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<a href="/default.aspx">rj.gov</a>
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" alt="" width="300" height="225" />]]>
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| <![CDATA[<div style="text-align: justify;"> ; ; ; ; O Governo do Estado do Rio<span id="OBJ_PREFIX_DWT87_com_zimbra_date" class="Object" role="link"> ;de Janeiro</span>, através da Controladoria Geral do Estado do Rio<span id="OBJ_PREFIX_DWT88_com_zimbra_date" class="Object" role="link"> ;de Janeiro</span> ;(CGE RJ), é responsável pela entrega de diversos programas e projetos à Sociedade. ;</div>]]>
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| 255
| <![CDATA[<div style="text-align: justify;"> ;</div>]]>
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| 256
| <![CDATA[<div style="text-align: justify;"> ;</div>]]>
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| 257
| <![CDATA[<div style="text-align: justify;"> ; ; <strong><span style="color: #2e39ad;">AÇÕES ; ; ; ;</span></strong></div>]]>
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| 257
| <![CDATA[<span style="color: #2e39ad;">AÇÕES ; ; ; ;</span>]]>
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| 258
| <![CDATA[<div style="text-align: justify;"> ;</div>]]>
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| <![CDATA[<div style="text-align: justify;">
<p> ; ; ; ; Uma das principais ações do poder público para comunicação com a sociedade é a <strong><span style="color: #2e39ad;">Carta de Serviços</span></strong>. Ela foi instituída e regulamentada por intermédio da Lei Federal 13.460/2017, Lei Estadual 6.052/2011 e Decreto nº 46.836/2019, e objetiva incentivar o controle social, informar os serviços prestados pelo órgão ou entidade, as formas de acesso, a obtenção desses serviços e os respectivos compromissos de atendimento com o público.</p>
<p> ;</p>
<p> ; ; ; ; ; A OGE exerce orientação para que os órgãos e entidades elaborem suas Cartas de Serviços, em cumprimento ao art. 7º da Lei Federal 13.460/2017, arts. 13 e 14 da Lei Estadual nº 6.052/2011 e Decreto nº 46.836/2019. No mês de Junho do ano de 2020 ocorreu a atualização e a divulgação da Carta de Serviços da CGE.</p>
<p> ;</p>
<p> ; ; ; ; ; Para acessar a Carta de Serviços da CGE RJ, <strong><span style="color: #1b00ff;"><a style="color: #1b00ff;" href="http://www.cge.rj.gov.br/wp-content/uploads/2020/06/Carta-de-Servi%C3%A7os-v1.pdf">clique aqui</a></span></strong> .</p>
<p> ;</p>
<p> ;</p>
<p><strong><span style="color: #2e39ad;">PROGRAMAS</span></strong></p>
<p> ;</p>
<p> ; ; ; ; ;O <strong><span style="color: #2e39ad;">Plano Plurianual – PPA</span></strong> é o principal instrumento de planejamento de médio prazo da Administração Pública, abrangendo de forma integrada as diretrizes, objetivos e metas do Governo. O PPA estabelece as ações, programas e projetos programados para os quatros anos de Governo.</p>
<p> ;</p>
<p> ; ; ; ; ;</p>
</div>]]>
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| 260
| <![CDATA[<span style="color: #2e39ad;">Carta de Serviços</span>]]>
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| 264
| <![CDATA[<span style="color: #1b00ff;"><a style="color: #1b00ff;" href="http://www.cge.rj.gov.br/wp-content/uploads/2020/06/Carta-de-Servi%C3%A7os-v1.pdf">clique aqui</a></span>]]>
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| 264
| <![CDATA[<a style="color: #1b00ff;" href="http://www.cge.rj.gov.br/wp-content/uploads/2020/06/Carta-de-Servi%C3%A7os-v1.pdf">clique aqui</a>]]>
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| 267
| <![CDATA[<span style="color: #2e39ad;">PROGRAMAS</span>]]>
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| 269
| <![CDATA[<span style="color: #2e39ad;">Plano Plurianual – PPA</span>]]>
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| 273
| <![CDATA[<div style="text-align: justify;"> ; ; ;</div>]]>
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| 314
| <![CDATA[<div style="margin-top: 30px; text-align: center;"><a href="http://www.proderj.rj.gov.br/" target="_blank"><img src="imagens/tecnologia_proderj_negativo.png" alt="tecnologia PRODERJ" height="" width=""></a></div>]]>
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| 326
| <![CDATA[<a id="back2Top" title="Voltar ao topo" href="#" style="display: inline;">➤</a>]]>
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| 30
| <![CDATA[<style>
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| <![CDATA[<button onclick="myFunction()" class="acessibilidade-dropbtn">Acessibilidade</button>]]>
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| 214
| <![CDATA[<button onclick="__doPostBack('CrtBusca$Button1','')" id="CrtBusca_Button1" class="icon"><i class="fa fa-search"></i></button>]]>
|
| 102
| <![CDATA[<script>
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}
}
}
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|
| 328
| <![CDATA[<script>
$('.menu-mob').click(function (e) {
e.preventDefault();
$('.dropdown-menu').fadeIn();
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$('.menu-mob-close').click(function (e) {
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$('.dropdown-menu').fadeOut();
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|
| 341
| <![CDATA[<script>
$('.btn-saiba-mais').click(function () {
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$('.close-secretario').click(function () {
$('.box-acesso-informacao').fadeToggle(1);
$('.box-acesso').fadeToggle();
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|
| 353
| <![CDATA[<script>
// SLIDER PRINCIPAL
var swiper = new Swiper('.s1', {
direction: 'horizontal',
pagination: {
el: '.swiper-pagination',
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// ESTRUTURA
var swiper = new Swiper('.s2', {
slidesPerView: 3,
spaceBetween: 10,
slidesPerGroup: 1,
loop: true,
loopFillGroupWithBlank: true,
pagination: {
el: '.swiper-pagination .s2',
clickable: true,
},
navigation: {
nextEl: '.swiper-button-next',
prevEl: '.swiper-button-prev',
},
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// VAMOS VIRAR O JOGO
var swiper = new Swiper('.s3', {
direction: 'horizontal',
pagination: {
el: '.swiper-pagination',
clickable: true,
},
autoplay: {
delay: 3000,
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var swiper = new Swiper('.s4', {
slidesPerView: 3,
spaceBetween: 10,
slidesPerGroup: 1,
loop: true,
loopFillGroupWithBlank: true,
pagination: {
el: '.swiper-pagination .s4',
clickable: true,
},
navigation: {
nextEl: '.swiper-button-next-s4',
prevEl: '.swiper-button-prev-s4',
},
});
</script>]]>
|
| 414
| <![CDATA[<script type="text/javascript">
/*Scroll to top when arrow up clicked BEGIN*/
$(window).scroll(function () {
var height = $(window).scrollTop();
if (height > 100) {
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$(document).ready(function () {
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event.preventDefault();
$("html, body").animate({ scrollTop: 0 }, "slow");
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$(window).scroll(function () {
var height = $(window).scrollTop();
if (height > 100) {
$('#voltaTopo').fadeIn();
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$(document).ready(function () {
$("#voltaTopo").click(function (event) {
event.preventDefault();
$("html, body").animate({ scrollTop: 0 }, "slow");
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$("section").css('font-size', size + 'em');
$(".desc-title-slider span").css('font-size', sizePainel + 'em');
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$(".menu, body, .footer").stop().toggleClass("bgContrast");
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if (typeof ($.datepicker) != "undefined") {
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var fonte = elemento.css('font-size');
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elemento.css("fontSize", parseInt(fonte) + 1);
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