IRN > Recursos Humanos > Subdelegação de poderes no âmbito de Recursos Humanos

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Humanos</span></a><meta itemprop="position" content="2" /></span> ⁄ <span itemprop="itemListElement" itemscope itemtype="http://schema.org/ListItem"><a href="https://irn.justica.gov.pt/Recursos-Humanos/Subdelegacao-de-poderes-no-ambito-de-Recursos-Humanos" class="breadcrumb" itemprop="item"><span itemprop="name">Subdelegação de poderes no âmbito de Recursos Humanos</span></a><meta itemprop="position" content="3" /></span></span></span> </div> </div> <div class="container"> <div id="dnn_HeadPane" class="DNNEmptyPane"></div> <div id="dnn_ContentPane"><div class="DnnModule DnnModule-DNN_HTML DnnModule-35249"><a name="35249"></a></div><div class="DnnModule DnnModule-DNN_HTML DnnModule-19519"><a name="19519"></a> <div class="ContainerWrapper"> <div class="dnnClear"> <div id="dnn_ctr19519_ContentPane" class="ContainerPane"><div id="dnn_ctr19519_ModuleContent" class="DNNModuleContent ModDNNHTMLC"> <div id="dnn_ctr19519_HtmlModule_lblContent" class="Normal"> <h2><span style="font-size:larger;"><strong>Despacho</strong></span></h2> <p>Considerada, nos termos da al. b), do artigo 50.º do Código do Procedimento Administrativo, a extinção, por caducidade, da subdelegação de poderes, conferida pelo Despacho n.º 10922/2016, de 19 de agosto, publicitado no Diário da República, 2.ª série, n.º 173, de 8 de setembro, e resultante da cessação de funções, em 17.07.2018, do respetivo subdelegante, licenciado José Ascenso Nunes da Maia;</p> <p>Considerando, ainda, que a atual estrutura orgânica do Instituto dos Registos e do Notariado, I.P., recomenda, por imperativos de promoção de eficiência e eficácia na gestão dos serviços, e designadamente no domínio da administração de recursos humanos, a desconcentração de poderes, subdelego:</p> <p>1. - Ao abrigo do n.º 1, do artigo 46.º do Código do Procedimento Administrativo, e dos n.ºs 1 e 7. da Deliberação de 25.07.2018, do Conselho Diretivo do Instituto dos Registos e do Notariado, I.P., sem possibilidade de ulterior subdelegação e sem prejuízo dos poderes de avocação, anulação, revogação ou substituição, os poderes para a prática de atos respeitantes às matérias, do âmbito do Departamento de Recursos Humanos, que se passam a indicar:</p> <p>- Justificação de faltas/ ausências ao serviço;</p> <p>- Férias;</p> <p>- Proteção na parentalidade;</p> <p>- Estatuto de trabalhador estudante (apenas no que respeita a justificação de faltas).</p> <p>2. - A referida subdelegação é feita:</p> <p>2.1. - Nos conservadores, notários e adjuntos que se encontrem no exercício de funções de direção dos serviços de registo, e nos conservadores, notários e adjuntos que legalmente os substituam (por períodos superiores a 30 dias), constantes, todos, da listagem nominativa em anexo, e que exercerão os poderes subdelegados sobre os trabalhadores colocados sob a respetiva dependência hierárquica e/ou funcional (incluindo, no caso, de serviços com adjuntos ou mais do que um conservador ou notário, sobre estes últimos trabalhadores);</p> <p>2.2. - Nos conservadores, notários e adjuntos, constantes da mesma listagem nominativa, que se encontrem no exercício de funções de coordenação geral dos serviços do Instituto dos Registos e do Notariado, I.P. (IRN, I.P.), nas Lojas do Cidadão, e de coordenação dos espaços multifuncionais de registo, que igualmente exercerão os poderes subdelegados sobre os trabalhadores colocados sob a respetiva dependência hierárquica e/ou funcional.</p> <p>3. No exercício dos poderes ora subdelegados deve atender-se ao seguinte:</p> <p>3.1. - Justificação de faltas/ ausências ao serviço:</p> <p>3.1.1. - Necessidade de observância do regime estatuído no Código do Trabalho, aprovado em anexo à Lei n.º 7/2009, de 12 de fevereiro, com as especificidades previstas na Lei Geral de Trabalho em Funções Públicas (LTFP), aprovada em anexo à Lei n.º 35/2014, de 20 de junho;</p> <p>3.1.2. - Sendo que, em matéria de faltas motivadas por doença, e de faltas para assistência a membro do agregado familiar, se aplicará aos trabalhadores abrangidos pelo regime de proteção social convergente, o disposto, respetivamente, no artigo 15.º a 39.º da Lei n.º 35/2014, de 20 de junho, e no artigo 40.º da mesma lei.</p> <p>3.1.3. - Da presente subdelegação de poderes é excecionada a matéria respeitante a injustificação de faltas (cuja proposta fundamentada deve ser remetida ao Departamento de Recursos Humanos), a faltas por doença decorrente de deficiência, por acidente de trabalho e por doença profissional, para reabilitação profissional, e no âmbito da equiparação a bolseiro.</p> <p>3.2.- Férias:</p> <p>3.2.1. - Necessidade de observância do regime estatuído no Código do Trabalho, aprovado em anexo à Lei n.º 7/2009, de 12 de fevereiro, com as especificidades previstas na Lei Geral de Trabalho em Funções Públicas (LTFP), aprovada em anexo à Lei n.º 35/2014, de 20 de junho;</p> <p>3.2.2. - Abrangendo a presente subdelegação os poderes para aprovar o mapa anual de férias; autorizar o gozo de férias; autorizar eventuais alterações do gozo de férias, a pedido dos trabalhadores e autorizar a acumulação de férias;</p> <p>3.2.3. - Com reserva, para o ora subdelegante, dos poderes para alterar o período de férias já marcado, ou interromper as férias já iniciadas (vide artigo 243.º do Código do Trabalho), e para autorizar a renúncia parcial ao gozo de dias de férias (vide n.º 5, do artigo 238.º do Código do Trabalho).</p> <p>3.2.4. - Imperatividade de se salvaguardar aos trabalhadores que requeiram a reforma, ou aposentação, e que, neste último caso, passem à situação de desligados do serviço a aguardar aposentação, o gozo prévio da totalidade das férias a que tenham direito, que deverá, pois, e com a preferência que os casos concretos requeiram, ser acautelado em sede de planeamento e marcação de férias.</p> <p>3.3. - Proteção da parentalidade:</p> <p>3.3.1. - Necessidade de observância do disposto nos artigos 33.º a 65.º do Código do Trabalho, aplicável ex vi da al. d), do n.º 1, do artigo 4.º da LTFP, e do DL n.º 89/2009, de 9 de abril, ou do DL n.º 91/2009, de 9 de abril, estes últimos aplicáveis à regulamentação da proteção da parentalidade, respetivamente no âmbito da proteção social convergente e no âmbito do regime geral de segurança social;</p> <p>3.3.2. - Abrangendo a presente subdelegação os poderes para:</p> <p>- apreciar os pedidos apresentados, no domínio da proteção da parentalidade, tendo em consideração os requisitos exigidos, os prazos e a instrução dos processos;</p> <p>- providenciar pela completa instrução, nos termos legais, dos processos por parte dos interessados e dos serviços;</p> <p>- decidir pelo deferimento dos pedidos;</p> <p>- justificar as ausências ao serviço pelos motivos previstos no regime aplicável à proteção da parentalidade;</p> <p>- autorizar a atribuição dos subsídios previstos no mesmo regime;</p> <p>- providenciar pelo correto processamento dos subsídios a abonar aos trabalhadores, nos termos legalmente fixados</p> <p>3.3.3. - Imperatividade de serem mantidos, devidamente organizados, e em arquivo no respetivo serviço de registo, serviço do IRN, I.P. em Loja do Cidadão e espaço multifuncional de registo, os processos respeitantes aos benefícios em apreço, para consulta, se necessário, pelo Departamento de Recursos Humanos.</p> <p>3.4. – Estatuto de trabalhador estudante:</p> <p>3.4.1.- Necessidade de observância do disposto nos artigos 89.º a 96.º - A do Código do Trabalho, aplicável ex vi da al. f), do n.º 1, do artigo 4.º da LTFP;</p> <p>3.4.2. - Abrangendo a presente subdelegação unicamente o poder para justificar faltas no âmbito daquele estatuto.</p> <p>4. - Os poderes para a prática de atos respeitantes às matérias identificadas em 1., que visem os conservadores, notários e adjuntos indicados em 2., e os ajudantes que se encontrem em substituição legal, são exercidos pelo Departamento de Recursos Humanos.</p> <p>5. - O presente despacho produz efeitos à data da respetiva publicação, ficando por este meio expressamente ratificados, nos termos do n.º 3, do artigo 164.º do mesmo diploma, todos os atos até àquela data praticados, em conformidade com a lei, designadamente pelos trabalhadores em funções públicas referidos em 2., no âmbito dos poderes abrangidos por esta subdelegação.</p> <p>Lisboa, 03 de agosto de 2018</p> <p> </p> <p>A Presidente do Conselho Diretivo</p> <p>Filomena Sofia Gaspar Rosa.</p> </div> </div></div> </div> </div> </div></div> <div id="MidContent" class="row"> <div id="dnn_Div3" class="col-md-9 DNNEmptyPane"></div> <aside id="dnn_Div4" class="col-md-3 col-xs-12 DNNEmptyPane"></aside> </div> <div id="dnn_UserProfileContent"><div class="DnnModule DnnModule-DNN_HTML DnnModule-19533"><a name="19533"></a> <div class="ContainerWrapper"> <div class="dnnClear"> <div id="dnn_ctr19533_ContentPane" class="ContainerPane"><div id="dnn_ctr19533_ModuleContent" class="DNNModuleContent ModDNNHTMLC"> <div id="dnn_ctr19533_HtmlModule_lblContent" class="Normal"> <h3><strong><span style="font-size:larger;">Lista nominativa de conservadores</span></strong></h3> <p><span style="font-size:x-small;">(lista nominativa ordenada alfabeticamente)</span></p> </div> </div></div> </div> </div> </div><div class="DnnModule DnnModule-DNN_FAQs DnnModule-19522"><a name="19522"></a> <div class="ContainerWrapper"> <div class="dnnClear"> <div id="dnn_ctr19522_ContentPane" class="ContainerPane"><div id="dnn_ctr19522_ModuleContent" class="DNNModuleContent ModDNNFAQsC"> <div id="dnn_ctr19522_FAQs_UP"> <div class="dnnForm dnnFAQs dnnClear"> <div class="container-fluid"> <div class="row"> <div class="col-xs-12 col-md-12"> </div> </div> <div class="row"> <div class="col-xs-12 col-md-12"> </div> </div> <div class="row"> <div class="col-xs-12 col-md-12"> <span id="dnn_ctr19522_FAQs_lstFAQs" class="faqsList"><span> <div style="border-top: 1px solid #ecedef;"> <a href="javascript://" id="dnn_ctr19522_FAQs_lstFAQs_Q2_0" onClick="javascript: SetAnswerLabel('DNN_FAQ_19522_2230');"><div style="width: 100%;"> <div style="right: 9px; position: absolute !important; padding-bottom: 9px; padding-top: 9px;"> <img src="/Portals/33/../../images/action.gif" alt="abrir resposta" /> </div> <div style="cursor: pointer; display: block; font-size: 18px; padding-bottom: 9px; padding-top: 9px; position: relative; line-height: 1.58; padding-right: 24px;"> A </div></div></a> <div id="dnn_ctr19522_FAQs_lstFAQs_pnl_0" style="width:100%;"> <span id="DNN_FAQ_19522_2230"></span> </div> </div> </span><span> <div style="border-top: 1px solid #ecedef;"> <a href="javascript://" id="dnn_ctr19522_FAQs_lstFAQs_Q2_1" onClick="javascript: SetAnswerLabel('DNN_FAQ_19522_2231');"><div style="width: 100%;"> <div style="right: 9px; position: absolute !important; padding-bottom: 9px; padding-top: 9px;"> <img src="/Portals/33/../../images/action.gif" alt="abrir resposta" /> </div> <div style="cursor: pointer; display: block; font-size: 18px; padding-bottom: 9px; padding-top: 9px; position: relative; line-height: 1.58; padding-right: 24px;"> B </div></div></a> <div id="dnn_ctr19522_FAQs_lstFAQs_pnl_1" style="width:100%;"> <span id="DNN_FAQ_19522_2231"></span> </div> </div> </span><span> <div style="border-top: 1px solid #ecedef;"> <a href="javascript://" id="dnn_ctr19522_FAQs_lstFAQs_Q2_2" onClick="javascript: SetAnswerLabel('DNN_FAQ_19522_2232');"><div style="width: 100%;"> <div style="right: 9px; position: absolute !important; padding-bottom: 9px; padding-top: 9px;"> <img src="/Portals/33/../../images/action.gif" alt="abrir resposta" /> </div> <div style="cursor: pointer; display: block; font-size: 18px; padding-bottom: 9px; padding-top: 9px; position: relative; line-height: 1.58; padding-right: 24px;"> C </div></div></a> <div id="dnn_ctr19522_FAQs_lstFAQs_pnl_2" style="width:100%;"> <span id="DNN_FAQ_19522_2232"></span> </div> </div> </span><span> <div style="border-top: 1px solid #ecedef;"> <a href="javascript://" id="dnn_ctr19522_FAQs_lstFAQs_Q2_3" onClick="javascript: SetAnswerLabel('DNN_FAQ_19522_2233');"><div style="width: 100%;"> <div style="right: 9px; position: absolute !important; padding-bottom: 9px; padding-top: 9px;"> <img src="/Portals/33/../../images/action.gif" alt="abrir resposta" /> </div> <div style="cursor: pointer; display: block; font-size: 18px; padding-bottom: 9px; padding-top: 9px; position: relative; line-height: 1.58; padding-right: 24px;"> D </div></div></a> <div id="dnn_ctr19522_FAQs_lstFAQs_pnl_3" style="width:100%;"> <span id="DNN_FAQ_19522_2233"></span> </div> </div> </span><span> <div style="border-top: 1px solid #ecedef;"> <a href="javascript://" id="dnn_ctr19522_FAQs_lstFAQs_Q2_4" onClick="javascript: SetAnswerLabel('DNN_FAQ_19522_2234');"><div style="width: 100%;"> <div style="right: 9px; position: absolute !important; padding-bottom: 9px; padding-top: 9px;"> <img src="/Portals/33/../../images/action.gif" alt="abrir resposta" /> </div> <div style="cursor: pointer; display: block; font-size: 18px; padding-bottom: 9px; padding-top: 9px; position: relative; line-height: 1.58; padding-right: 24px;"> E </div></div></a> <div id="dnn_ctr19522_FAQs_lstFAQs_pnl_4" style="width:100%;"> <span id="DNN_FAQ_19522_2234"></span> </div> </div> </span><span> <div style="border-top: 1px solid #ecedef;"> <a href="javascript://" id="dnn_ctr19522_FAQs_lstFAQs_Q2_5" onClick="javascript: SetAnswerLabel('DNN_FAQ_19522_2235');"><div style="width: 100%;"> <div style="right: 9px; position: absolute !important; padding-bottom: 9px; padding-top: 9px;"> <img src="/Portals/33/../../images/action.gif" alt="abrir resposta" /> </div> <div style="cursor: pointer; display: block; font-size: 18px; padding-bottom: 9px; padding-top: 9px; position: relative; line-height: 1.58; padding-right: 24px;"> F </div></div></a> <div id="dnn_ctr19522_FAQs_lstFAQs_pnl_5" style="width:100%;"> <span id="DNN_FAQ_19522_2235"></span> </div> </div> </span><span> <div style="border-top: 1px solid #ecedef;"> <a href="javascript://" id="dnn_ctr19522_FAQs_lstFAQs_Q2_6" onClick="javascript: SetAnswerLabel('DNN_FAQ_19522_2236');"><div style="width: 100%;"> <div style="right: 9px; position: absolute !important; padding-bottom: 9px; padding-top: 9px;"> <img src="/Portals/33/../../images/action.gif" alt="abrir resposta" /> </div> <div style="cursor: pointer; display: block; font-size: 18px; padding-bottom: 9px; padding-top: 9px; position: relative; line-height: 1.58; padding-right: 24px;"> G </div></div></a> <div id="dnn_ctr19522_FAQs_lstFAQs_pnl_6" style="width:100%;"> <span id="DNN_FAQ_19522_2236"></span> </div> </div> </span><span> <div style="border-top: 1px solid #ecedef;"> <a href="javascript://" id="dnn_ctr19522_FAQs_lstFAQs_Q2_7" onClick="javascript: SetAnswerLabel('DNN_FAQ_19522_2237');"><div style="width: 100%;"> <div style="right: 9px; position: absolute !important; padding-bottom: 9px; padding-top: 9px;"> <img src="/Portals/33/../../images/action.gif" alt="abrir resposta" /> </div> <div style="cursor: pointer; display: block; font-size: 18px; padding-bottom: 9px; padding-top: 9px; position: relative; line-height: 1.58; padding-right: 24px;"> H </div></div></a> <div id="dnn_ctr19522_FAQs_lstFAQs_pnl_7" style="width:100%;"> <span id="DNN_FAQ_19522_2237"></span> </div> </div> </span><span> <div style="border-top: 1px solid #ecedef;"> <a href="javascript://" id="dnn_ctr19522_FAQs_lstFAQs_Q2_8" onClick="javascript: SetAnswerLabel('DNN_FAQ_19522_2238');"><div style="width: 100%;"> <div style="right: 9px; position: absolute !important; padding-bottom: 9px; padding-top: 9px;"> <img src="/Portals/33/../../images/action.gif" alt="abrir resposta" /> </div> <div style="cursor: pointer; display: block; font-size: 18px; padding-bottom: 9px; padding-top: 9px; position: relative; line-height: 1.58; padding-right: 24px;"> I </div></div></a> <div id="dnn_ctr19522_FAQs_lstFAQs_pnl_8" style="width:100%;"> <span id="DNN_FAQ_19522_2238"></span> </div> </div> </span><span> <div style="border-top: 1px solid #ecedef;"> <a href="javascript://" id="dnn_ctr19522_FAQs_lstFAQs_Q2_9" onClick="javascript: SetAnswerLabel('DNN_FAQ_19522_2239');"><div style="width: 100%;"> <div style="right: 9px; position: absolute !important; padding-bottom: 9px; padding-top: 9px;"> <img src="/Portals/33/../../images/action.gif" alt="abrir resposta" /> </div> <div style="cursor: pointer; display: block; font-size: 18px; padding-bottom: 9px; padding-top: 9px; position: relative; line-height: 1.58; padding-right: 24px;"> J </div></div></a> <div id="dnn_ctr19522_FAQs_lstFAQs_pnl_9" style="width:100%;"> <span id="DNN_FAQ_19522_2239"></span> </div> </div> </span><span> <div style="border-top: 1px solid #ecedef;"> <a href="javascript://" id="dnn_ctr19522_FAQs_lstFAQs_Q2_10" onClick="javascript: SetAnswerLabel('DNN_FAQ_19522_2240');"><div style="width: 100%;"> <div style="right: 9px; position: absolute !important; padding-bottom: 9px; padding-top: 9px;"> <img src="/Portals/33/../../images/action.gif" alt="abrir resposta" /> </div> <div style="cursor: pointer; display: block; font-size: 18px; padding-bottom: 9px; padding-top: 9px; position: relative; line-height: 1.58; padding-right: 24px;"> L </div></div></a> <div id="dnn_ctr19522_FAQs_lstFAQs_pnl_10" style="width:100%;"> <span id="DNN_FAQ_19522_2240"></span> </div> </div> </span><span> <div style="border-top: 1px solid #ecedef;"> <a href="javascript://" id="dnn_ctr19522_FAQs_lstFAQs_Q2_11" onClick="javascript: SetAnswerLabel('DNN_FAQ_19522_2241');"><div style="width: 100%;"> <div style="right: 9px; position: absolute !important; padding-bottom: 9px; padding-top: 9px;"> <img src="/Portals/33/../../images/action.gif" alt="abrir resposta" /> </div> <div style="cursor: pointer; display: block; font-size: 18px; padding-bottom: 9px; padding-top: 9px; position: relative; line-height: 1.58; padding-right: 24px;"> M </div></div></a> <div id="dnn_ctr19522_FAQs_lstFAQs_pnl_11" style="width:100%;"> <span id="DNN_FAQ_19522_2241"></span> </div> </div> </span><span> <div style="border-top: 1px solid #ecedef;"> <a href="javascript://" id="dnn_ctr19522_FAQs_lstFAQs_Q2_12" onClick="javascript: SetAnswerLabel('DNN_FAQ_19522_2242');"><div style="width: 100%;"> <div style="right: 9px; position: absolute !important; padding-bottom: 9px; padding-top: 9px;"> <img src="/Portals/33/../../images/action.gif" alt="abrir resposta" /> </div> <div style="cursor: pointer; display: block; font-size: 18px; padding-bottom: 9px; padding-top: 9px; position: relative; line-height: 1.58; padding-right: 24px;"> N </div></div></a> <div id="dnn_ctr19522_FAQs_lstFAQs_pnl_12" style="width:100%;"> <span id="DNN_FAQ_19522_2242"></span> </div> </div> </span><span> <div style="border-top: 1px solid #ecedef;"> <a href="javascript://" id="dnn_ctr19522_FAQs_lstFAQs_Q2_13" onClick="javascript: SetAnswerLabel('DNN_FAQ_19522_2243');"><div style="width: 100%;"> <div style="right: 9px; position: absolute !important; padding-bottom: 9px; padding-top: 9px;"> <img src="/Portals/33/../../images/action.gif" alt="abrir resposta" /> </div> <div style="cursor: pointer; display: block; font-size: 18px; padding-bottom: 9px; padding-top: 9px; position: relative; line-height: 1.58; padding-right: 24px;"> O </div></div></a> <div id="dnn_ctr19522_FAQs_lstFAQs_pnl_13" style="width:100%;"> <span id="DNN_FAQ_19522_2243"></span> </div> </div> </span><span> <div style="border-top: 1px solid #ecedef;"> <a href="javascript://" id="dnn_ctr19522_FAQs_lstFAQs_Q2_14" onClick="javascript: SetAnswerLabel('DNN_FAQ_19522_2244');"><div style="width: 100%;"> <div style="right: 9px; position: absolute !important; padding-bottom: 9px; padding-top: 9px;"> <img src="/Portals/33/../../images/action.gif" alt="abrir resposta" /> </div> <div style="cursor: pointer; display: block; font-size: 18px; padding-bottom: 9px; padding-top: 9px; position: relative; line-height: 1.58; padding-right: 24px;"> P </div></div></a> <div id="dnn_ctr19522_FAQs_lstFAQs_pnl_14" style="width:100%;"> <span id="DNN_FAQ_19522_2244"></span> </div> </div> </span><span> <div style="border-top: 1px solid #ecedef;"> <a href="javascript://" id="dnn_ctr19522_FAQs_lstFAQs_Q2_15" onClick="javascript: SetAnswerLabel('DNN_FAQ_19522_2245');"><div style="width: 100%;"> <div style="right: 9px; position: absolute !important; padding-bottom: 9px; padding-top: 9px;"> <img src="/Portals/33/../../images/action.gif" alt="abrir resposta" /> </div> <div style="cursor: pointer; display: block; font-size: 18px; padding-bottom: 9px; padding-top: 9px; position: relative; line-height: 1.58; padding-right: 24px;"> R </div></div></a> <div id="dnn_ctr19522_FAQs_lstFAQs_pnl_15" style="width:100%;"> <span id="DNN_FAQ_19522_2245"></span> </div> </div> </span><span> <div style="border-top: 1px solid #ecedef;"> <a href="javascript://" id="dnn_ctr19522_FAQs_lstFAQs_Q2_16" onClick="javascript: SetAnswerLabel('DNN_FAQ_19522_2246');"><div style="width: 100%;"> <div style="right: 9px; position: absolute !important; padding-bottom: 9px; padding-top: 9px;"> <img src="/Portals/33/../../images/action.gif" alt="abrir resposta" /> </div> <div style="cursor: pointer; display: block; font-size: 18px; padding-bottom: 9px; padding-top: 9px; position: relative; line-height: 1.58; padding-right: 24px;"> S </div></div></a> <div id="dnn_ctr19522_FAQs_lstFAQs_pnl_16" style="width:100%;"> <span id="DNN_FAQ_19522_2246"></span> </div> </div> </span><span> <div style="border-top: 1px solid #ecedef;"> <a href="javascript://" id="dnn_ctr19522_FAQs_lstFAQs_Q2_17" onClick="javascript: SetAnswerLabel('DNN_FAQ_19522_2247');"><div style="width: 100%;"> <div style="right: 9px; position: absolute !important; padding-bottom: 9px; padding-top: 9px;"> <img src="/Portals/33/../../images/action.gif" alt="abrir resposta" /> </div> <div style="cursor: pointer; display: block; font-size: 18px; padding-bottom: 9px; padding-top: 9px; position: relative; line-height: 1.58; padding-right: 24px;"> T </div></div></a> <div id="dnn_ctr19522_FAQs_lstFAQs_pnl_17" style="width:100%;"> <span id="DNN_FAQ_19522_2247"></span> </div> </div> </span><span> <div style="border-top: 1px solid #ecedef;"> <a href="javascript://" id="dnn_ctr19522_FAQs_lstFAQs_Q2_18" onClick="javascript: SetAnswerLabel('DNN_FAQ_19522_2248');"><div style="width: 100%;"> <div style="right: 9px; position: absolute !important; padding-bottom: 9px; padding-top: 9px;"> <img src="/Portals/33/../../images/action.gif" alt="abrir resposta" /> </div> <div style="cursor: pointer; display: block; font-size: 18px; padding-bottom: 9px; padding-top: 9px; position: relative; line-height: 1.58; padding-right: 24px;"> V </div></div></a> <div id="dnn_ctr19522_FAQs_lstFAQs_pnl_18" style="width:100%;"> <span id="DNN_FAQ_19522_2248"></span> </div> </div> </span><span> <div style="border-top: 1px solid #ecedef;"> <a href="javascript://" id="dnn_ctr19522_FAQs_lstFAQs_Q2_19" onClick="javascript: SetAnswerLabel('DNN_FAQ_19522_2249');"><div style="width: 100%;"> <div style="right: 9px; position: absolute !important; padding-bottom: 9px; padding-top: 9px;"> <img src="/Portals/33/../../images/action.gif" alt="abrir resposta" /> </div> <div style="cursor: pointer; display: block; font-size: 18px; padding-bottom: 9px; padding-top: 9px; position: relative; line-height: 1.58; padding-right: 24px;"> Z </div></div></a> <div id="dnn_ctr19522_FAQs_lstFAQs_pnl_19" style="width:100%;"> <span id="DNN_FAQ_19522_2249"></span> </div> </div> </span></span> </div> </div> </div> </div> </div><div id="dnn_ctr19522_FAQs_UP_Prog" style="display:none;"> <div class="dnnLoading dnnPanelLoading"></div> </div> </div></div> </div> </div> </div></div> <div id="dnn_BottomPane"><div class="DnnModule DnnModule-DNN_HTML DnnModule-29687"><a name="29687"></a> <div class="ContainerWrapper"> <div class="dnnClear"> <div id="dnn_ctr29687_ContentPane" class="ContainerPane"><div id="dnn_ctr29687_ModuleContent" class="DNNModuleContent ModDNNHTMLC"> <div id="dnn_ctr29687_HtmlModule_lblContent" class="Normal"> <h2>Despacho n.º 2418/2020</h2> <h3>Subdelegação de competências na diretora do Departamento de Recursos Humanos, licenciada Paula Isabel Duarte Marcelino.</h3> <p>1 - Ao abrigo do artigo 46.º do Código do Procedimento Administrativo, e dos n.os 1 e 7 da Deliberação do Conselho Diretivo do Instituto dos Registos e do Notariado, I. P. n.º 985/2018, de 25 de julho, publicada no Diário da República, 2.ª série, n.º 170, de 4 de setembro, delego e subdelego na Diretora de Departamento, Licenciada Paula Isabel Duarte Marcelino, sem prejuízo dos poderes de avocação, anulação, revogação ou substituição, os poderes para a prática, no âmbito do Departamento de Recursos Humanos, de atos respeitantes às matérias que se passam a indicar:<br /> <br /> a)    Autorizar o exercício de funções em regime de mobilidade, relativamente aos trabalhadores inseridos em carreiras de regime geral, bem como aos trabalhadores inseridos nas carreiras especiais de conservador de registos e de oficial de registos, quando o mesmo não esteja sujeito a procedimento de seleção, nem se verifique acréscimo remuneratório para o trabalhador;<br /> b)    Autorizar, com as necessárias consequências, e nos termos do n.º 2 e do n.º 3 do artigo 10.º do DL n.º 115/2008, de 21 de dezembro, o exercício de funções em regime de substituição legal, bem como o pagamento de despesas de transporte e de ajudas de custo que decorram de tais funções ou de deslocações em serviço;<br /> c)    Autorizar, com as necessárias consequências legais, ausências ao trabalho resultantes de faltas, dispensas e licenças no âmbito da proteção da parentalidade;<br /> d)    Autorizar o gozo de licenças sem remuneração;<br /> e)    Atribuir o estatuto de trabalhador estudante;<br /> f)    Qualificar acidentes de trabalho e autorizar as despesas dos mesmos resultantes, e bem assim, desempenhar todas as funções atribuídas à entidade empregadora no âmbito do regime jurídico dos acidentes de trabalho e das doenças profissionais ocorridos ao serviço do IRN, I. P.;<br /> g)    Autorizar a atribuição e pagamento das prestações familiares e, bem assim, de todas as prestações sociais, previstas no Decreto-Lei n.º 176/2003, de 2 de agosto, por último alterado pelo Decreto-Lei n.º 2/2016, de 6 de janeiro;<br /> h)   Autorizar o processamento das remunerações dos trabalhadores do IRN, I. P., e demais abonos e obrigações acessórias;<br /> i)    Autorizar a acumulação de funções, nos termos previstos no artigo 23.º da Lei Geral de Trabalho em Funções Públicas, aprovada pela Lei n.º 35/2014, de 20 de junho;<br /> j)    Designar jurista em representação legal do IRN, I. P., em processos no âmbito do contencioso administrativo em matéria de recursos humanos;<br /> k)   Autorizar o pagamento de taxas de justiça e de custas de parte no âmbito de processos acompanhados pelo SAJPR até ao limite e (euro) 2500,00;<br /> l)    Reconhecer o direito a passagens pagas para férias no continente aos trabalhadores colocados em serviços de registo do IRN, I. P., na Região Autónoma dos Açores, nos termos da legislação aplicável;<br /> m)   Autorizar o reembolso ou pagamento adiantado das despesas de viagem e de transporte de bagagem nos termos da legislação aplicável;<br /> n)    Autorizar a reposição de quantias em prestações, nos termos do n.º 1 do artigo 38.º do DL n.º 155/92, de 28 de julho;<br /> o)    Justificar faltas de trabalhadores que não integram o Departamento de Recursos Humanos;<br /> p)    Autorizar o gozo e a acumulação de férias de trabalhadores que não integram o Departamento de Recursos Humanos;<br /> q)    Instruir e submeter à Caixa Geral de Aposentações, I. P., os pedidos de aposentação ou de contagem de tempo, para esse efeito apresentados pelos trabalhadores do IRN, I. P.;<br /> r)    Atribuir horários de trabalho e autorizar a respetiva alteração;<br /> s)    Autorizar a frequência de ações no âmbito de autoformação;<br /> t)    Autorizar despesas até ao limite de (euro) 2500,00, no âmbito das competências cometidas ao Departamento de Recursos Humanos.<br /> <br /> 2 - Podem ser objeto de subdelegação, os poderes para a prática dos atos respeitantes às matérias identificadas nas alíneas o), p) e q) do número anterior.<br /> <br /> 3 - A presente delegação e subdelegação de poderes inclui a assinatura de toda a correspondência ou expediente necessário ao exercício das competências ora delegadas e subdelegadas, que não seja dirigido a titulares de órgãos de direção de organismos públicos ou entidades privadas, aos gabinetes governamentais ou a titulares de órgãos de soberania.<br /> <br /> 4 - O presente despacho não prejudica, nas matérias coincidentes, a subdelegação de poderes, concretizada, igualmente, na presente data, nos conservadores de registo que se encontram no exercício de funções de direção em serviços de registo.<br /> <br /> 5 - O presente despacho produz efeitos a partir de 1 de fevereiro de 2020, ficando por este meio expressamente ratificados, nos termos do n.º 5, do artigo 164.º do Código do Procedimento Administrativo, todos os atos praticados, em conformidade com a lei, no âmbito dos poderes acima referidos, até à data da sua publicação.</p> <p>4 de fevereiro de 2020. - A Presidente do Conselho Diretivo, Filomena Sofia Gaspar Rosa.<br />  </p> </div> </div></div> </div> </div> </div></div> </div> </section> <div id="dnn_FooterPane"><div class="DnnModule DnnModule-JusticaRazorHost DnnModule-13827"><a name="13827"></a> <div class="ContainerWrapper"> <div class="dnnClear"> <div id="dnn_ctr13827_ContentPane" class="ContainerPane"><div id="dnn_ctr13827_ModuleContent" class="DNNModuleContent ModJusticaRazorHostC">  <footer class="organismo-footer separate_footer" id="footer" data-control="footer"> <div class="footer"> <div class="container"> <div class="col-md-4 col-sm-6 col-xs-12 linha_apoio"> <p>Linha Registo</p> <div> <a href="tel:00351211950500" style="text-decoration: none;">211 950 500</a> </div> </div> <div class="col-md-4 col-sm-6 col-xs-12 linha_apoio"> <p>Linha Cartão de Cidadão</p> <div> <a href="tel:00351210990111" style="text-decoration: none;">210 990 111</a> </div> </div> <div class="col-md-4 col-sm-12 col-xs-12 newsletter"> <p>Newsletter do IRN</p> <label style="display:none" for="newsletter_input">Indique o seu email para subscrever a newsletter</label> <input id="newsletter_input" type="text" maxlength="255" placeholder="ex: email@exemplo.pt" title="Indique o seu email para subscrever a newsletter" data-newsletter-url="http://justica.us12.list-manage1.com/subscribe?u=ee087a328439aa9d44b233654&id=46bb858c95&MERGE0=" style="color: black;"> <a id="newsletter_link"> <i class="fa fa-chevron-right"></i> </a> </div> </div> <div class="line"></div> <div class="footer_bottom" style="text-align:center;"> <div class="helpers" style="width: 100%; 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