b"> </span>à <span class="_ _b"> </span>improbidade <span class="_ _b"> </span>administrativa”,</div><div class="t m0 x1 h3 yb ff2 fs0 fc0 sc0 ls0 ws0">indicando <span class="_ _d"> </span>o <span class="_ _d"> </span>aprimoram<span class="_ _1"></span>ento <span class="_ _d"> </span>da <span class="_ _e"> </span>governança <span class="_ _d"> </span>institucional <span class="_ _d"> </span>como <span class="_ _d"> </span>um <span class="_ _d"> </span>de <span class="_ _e"> </span>seus pr<span class="_ _1"></span>ogramas</div><div class="t m0 x1 h3 yc ff2 fs0 fc0 sc0 ls0 ws0">estratégicos;</div><div class="t m0 x1 h2 yd ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span>CONSIDERA<span class="_ _0"></span>NDO <span class="_ _6"></span><span class="ff2">que <span class="_ _6"></span>o <span class="_ _6"></span>T<span class="_ _1"></span>ribunal <span class="_ _6"></span>de <span class="_ _6"></span>Contas <span class="_ _6"></span>da <span class="_ _1"></span>União <span class="_ _6"></span>determina <span class="_ _6"></span>a <span class="_ _6"></span>inclusão,</span></div><div class="t m0 x1 h3 ye ff2 fs0 fc0 sc0 ls0 ws0">nos <span class="_ _9"></span>Rel<span class="_ _0"></span>atórios <span class="_ _9"></span>de <span class="_ _9"></span>Gestão, <span class="_ _9"></span>da <span class="_ _6"></span>identif<span class="_ _1"></span>icação <span class="_ _9"></span>dos <span class="_ _6"></span>pr<span class="_ _1"></span>incipais <span class="_ _6"></span>macropr<span class="_ _1"></span>ocessos <span class="_ _f"></span>finalísticos <span class="_ _6"></span>com</div><div class="t m0 x1 h3 yf ff2 fs0 fc0 sc0 ls0 ws0">seus <span class="_ _f"></span>pr<span class="_ _1"></span>odutos, <span class="_ _9"></span>serviços <span class="_ _f"></span>e <span class="_ _9"> </span>clientes <span class="_ _9"></span>e <span class="_ _9"></span>dos <span class="_ _f"></span>pr<span class="_ _1"></span>incipais <span class="_ _f"></span>macroprocessos <span class="_ _9"></span>de <span class="_ _f"></span>apoio <span class="_ _f"></span>ao <span class="_ _9"></span>exercí<span class="_ _0"></span>cio</div><div class="t m0 x1 h3 y10 ff2 fs0 fc0 sc0 ls0 ws0">das competências e f<span class="_ _1"></span>inalidades da unida<span class="_ _0"></span>de jur<span class="_ _1"></span>isdicionada;</div><div class="t m0 x1 h2 y11 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span>CONSIDERA<span class="_ _0"></span>NDO <span class="_ _7"> </span><span class="ff2">a <span class="_ _10"> </span>necessidade <span class="_ _8"> </span>da <span class="_ _8"> </span>elaboração <span class="_ _8"> </span>da <span class="_ _10"> </span>“Cadeia <span class="_ _8"> </span>de <span class="_ _8"> </span>Valor” <span class="_ _8"> </span>do</span></div><div class="t m0 x1 h3 y12 ff2 fs0 fc0 sc0 ls0 ws0">Tribunal, <span class="_ _b"> </span>de <span class="_ _e"> </span>f<span class="_ _1"></span>orma <span class="_ _b"> </span>a <span class="_ _e"> </span>identificar <span class="_ _b"> </span>as <span class="_ _e"> </span>principais <span class="_ _11"> </span>demandas <span class="_ _11"> </span>finalísticas, <span class="_ _e"> </span>seus <span class="_ _11"> </span>respectivos</div><div class="t m0 x1 h3 y13 ff2 fs0 fc0 sc0 ls0 ws0">processamentos e os produtos <span class="_ _1"></span>disponibil<span class="_ _0"></span>izados para os clientes; e</div><div class="t m0 x1 h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span>CONSIDERA<span class="_ _0"></span>NDO <span class="_ _7"> </span><span class="ff2">a <span class="_ _10"> </span>Decisão <span class="_ _8"> </span>Normativa <span class="_ _8"> </span>(DN) <span class="_ _8"> </span>nº <span class="_ _8"> </span>161/2017 <span class="_ _8"> </span>do <span class="_ _8"> </span>T<span class="_ _1"></span>ribunal <span class="_ _8"> </span>de</span></div><div class="t m0 x1 h3 y15 ff2 fs0 fc0 sc0 ls0 ws0">Contas <span class="_ _11"> </span>da <span class="_ _e"> </span>União, <span class="_ _11"> </span>especificamente <span class="_ _11"> </span>quanto <span class="_ _e"> </span>à <span class="_ _11"> </span>definição <span class="_ _e"> </span>dos <span class="_ _11"> </span>principais <span class="_ _e"> </span>macroprocessos</div><div class="t m0 x1 h3 y16 ff2 fs0 fc0 sc0 ls0 ws0">finalísticos <span class="_ _12"> </span>com <span class="_ _12"> </span>seus <span class="_ _13"> </span>produtos, <span class="_ _12"> </span>ser<span class="_ _1"></span>viços <span class="_ _12"> </span>e <span class="_ _12"> </span>clientes/parceiros <span class="_ _12"> </span>e <span class="_ _13"> </span>dos <span class="_ _12"> </span>principais</div><div class="t m0 x1 h3 y17 ff2 fs0 fc0 sc0 ls0 ws0">macroprocessos <span class="_ _14"> </span>de <span class="_ _c"> </span>apoio <span class="_ _14"> </span>ao <span class="_ _c"> </span>exercício <span class="_ _c"> </span>das <span class="_ _14"> </span>competências <span class="_ _c"> </span>e <span class="_ _14"> </span>finalidades <span class="_ _c"> </span>da <span class="_ _c"> </span>unidade</div><div class="t m0 x1 h3 y18 ff2 fs0 fc0 sc0 ls0 ws0">jurisdicionada;</div><div class="t m0 x1 h2 y19 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span>CONSIDERA<span class="_ _0"></span>NDO <span class="_ _7"> </span><span class="ff2">o <span class="_ _7"> </span>conteúdo <span class="_ _7"> </span>do <span class="_ _8"> </span>acórdão <span class="_ _7"> </span>pertinente <span class="_ _7"> </span>ao <span class="_ _7"> </span>Processo <span class="_ _7"> </span>CSJT <span class="_ _8"> </span>-</span></div><div class="t m0 x1 h3 y1a ff2 fs0 fc0 sc0 ls0 ws0">15152-73.2017.5.90.0000, <span class="_ _f"></span>relativo <span class="_ _6"></span>à <span class="_ _6"></span>auditoria <span class="_ _f"></span>realizada <span class="_ _6"></span>neste <span class="_ _6"></span>T<span class="_ _1"></span>ribunal, <span class="_ _6"></span>no <span class="_ _f"></span>período <span class="_ _6"></span>de <span class="_ _6"></span>16 <span class="_ _6"></span>a</div><div class="t m0 x1 h3 y1b ff2 fs0 fc0 sc0 ls0 ws0">20/10/2017, na <span class="_ _1"></span>área <span class="_ _1"></span>de g<span class="_ _1"></span>estão administrativa, <span class="_ _1"></span>em cumpr<span class="_ _1"></span>imento ao <span class="_ _1"></span>Plano Anual de Auditoria</div><div class="t m0 x1 h3 y1c ff2 fs0 fc0 sc0 ls0 ws0">do CSJT para o exercício de 2017;</div><div class="t m0 x1 h2 y1d ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span>R E S O L V E:</div><div class="t m0 x1 h2 y1e ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span>A<span class="_ _0"></span>rt. 1º <span class="_ _10"> </span><span class="ff2">Instituir, na <span class="_ _8"> </span>f<span class="_ _1"></span>orma do<span class="_ _0"></span> ane<span class="_ _0"></span>xo, <span class="_ _10"> </span>a <span class="_ _10"> </span>f<span class="_ _1"></span>erramenta <span class="_ _10"> </span>de <span class="_ _10"> </span>gest<span class="_ _1"></span>ão <span class="_ _10"> </span>“Cadeia <span class="_ _10"> </span>de</span></div><div class="t m0 x1 h3 y1f ff2 fs0 fc0 sc0 ls0 ws0">Valor" <span class="_ _9"> </span>do <span class="_ _a"> </span>Tr<span class="_ _1"></span>ibunal <span class="_ _9"> </span>Regional <span class="_ _9"> </span>do <span class="_ _a"> </span>Tr<span class="_ _1"></span>abalho <span class="_ _9"></span>13ª <span class="_ _9"></span>Região, <span class="_ _9"> </span>alinhada <span class="_ _9"> </span>à <span class="_ _9"> </span>Estrat<span class="_ _1"></span>égia <span class="_ _9"> </span>Institucional <span class="_ _9"> </span>e</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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class="t m0 x1 h3 y21 ff2 fs0 fc0 sc0 ls0 ws0">disponibil<span class="_ _0"></span>izada para consulta na página da Intr<span class="_ _1"></span>anet e na Inter<span class="_ _1"></span>net.</div><div class="t m0 x1 h2 y22 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span>A<span class="_ _0"></span>rt. <span class="_ _7"> </span>2º<span class="ff2"> <span class="_ _8"> </span>A <span class="_ _7"> </span>“Cadeia <span class="_ _7"> </span>de <span class="_ _7"> </span>Valor” <span class="_ _7"> </span>deverá <span class="_ _7"> </span>ser <span class="_ _7"> </span>atualiz<span class="_ _0"></span>ada <span class="_ _7"> </span>em <span class="_ _7"> </span>função <span class="_ _7"> </span>de <span class="_ _7"> </span>eventual</span></div><div class="t m0 x1 h3 y23 ff2 fs0 fc0 sc0 ls0 ws0">mudança na estratég<span class="_ _1"></span>ia institucional.</div><div class="t m0 x1 h2 y24 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span>A<span class="_ _0"></span>rt. 3º <span class="_ _1"></span><span class="ff2">Este Ato entra em<span class="_ _1"></span> vigor na data de sua publicação.</span></div><div class="t m0 x1 h3 y25 ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span>Publique-se.</div><div class="t m0 x1 h2 y26 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _1"></span> </div><div class="t m0 x1 h2 y27 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span>WOLNEY DE MA<span class="_ _0"></span>CEDO CORDEIRO</div><div class="t m0 x1 h2 y28 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span> <span class="ff2"> Desembarg<span class="_ _1"></span>ador Vice-Presidente e Corregedor</span></div><div class="t m0 x1 h3 y29 ff2 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span> <span class="_ _1"></span> <span class="_ _1"></span> <span class="_ _2"></span> no exercício da Presidênci<span class="_ _0"></span>a</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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