tag:blogger.com,1999:blog-22582557260664253512024-02-20T13:47:55.344-03:00Ideias Contábeis__Uma tentativa de ruminar sobre Ciências Contábeis e outras ideias__Claudia Cruzhttp://www.blogger.com/profile/09957572623157896144noreply@blogger.comBlogger1546125tag:blogger.com,1999:blog-2258255726066425351.post-63519610078442704832022-05-30T21:30:00.001-03:002022-05-30T21:30:37.565-03:00Edital de transferência: Mestrado e Doutorado<p><span style="color: #660000; font-family: verdana;">Oportunidade!</span></p><p><span style="color: #660000; font-family: verdana;">Ingressou em um programa de pós-graduação e, por algum motivo, vislumbra a possibilidade de mudar de curso? </span></p><p><span style="color: #660000; font-family: verdana;">Sim, é possível! </span></p><p><span style="color: #660000; font-family: verdana;">PPGCC/UFRJ: Edital de Transferência - Ano Letivo 2022</span></p><p><span style="color: #660000; font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: #660000; font-family: verdana;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEi6ZazbfgG-tNPIiycQ3KZvn-0hP_p8k_ZPG1V6O7LLwcB1uE_SEhuyGn9fFl308Ig7ag1Bf6ycqoEojqlsG1sJg8HDms0nciaxArJJgqa0qJU7GKL23yvkMDBimIrGdr1Ib0vg6Y4ktIc_sggZeQ5UamlarR4a1P0PcC5NEbyoUjYWiD6m3R3s-bnLmg" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="118" data-original-width="960" height="49" src="https://blogger.googleusercontent.com/img/a/AVvXsEi6ZazbfgG-tNPIiycQ3KZvn-0hP_p8k_ZPG1V6O7LLwcB1uE_SEhuyGn9fFl308Ig7ag1Bf6ycqoEojqlsG1sJg8HDms0nciaxArJJgqa0qJU7GKL23yvkMDBimIrGdr1Ib0vg6Y4ktIc_sggZeQ5UamlarR4a1P0PcC5NEbyoUjYWiD6m3R3s-bnLmg=w400-h49" width="400" /></a></span></div><p></p><p><span style="color: #660000; font-family: verdana;">O PPGCC/UFRJ torna pública a abertura de inscrições e estabelece normas relativas ao <b>Processo de Seleção para Ingresso de Alunos por Transferência para os Cursos de Mestrado e Doutorado em Ciências Contábeis.</b></span></p><p><span style="color: #660000; font-family: verdana;">Edital com prazos e regras está disponível neste link: https://www.ppgcc.ufrj.br/images/transferencia_2022/Edital_363_Mestrado-DoutoradoTransfer%C3%AAncia.pdf</span></p><p><br /></p>Claudia Cruzhttp://www.blogger.com/profile/09957572623157896144noreply@blogger.com0tag:blogger.com,1999:blog-2258255726066425351.post-27162941136465816962022-02-09T23:51:00.007-03:002022-02-09T23:59:35.856-03:00Meu Mestrado, Meu Doutorado em Contabilidade Pública 2022<p><span style="color: #073763; font-family: helvetica;"><i>Oportunidade para discutir o seu projeto!</i></span></p><p><span style="color: #073763; font-family: helvetica;"><i>Quais contribuições a pesquisa na área em Contabilidade Pública pode oferecer para a sociedade e governos nos próximos anos? Como a gestão orçamentária e financeira, auditoria, avaliação de desempenho de programas e políticas públicas, projetos de transparência e governo aberto, e inúmeras outras temáticas associadas à Contabilidade Pública podem gerar avanços para a democracia e a administração pública brasileira?</i></span></p><p><span style="color: #073763; font-family: helvetica;"><i>A iniciativa Meu Mestrado e Doutorado (MMD) em Contabilidade Pública, com base nestas e outras reflexões, busca apoiar futuros mestrandos e doutorandos a aprimorar e refletir sobre suas propostas de projeto de pesquisa antes de iniciarem o processo seletivo para um programa de pós-graduação. </i></span></p><p><span style="color: #073763; font-family: helvetica;"><i>Atualmente em sua 6a edição, esta iniciativa já ajudou candidatos de várias regiões do país a entrarem em programas de pós-graduação pelo país, dando a chance de refletirem suas propostas de pesquisa. </i></span></p><p><span style="color: #073763; font-family: helvetica;"><i>Esta iniciativa tem como foco principal jovens imersos em um contexto de dificuldades socioeconômicas e distantes de grandes centros de atração acadêmica. Nosso objetivo é proporcionar a estes pesquisadores(as) um espaço para discutir seus projetos de pesquisa em um ambiente acadêmico dinâmico - que, infelizmente, muitas vezes não estão disponíveis para a população pobre e distante dos centros de pesquisa tradicionais. </i></span></p><p><span style="color: #073763; font-family: helvetica;"><i>SOBRE O EVENTO</i></span></p><p><span style="color: #073763; font-family: helvetica;"><i>Essa é uma iniciativa da Série de eventos 'Young Researchers in Public Sector Accounting', para desenvolvimento de jovens pesquisadores no tema. Objetiva-se que os pesquisadores tenham contato com o ambiente acadêmico, o que tem sido pesquisado na área, principais teorias e métodos. Se você é um orientador no tema, está convidado a se juntar na avaliação dos projetos. Para participar como debatedor, só é necessário se inscrever no evento como "debatedor", de forma rápida e gratuita.</i></span></p><p><span style="color: #073763; font-family: helvetica;"><i>Se você é um candidato a mestrado e doutorado, acesso o site para maiores informações: https://www.even3.com.br/mmd_2022/</i></span></p>Claudia Cruzhttp://www.blogger.com/profile/09957572623157896144noreply@blogger.com0tag:blogger.com,1999:blog-2258255726066425351.post-22595196033638596992022-02-09T23:45:00.003-03:002022-02-09T23:45:54.377-03:00Anuidade CRC/CFC 2022<p><span style="color: #660000; font-family: helvetica;"> Quem aí já pagou?</span></p><p><span style="color: #660000; font-family: helvetica;">A vista?</span></p><p><span style="color: #660000; font-family: helvetica;">Parcelado?</span></p><p><span style="color: #660000; font-family: helvetica;">Eu paguei no último dia 31/01 o boleto da anuidade em parcela única, que garante um desconto de 10%.</span></p><p><span style="color: #660000; font-family: helvetica;">Contadores: R$562,00 </span></p><p><span style="color: #660000; font-family: helvetica;">Técnicos em Contabilidade: R$503,00</span></p><p><span style="color: #660000; font-family: helvetica;">O pagamento parcelado da anuidade é permitido em até 18 (DEZOITO!) vezes no cartão de crédito, com juros. Afinal, se tem uma coisa que não é gratuita é o crédito!</span></p>Claudia Cruzhttp://www.blogger.com/profile/09957572623157896144noreply@blogger.com0tag:blogger.com,1999:blog-2258255726066425351.post-65360858662418868462022-02-09T23:40:00.008-03:002022-02-10T12:53:17.688-03:00Amigo Secreto de Blogs 2021/2022<p><span style="color: #990000; font-family: trebuchet;">No último dia 28 de janeiro participei de mais um encontro virtual.</span></p><p><span style="color: #990000; font-family: trebuchet;">Mas não foi uma reunião de trabalho e sim um encontro para as revelações de um amigo secreto em que todos já haviam recebido os seus presentes, mas a grande maioria (inclusive eu) não sabia quem era o amigo secreto que enviou.</span></p><p><span style="color: #990000; font-family: trebuchet;">Mas Cláudia, amigo secreto é no final do ano! Nada disso! Amigo secreto é quando for possível para um grupo de professores e pesquisadores da área contábil conseguir se reunir para confraternizar. E sim, só conseguimos em 28/01/2022.</span></p><p><span style="color: #990000; font-family: trebuchet;">Salvo engano, esta foi a sexta edição do tradicional amigo secreto dos blogs de contabilidade!</span></p><p><span style="color: #990000; font-family: trebuchet;">Os participantes desse ano foram:</span></p><div style="font-size: 16px; text-align: center;"><span style="font-family: trebuchet;">Alexandre Alcantara: <a href="http://alcantara.pro.br/portal/" style="color: #5588aa; text-decoration-line: none;">Alcantara</a></span></div><div style="font-size: 16px; text-align: center;"><span style="font-family: trebuchet;">César Tibúrcio: <a href="http://www.contabilidade-financeira.com/" style="color: #5588aa; text-decoration-line: none;">Contabilidade Financeira</a></span></div><div style="font-size: 16px; text-align: center;"><span style="font-family: trebuchet;">Claudia Cruz: <a href="http://ideiascontabeis.blogspot.com.br/" style="color: #5588aa; text-decoration-line: none;">Ideias Contábeis</a></span></div><div style="font-size: 16px; text-align: center;"><span style="font-family: trebuchet;"><span style="text-align: left;">Felipe Pontes: </span><a href="http://www.contabilidademq.com.br/" style="color: #5588aa; text-align: left; text-decoration-line: none;">Contabilidade e Métodos Quantitativos</a></span></div><div style="font-size: 16px; text-align: center;"><span style="font-family: trebuchet;">Orleans Martins: <a href="http://informacaocontabil.blogspot.com.br/" style="color: #5588aa; text-decoration-line: none;">Informação Contábil</a></span></div><div style="font-size: 16px; text-align: center;"><span style="font-family: trebuchet;">Polyana Silva: <a href="http://historiascontabeis.blogspot.com.br/" style="color: #5588aa; text-decoration-line: none;">Histórias Contábeis</a></span></div><div style="font-size: 16px; text-align: center;"><span style="font-family: trebuchet;">Sandro Vieira Soares: <a href="http://acervocontabil.blogspot.com.br/" style="color: #5588aa; text-decoration-line: none;">Acervo Contábil</a></span></div><div style="font-size: 16px; text-align: center;"><span style="font-family: trebuchet;">Vladmir Ferreira Almeida: <a href="http://vladmirfalmeida.blogspot.com.br/" style="color: #5588aa; text-decoration-line: none;">Vladmir F Almeida</a></span></div><p><span style="color: #990000; font-family: trebuchet;">Esse ano todos trocaram livros, físicos e digitais! Eu enviei um livro físico de presente e recebi um livro digital (nada contábil, diga-se de passagem! Afinal, nem só de contabilidade vive o ser humano). </span></p><p><span style="font-family: trebuchet;"><span style="color: #990000;">O livro que presenteei foi</span> <a href="https://www.amazon.com.br/gp/product/8547001336">Ruído: Uma falha no julgamento humano</a> e recebi <a href="https://www.amazon.com/Learning-Pray-Everyone-James-Martin/dp/0063063115">Learning to Pray: A Guide for Everyone</a>.</span></p><p><span style="color: #990000; font-family: trebuchet;">O resultado final foi o seguinte:</span></p><p><span style="color: #990000; font-family: trebuchet;">Cláudia tirou => Sandro que tirou => Vladmir que tirou => César que tirou => Alexandre que tirou => Poliana que tirou => Felipe que tirou => Orleans que tirou => Cláudia. </span></p><p><span style="font-family: trebuchet;"><span style="color: #990000;">Conforme postou o professor César, do </span><a href="http://www.contabilidade-financeira.com/" style="color: #5588aa; font-size: 16px; text-align: center; text-decoration-line: none;">Contabilidade Financeira</a>,<span style="color: #990000;"> "o interessante é que o livro digital pode ser encaminhado de forma anônima, o que torna a brincadeira mais misteriosa"</span></span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjvIRTyimb8dMLRmsR9YQPuOIy4-SwYGM4q5KQuDpBK43EwgQP91kHqfbX3rPB8qv35j67cmZoiIRWCk_llterxYDFEzDVeCPhmhia_vthEICURum8ybxlE-A78hM0ArKJnEqO0Scobp06TkETKv3gr6JYjGEEh4TrfCQx0fJMR4YMzWKXLs9UAkF9jIw" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: trebuchet;"><img alt="" data-original-height="719" data-original-width="1280" height="180" src="https://blogger.googleusercontent.com/img/a/AVvXsEjvIRTyimb8dMLRmsR9YQPuOIy4-SwYGM4q5KQuDpBK43EwgQP91kHqfbX3rPB8qv35j67cmZoiIRWCk_llterxYDFEzDVeCPhmhia_vthEICURum8ybxlE-A78hM0ArKJnEqO0Scobp06TkETKv3gr6JYjGEEh4TrfCQx0fJMR4YMzWKXLs9UAkF9jIw" width="320" /></span></a></div><p></p><p><span style="color: #990000; font-family: trebuchet;">Na foto, no sentido horário: Poliana, Sandro, César, Orleans, Felipe, Alexandre e Cláudia (eu). </span></p>Claudia Cruzhttp://www.blogger.com/profile/09957572623157896144noreply@blogger.com0tag:blogger.com,1999:blog-2258255726066425351.post-21037419104456891132022-02-09T23:21:00.006-03:002022-02-09T23:21:52.093-03:00Sobre 2021<p><span style="color: #660000; font-family: trebuchet;"> Um ano...</span></p><p><span style="color: #660000; font-family: trebuchet;">Difícil para uns</span></p><p><span style="color: #660000; font-family: trebuchet;">Bom para outros</span></p><p><span style="color: #660000; font-family: trebuchet;">Alguns tireram ganhos</span></p><p><span style="color: #660000; font-family: trebuchet;">Muitos tiveram perdas</span></p><p><span style="color: #660000; font-family: trebuchet;">Sorrisos e lágrimas</span></p><p><span style="color: #660000; font-family: trebuchet;">Aprendizagens</span></p><p><span style="color: #660000; font-family: trebuchet;">Mas neste blog</span></p><p><span style="color: #660000; font-family: trebuchet;">Poucas postagens</span></p><p><span style="color: #660000; font-family: trebuchet;">Não por falta de vontade</span></p><p><span style="color: #660000; font-family: trebuchet;">Ou de assunto</span></p><p><span style="color: #660000; font-family: trebuchet;">Tempo a gente consegue encaixar</span></p><p><span style="color: #660000; font-family: trebuchet;">Faltou talvez motivação</span></p><p><span style="color: #660000; font-family: trebuchet;">Prioridade</span></p><p><span style="color: #660000; font-family: trebuchet;">Mas mesmo com esse período escasso</span></p><p><span style="color: #660000; font-family: trebuchet;">Não abro mão desse espaço</span></p><p><span style="color: #660000; font-family: trebuchet;">Foi um ano de desafios</span></p><p><span style="color: #660000; font-family: trebuchet;">De mudança no lado profissional</span></p><p><span style="color: #660000; font-family: trebuchet;">E tantas novidades na vida real</span></p><p><span style="color: #660000; font-family: trebuchet;">Nem tudo se divulga</span></p><p><span style="color: #660000; font-family: trebuchet;">Nem tudo se publica</span></p><p><span style="color: #660000; font-family: trebuchet;">E assim seguimos em frente</span></p><p><span style="color: #660000; font-family: trebuchet;">Com o objetivo de estar mais presente</span></p><p><span style="color: #660000; font-family: trebuchet;">Com ideias</span></p><p><span style="color: #660000; font-family: trebuchet;">Com os ganhos e perdas</span></p><p><span style="color: #660000; font-family: trebuchet;">Que fazem o patrimônio da vida real.</span></p><p>CC.</p><p><br /></p>Claudia Cruzhttp://www.blogger.com/profile/09957572623157896144noreply@blogger.com0tag:blogger.com,1999:blog-2258255726066425351.post-6276654287829108712021-04-23T12:00:00.001-03:002021-04-23T12:00:03.351-03:00Projeto Meu Mestrado, Meu Doutorado em Contabilidade Pública <p> <span style="background-color: white; color: #0c343d; font-family: verdana; font-size: 16px; white-space: pre-wrap;">Oportunidade para discutir o seu projeto!</span></p><p><span style="background-color: white; font-size: 16px; white-space: pre-wrap;"><span style="color: #0c343d; font-family: verdana;">“Meu Mestrado, Meu Doutorado em Contabilidade Pública 2021".</span></span></p><p style="background: rgb(255, 255, 255); border: 0px; box-sizing: inherit; counter-reset: list-1 0 list-2 0 list-3 0 list-4 0 list-5 0 list-6 0 list-7 0 list-8 0 list-9 0; cursor: text; font-size: 16px; line-height: 1.5; margin: 0px; padding: 0px; vertical-align: baseline; white-space: pre-wrap;"><span style="color: #0c343d; font-family: verdana;">Direcionado a jovens pesquisadores interessados em ingressar em programas de Mestrado e Doutorado, que desejam um espaço para discutir seus projetos de pesquisa em um ambiente acadêmico dinâmico.</span></p><p style="background: rgb(255, 255, 255); border: 0px; box-sizing: inherit; counter-reset: list-1 0 list-2 0 list-3 0 list-4 0 list-5 0 list-6 0 list-7 0 list-8 0 list-9 0; cursor: text; font-size: 16px; line-height: 1.5; margin: 0px; padding: 0px; vertical-align: baseline; white-space: pre-wrap;"><span style="color: #0c343d; font-family: verdana;">Em sua 5a edição, a iniciativa já discutiu projetos de candidatos de todo o país, proporcionando uma oportunidade aos participantes refletirem sobre suas propostas de pesquisa.</span></p><p style="background: rgb(255, 255, 255); border: 0px; box-sizing: inherit; counter-reset: list-1 0 list-2 0 list-3 0 list-4 0 list-5 0 list-6 0 list-7 0 list-8 0 list-9 0; cursor: text; font-size: 16px; line-height: 1.5; margin: 0px; padding: 0px; vertical-align: baseline; white-space: pre-wrap;"><span style="color: #0c343d; font-family: verdana;">Participe e conecte-se ao que de mais novo tem sido desenvolvido em pesquisa sobre diversas temáticas que envolvem a Contabilidade Pública. </span></p><p style="background: rgb(255, 255, 255); border: 0px; box-sizing: inherit; counter-reset: list-1 0 list-2 0 list-3 0 list-4 0 list-5 0 list-6 0 list-7 0 list-8 0 list-9 0; cursor: text; font-size: 16px; line-height: 1.5; margin: 0px; padding: 0px; vertical-align: baseline; white-space: pre-wrap;"><span style="color: #0c343d; font-family: verdana;">Maiores informações no site: https://www.even3.com.br/mmd2021/</span></p>Claudia Cruzhttp://www.blogger.com/profile/09957572623157896144noreply@blogger.com2tag:blogger.com,1999:blog-2258255726066425351.post-42427005978316921882021-02-09T13:00:00.005-03:002021-02-09T13:00:32.461-03:00Divulgação: III Congresso Internacional de Contabilidade Pública<p><span style="font-family: Candara, sans-serif; font-size: 12pt; text-align: justify;"><span style="color: #073763;">A chamada de trabalhos para o III
Congresso Internacional de Contabilidade Pública enquadra-se em 12 categorias e
podem ser submetidos trabalhos em cada uma das categorias independentemente do
nível de governo e do subsetor da administração pública em que se enquadram.</span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">1. Harmonização contabilística<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">2. Orçamento e gestão financeira
pública<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">3. Relato integrado<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">4. Relato para os cidadãos<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">5. Transparência e accountability<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">6. Sistemas de informação
contabilísticos<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">7. Inovações na contabilidade pública<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">8. E-Government, E-Participation e TIC<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">9. Robótica e inteligência artificial <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">10. Fraude e contabilidade forense<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">11. Contabilidade e controlo de gestão<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">12. Auditoria<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">Considerando as dimensões nacionais e
internacionais do congresso, os trabalhos podem ser redigidos e apresentados
nas línguas portuguesa ou inglesa.</span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">Maiores informações: http://iiicicp.occ.pt/pt/submissao-de-trabalhos/<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><b><span style="color: #073763;">Submissões de trabalhos (português ou
inglês) até 28/02/2021</span></b><o:p></o:p></span></p>Claudia Cruzhttp://www.blogger.com/profile/09957572623157896144noreply@blogger.com0tag:blogger.com,1999:blog-2258255726066425351.post-46201752360792791472021-02-09T12:22:00.004-03:002021-02-09T12:22:27.979-03:00Empregos em alta para 2021<p><span style="font-family: Candara, sans-serif; font-size: 12pt; text-align: justify;"><span style="color: #660000;">Empregos em alta para 2021, segundo o
LinkedIn</span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Cargos em áreas como telemarketing,
marketing digital e e-commerce estão entre os que impulsionarão o mercado de
trabalho brasileiro neste ano. O levantamento é da rede social profissional
LinkedIn, que listou as 15 principais categorias de empregos.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Segundo o LinkedIn, os empregos em alta
são definidos como as categorias de carreira que tiveram o maior crescimento em
termos de contratações de um ano para o outro, no período de abril a outubro de
2020.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Os cientistas de dados do Gráfico
Econômico do LinkedIn analisaram mais de 15 mil cargos para descobrir os que
mais cresceram em comparação a 2019. As tendências de carreira foram
classificadas por uma combinação da média de crescimento anual com o volume da
demanda de empregos.</span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Entre as áreas apontadas, a saúde e a
tecnologia são as que têm mais oportunidades. Palavras como saúde,
tecnologia, digital e e-commerce se destacam.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Mas a área financeira não fica de fora,
principalmente considerando os impactos e desafios econômicos vivenciados no
ano de 2020. Nessa área as competências e cargos indicados fazem parte do ramo
de atuação dos <b>profissionais de Contabilidade</b>.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="color: #660000;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><o:p> A listagem a seguir destaca as áreas identificadas pelo </o:p></span><span style="font-family: Candara, sans-serif; font-size: 16px;">LinkedIn:</span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">1. <b>Médicos </b>especializados<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">2. Cargos em<b> tecnologia</b><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">3. <b>Farmacêuticos e pesquisadores</b><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">5. Especialistas em <b>e-commerce</b><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">6. Profissionais autônomos de conteúdo <b>digital</b><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">7. Especialistas em marketing <b>digital</b></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #274e13;">8. Profissionais de finanças<o:p></o:p></span></span></b></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #274e13;">Com a turbulência na economia e a
incerteza nos mercados financeiros, a experiência dos profissionais
financeiros, de consultores a executivos, foi muito procurada em 2020. Bancos
responderam por grande parte das contratações ao lado de corretoras que também
contrataram <b>assessores financeiros</b>.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="color: #274e13;"><u><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">Principais competências</span></u><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">: serviços bancários, negociação, planejamento de negócios, <b>investimentos,
finanças corporativas, mercado de capitais e análise financeira</b><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="color: #274e13;"><u><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">Cargos comuns:</span></u><span style="font-family: Candara, sans-serif; font-size: 12pt;"> <b>diretor(a) financeiro(a)</b>, corretor(a) de ações, <b>consultor(a)
de serviços financeiros, contador(a)</b>, <b>supervisor(a) de contas a receber
e bancário(a)</b></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">9. Telemarketing<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">10. Cargos de <b>apoio à saúde</b><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">11. Serviços criativos<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">12. <b>Análises de dados</b><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">13. Cargos de sucesso de clientes<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">14. Profissionais do setor de varejo<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">15. Especialistas em <b>saúde mental</b></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Fonte: Adaptado de <a href="https://g1.globo.com/economia/concursos-e-emprego/noticia/2021/02/04/conheca-os-empregos-em-alta-para-2021-segundo-o-linkedin.ghtml">G1</a></span></span></b></p>Claudia Cruzhttp://www.blogger.com/profile/09957572623157896144noreply@blogger.com0tag:blogger.com,1999:blog-2258255726066425351.post-67988877347031077492021-02-03T18:21:00.002-03:002021-02-03T18:21:31.269-03:00Divulgação: USP International Conference in Accounting<p><span style="font-family: Candara, sans-serif; font-size: 12pt; text-align: justify;">Em 2021 o USP International Conference
in Accounting completa 21 anos! 21 edições e junto com ele, o Congresso USP de
Iniciação Científica em Contabilidade completará maioridade, realizando a sua 18ª
edição. Nos corredores acadêmicos contábeis aqui no Brasil, simplesmente chamamos
o conjunto dos dois eventos de “Congresso USP”.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">Os congressos serão realizados em
formato on-line no período de<b> 28 a 30 de julho de 2021</b>.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">Os congressos aceitam submissão de
trabalhos até o dia <b>21/02/2021</b> <span style="color: #cc0000;">[deadline] </span>nas seguintes áreas:<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">Área I: Atuária | Actuarial sciences<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">Área II: Auditoria e Perícia | Auditing
and Forensics<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">Área III: Contabilidade Financeira e
Mercado de Capitais / Financial Accounting and Capital Markets<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">Área IV: Contabilidade Gerencial |
Management Accounting<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">Área V: Contabilidade Governamental e
Terceiro Setor | Governmental and Third Sector Accounting<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">Área VI: Educação | Education<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">Área VII: Tributos | Tax<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">Área VIII: Relato Integrado |
Integrated Reporting and Sustainability Reporting<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">Além dessas há uma chamada específica
para trabalhos sobre o tema “Contabilidade em tempos de enfrentamento da
Covid-19 e no pós-crise”<o:p></o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: Candara, sans-serif;">Na edição 2021 dos dois congressos, permaneço colaborando na coordenação da área de </span><span style="font-family: Candara, sans-serif; font-size: 16px;">Contabilidade Governamental e Terceiro Setor, junto com o Janilson Suzart, que foi meu colega de Doutorado na FEA/USP.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">Maiores informações podem ser obtidas
no site: https://congressousp.fipecafi.org/<o:p></o:p></span></p>Claudia Cruzhttp://www.blogger.com/profile/09957572623157896144noreply@blogger.com0tag:blogger.com,1999:blog-2258255726066425351.post-24272649514700708152021-02-03T16:37:00.005-03:002021-02-03T16:37:30.652-03:00Divulgação: Conferência SulAmericana de Contabilidade Ambiental.<p style="text-align: left;"><span style="font-family: verdana;">Divulgamos a chamada de trabalhos para a <b style="background-color: white;">VII Conferência SulAmericana de Contabilidade Ambiental</b><span style="background-color: white;">. </span></span></p><p style="text-align: left;"><span style="background-color: white;"><span style="font-family: verdana;">A CSCA tem por objetivo estimular a produção e discussão de pesquisas científicas sobre a interação das empresas com o meio ambiente natural e a sociedade, de forma a incentivar o desenvolvimento sustentável.</span></span></p><p style="background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #222222; line-height: 24pt; margin: 0cm 0cm 0.0001pt; text-align: left;"><span style="color: black;"><span style="font-family: verdana;">A <b>VII edição será 100% online</b>, em função do cenário de pandemia que nos atinge no momento. Além da questão da pandemia considerou-se como uma oportunidade para que sua realização afete o menos possível o meio ambiente.</span></span></p><p style="background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #222222; line-height: 24pt; margin: 0cm 0cm 0.0001pt; text-align: left;"><span style="color: black;"><span style="font-family: verdana;">Os <b>temas para submissão de trabalhos</b> envolvem os Aspectos Econômicos e Financeiros da Gestão Ambiental; Evidenciação e relatórios de sustentabilidade; Finanças sustentáveis; Educação para a sustentabilidade; Saúde, bem-estar e desenvolvimento econômico; e Tópicos Contemporâneos.</span></span></p><p style="background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #222222; line-height: 24pt; margin: 0cm 0cm 0.0001pt; text-align: left;"><span style="color: black;"><span style="font-family: verdana;">A organização da 7ª edição do CSCA tem recebido apoio de periódicos parceiros e, assim, artigos selecionados e apresentados na conferência que obtiverem destaque poderão ser convidados para processos de <b>fast track</b> por uma das revistas parceiras (veja a relação em nosso site).</span></span></p><p style="background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #222222; line-height: 24pt; margin: 0cm 0cm 0.0001pt; text-align: left;"><span style="font-family: verdana;"><span style="color: black;"><strong><span style="font-weight: normal;">Mais informações em: </span></strong></span><a data-saferedirecturl="https://www.google.com/url?q=http://www.csca.net.br&source=gmail&ust=1612453902096000&usg=AFQjCNEGaZMyKR7djDnbJbdF7W086WRg4g" href="http://www.csca.net.br/" style="color: #0563c1;" target="_blank"><b><span style="text-decoration-line: none;">www.csca.net.br</span></b></a><strong><span style="color: black; font-weight: normal;"> e/ou no e-mail </span></strong><a data-saferedirecturl="https://www.google.com/url?q=http://csca_2021@facc.ufrj.br&source=gmail&ust=1612453902096000&usg=AFQjCNH27Dnecc0U7DUh9SEiqMLhktFTdg" href="http://csca_2021@facc.ufrj.br/" style="color: #0563c1;" target="_blank"><b><span style="text-decoration-line: none;">csca_2021@facc.ufrj.br</span></b></a></span></p>Claudia Cruzhttp://www.blogger.com/profile/09957572623157896144noreply@blogger.com0tag:blogger.com,1999:blog-2258255726066425351.post-64721566110544292512021-01-16T12:05:00.002-03:002021-01-16T12:05:11.967-03:00Dicas para monitorar o trabalho dos vereadores<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Olá pessoal!<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Primeira postagem do ano tem muito a
ver com o que vivemos em 2020: eleições municipais. Ao pesquisar sobre um
assunto aleatório no Google, encontrei, <a href="https://www.unibh.br/blog/como-monitorar-o-trabalho-dos-novos-vereadores-em-8-passos/">no site de uma faculdade</a>, as dicas a
seguir sobre como acompanhar e monitorar a atuação de um vereador. <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Em uma época em que as pessoas estão
discutindo questões politicas de forma mais intensiva, vale o esforço para acompanhar
o trabalho dos políticos que elegemos.</span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><b><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Dicas para monitorar o trabalho dos
vereadores:</span></span></b></p>
<p class="MsoListParagraph" style="line-height: normal; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="color: #660000;"><b><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: Candara; mso-fareast-font-family: Candara;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">1) Acompanhe as atividades legislativas no site da Câmara
Municipal<o:p></o:p></span></b></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Os sites das câmaras municipais, em
geral, possuem uma área reservada à descrição das atividades legislativas
desenvolvidas pelos vereadores (proposições, comissões, agenda de audiências,
legislação em votação, etc.). Procure acompanhar o que está sendo discutido e
entre em contato com seu vereador para opinar sobre projetos em tramitação.</span></span></p>
<p class="MsoListParagraph" style="line-height: normal; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="color: #660000;"><b><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: Candara; mso-fareast-font-family: Candara;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">2) Verificar a frequência dos eleitos na Câmara Municipal<o:p></o:p></span></b></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Ainda navegando pelo portal da Câmara
de sua cidade, você provavelmente encontrará uma área chamada “Transparência”,
por meio da qual será listada uma série de informações ligadas ao funcionamento
do órgão, como remunerações pagas a agentes políticos/servidores, planilha
orçamentária, lista de presença, etc.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Dedique ao menos uma vez no mês para
abrir essa lista de presença mensal e conferir quem é o mais faltoso e o mais
assíduo no Legislativo de seu município. Se o site não apresentar informações
dos novos vereadores, protocole pessoalmente uma petição no órgão colegiado,
solicitando o conhecimento dos dados. A Lei Federal nº 12.527/2011 (Lei de
Acesso à Informação) lhe garante esse direito.</span></span></p>
<p class="MsoListParagraph" style="line-height: normal; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="color: #660000;"><b><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: Candara; mso-fareast-font-family: Candara;"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">3) Presenciar audiências públicas e sessões<o:p></o:p></span></b></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Que tal acompanhar pessoalmente as
discussões dos novos vereadores de sua cidade? Em regra, todas as sessões do
Poder Legislativo devem ser abertas ao público, sendo que restrições à entrada
só podem ser realizadas em caráter excepcional, apenas por razões de segurança.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Outra sugestão é participar de
audiências e consultas públicas. Trata-se de instrumentos de participação
popular fundamentais para a consolidação do regime democrático, em que são
levados ao conhecimento dos cidadãos temas polêmicos e proposições complexas,
que precisem ser aprimorados por meio da discussão com a comunidade.</span></span></p>
<p class="MsoListParagraph" style="line-height: normal; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="color: #660000;"><b><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: Candara; mso-fareast-font-family: Candara;"><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">4) Observar a quantidade de projetos apresentados por cada um
deles<o:p></o:p></span></b></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Você pode semestralmente consultar o
site da Câmara para verificar quantos projetos o vereador de sua confiança
apresentou. Não é incomum casos de vereadores que passam boa parte do ano
legislativo sem apresentar uma proposição sequer (ou de outros, que se limitam
a apresentar propostas tolas, como mudanças de logradouros e concessões de
títulos).<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Para evitar esse tipo de “afronta” à
população, é preciso analisar à lupa todos os projetos em que seu vereador tem
trabalhado.</span></span></p>
<p class="MsoListParagraph" style="line-height: normal; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="color: #660000;"><b><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: Candara; mso-fareast-font-family: Candara;"><span style="mso-list: Ignore;">5)<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">5) Siga os novos vereadores nas redes sociais<o:p></o:p></span></b></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Não que seja para acreditar em tudo o
que cair em sua timeline. A ideia aqui é apenas utilizar mais um canal de
proximidade com seus representantes no Legislativo. Aliás, o mundo digital e o
poder de viralização de uma notícia na web têm feito muitos políticos
designarem funcionários para cuidar com cautela da provisão de conteúdo em suas
redes sociais, interagindo com os cidadãos, recebendo críticas e anotando
sugestões.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Esse esforço “midiático” da classe
política facilita as cobranças por parte dos munícipes, especialmente pelas
redes sociais.</span></span></p>
<p class="MsoListParagraph" style="line-height: normal; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="color: #660000;"><b><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: Candara; mso-fareast-font-family: Candara;"><span style="mso-list: Ignore;">6)<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">6) Formalize pedido ao presidente da Câmara para que o
colegiado adote apps de acompanhamento via celular<o:p></o:p></span></b></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Já existem atualmente apps específicos
para acompanhamento do trabalho na política brasileira, como o Vereador Online,
um aplicativo desenvolvido para que os cidadãos consigam visualizar em tempo
real, via smartphone, todas as atividades executadas no Poder Legislativo de
sua cidade.</span></span></p>
<p class="MsoListParagraph" style="line-height: normal; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="color: #660000;"><b><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: Candara; mso-fareast-font-family: Candara;"><span style="mso-list: Ignore;">7)<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">7) Solicite as contas de sua Câmara Municipal junto ao Tribunal
de Contas<o:p></o:p></span></b></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Ninguém tem hábito de fazer isso, mas é
possível: o parágrafo 3º do artigo 31 da Constituição Federal é claro ao
determinar que todos os contribuintes podem ter acesso às contas públicas, as
quais devem ficar à disposição da sociedade por 60 dias. Dentro desse período,
qualquer cidadão poderá apresentar questionamento se suspeitada qualquer
irregularidade, devendo então os dirigentes do órgão apresentar as devidas
justificativas para as demandas levantadas.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">De acordo com a Constituição, quem tem
competência para julgar as contas das câmaras municipais é o Tribunal de Contas
dos Municípios ou o Tribunal de Contas Municipal (casos das cidades de São
Paulo e do Rio de Janeiro). Dessa maneira, você pode pedir junto ao TCM o
acesso às contas detalhadas do exercício financeiro anterior do Poder
Legislativo de seu município, uma ótima atitude para entender, de fato, o que
estão fazendo com os impostos que você tem que pagar periodicamente (como ISS,
ITBI, IPTU, etc.).</span></span></p>
<p class="MsoListParagraph" style="line-height: normal; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="color: #660000;"><b><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: Candara; mso-fareast-font-family: Candara;"><span style="mso-list: Ignore;">8)<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">8) Olho Vivo no Dinheiro Público<o:p></o:p></span></b></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">A Controladoria Geral da União (CGU)
disponibiliza já há alguns anos uma cartilha chamada “Olho Vivo no Dinheiro
Público - Controle Social”, que pode ser baixada gratuitamente. Sua função é
educar o eleitor sobre as atribuições de cada agente político, suas
responsabilizações legais em caso de desvios e como exercer a fiscalização
sobre seus novos vereadores.</span></span></p>
<p class="MsoListParagraph" style="line-height: normal; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span style="color: #660000;"><b><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: Candara; mso-fareast-font-family: Candara;"><span style="mso-list: Ignore;">9)<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">9) Participe ou crie movimentos sociais de fiscalização a
vereadores<o:p></o:p></span></b></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Em São Paulo, existe uma organização
(criada por cidadãos comuns) cujo objetivo é o de estimular a participação dos
contribuintes na fiscalização dos vereadores da cidade. Chamada de “Adote um
Vereador”, a iniciativa visa designar grupos de pessoas para acompanhar o
trabalho diário de cada vereador.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Com reuniões mensais, os membros
discutem o que tem sido feito na cidade, eventuais desvios e proposições de
leis imorais, cobrando conjuntamente os agentes públicos e divulgando na cidade
as ações executadas no Poder Legislativo.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Há outros grupos semelhantes espalhados
pelo Brasil, como o Movimento Voto Consciente e o Movimento de Combate à
Corrupção Eleitoral. Busque um movimento social na sua cidade ou crie um!<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">[...]</span><o:p></o:p></span></p>Claudia Cruzhttp://www.blogger.com/profile/09957572623157896144noreply@blogger.com1tag:blogger.com,1999:blog-2258255726066425351.post-32081705422143639512020-12-31T17:39:00.002-03:002021-01-05T19:39:42.181-03:00Um ano online, remoto, virtual<p><span style="font-family: verdana; font-size: 12pt; text-align: justify;">O ano de 2020 definitivamente foi um
ano diferente.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">Uma humanidade que viu um vírus se
espalhar, causar restrições e mudar rotinas de famílias e profissionais de
diversas áreas. Uma humanidade hiperconectada.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">Eu trabalho na área acadêmica e foram
muitos os desafios na adaptação de aulas, atividades de orientação, qualificação
e defesa de teses, reuniões, atividades administrativas... Foram cursos,
formações, treinamentos, lives, webinars, lives, reuniões, mais lives e muitos
meses de isolamento social e trabalho remoto (online, virtual, em home office...)
<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">Em princípio é possível até pensar que
temos mais tempo livre por estar trabalhando em casa, mas é exatamente pelo
contrário. Por muitas vezes esqueci a hora do trabalho... Durante grande parte
do dia era difícil separar quando estava em casa de quando estava no horário de
trabalho. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">Lembro de ficar trabalhando por cerca
de 14 horas... E só no final me dar conta do tempo que decorrera.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">Em decorrência disso, a minha principal
compra em 2020 foi uma cadeira. Sim, eu comprei uma cadeira decente para
trabalhar em casa. Passei cerca de 3 meses trabalhando sentada em uma cadeira
inadequada, tipo essas de mesa de copa/cozinha.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">Mas comprei, ou melhor, investi em uma
cadeira que me proporcionou conforto durante as horas de trabalho. Posso dizer
que se trata de um item do meu Ativo Imobilizado. Olha ela aí! Super recomendo!</span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWklg9z1HQdFZdfPpMZzXFgK8vzQ1jRY_jqeLnftE3QLsc-PDkdNPZFURurGeQPVG_eevjVLh1aNuoNi3wb7OTrgPUnpM5vUTmx4fddjzTkolZRi61zHv-a8zgNIMtdpyQ-iyYh5nWBjbG/" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: verdana;"><img alt="" data-original-height="670" data-original-width="670" height="192" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWklg9z1HQdFZdfPpMZzXFgK8vzQ1jRY_jqeLnftE3QLsc-PDkdNPZFURurGeQPVG_eevjVLh1aNuoNi3wb7OTrgPUnpM5vUTmx4fddjzTkolZRi61zHv-a8zgNIMtdpyQ-iyYh5nWBjbG/w192-h192/image.png" width="192" /></span></a></div><p></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">Outro ponto que mudou muito a nossa programação
em 2020 foi a participação em congressos e eventos acadêmicos. Eu tinha
programado participar de alguns congressos este ano e participei, mas foi uma
participação diferente, sem o calor dos encontros com os colegas de área, bem o
bate-papo dos coffee-breaks,<span style="mso-spacerun: yes;"> </span>coquetéis e
jantares pós-evento.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">Os congressos e eventos acadêmicos este
ano foram todos online, uma mudança necessária em virtude da pandemia causada
pelo corona vírus. Estamos com expectativa de que no próximo ano tenhamos a
oportunidade de encontros presenciais. Porém um fato precisa ser registrado:
apesar da modalidade virtual, alguns congressos, como o Congresso USP de
Contabilidade, <span style="mso-spacerun: yes;"> </span>registraram recorde de
participantes.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">-- Participei virtualmente do <b><a href="https://congressousp.fipecafi.org/anais/20UspInternational/apresentacao.html">20º USPInternational Conference in Accounting e do 17º Congresso USP de IniciaçãoCientífica em Contabilidade</a></b>, como coordenadora de área temática e coautora
dos artigos a seguir, em parceira com discentes do PPGCC/UFRJ.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">1) <span style="mso-spacerun: yes;"> </span>Alocação de
Recursos Públicos em Campanhas Eleitorais: Um Estudo das Eleições Municipais
Fluminenses de 2016 [2432]<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">Autores: Fábio Mathias da Silva Júnior; Tatiele Alves Reis;
Claudia Ferreira da Cruz<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">Vídeo-resumo do trabalho: <a href="https://youtu.be/6i8HotEg_Vk">https://youtu.be/6i8HotEg_Vk</a> <o:p></o:p></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/6i8HotEg_Vk" width="320" youtube-src-id="6i8HotEg_Vk"></iframe></span></div><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: verdana;"><span face="Candara, sans-serif" style="font-size: 12pt;">Íntegra do Artigo: </span><a href="https://congressousp.fipecafi.org/anais/Anais2020/ArtigosDownload/2432.pdf" style="font-size: 12pt;">https://congressousp.fipecafi.org/anais/Anais2020/ArtigosDownload/2432.pdf</a></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">2) Aplicação do CPC 48 (IFRS 9) na Crise da COVID-19 no
Brasil: Um Estudo Comparativo sobre os Impactos de Perdas Esperadas nas
Demonstrações Contábeis das Instituições Financeiras [2866] <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">Autores: André Lamblet Dias; Rodrigo Carlos Marques Pereira;
Fabrícia de Farias da Silva Constantino; Claudia Ferreira da Cruz<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">Vídeo-resumo do trabalho: <a href="https://youtu.be/O1HglsVTi9g">https://youtu.be/O1HglsVTi9g</a><o:p></o:p></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/O1HglsVTi9g" width="320" youtube-src-id="O1HglsVTi9g"></iframe></span></div><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: verdana;"><span face="Candara, sans-serif" style="font-size: 12pt;">Íntegra do Artigo: </span><a href="https://congressousp.fipecafi.org/anais/Anais2020/ArtigosDownload/2866.pdf" style="font-size: 12pt;">https://congressousp.fipecafi.org/anais/Anais2020/ArtigosDownload/2866.pdf</a></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">3) Gerenciamento de Resultado por meio de PECLD em
Instituições Financeiras Brasileiras no período de 2013 a 2017 [2520] - XVII
Congresso USP de Iniciação Científica em Contabilidade<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">Autores: Larissa Vieira Martins; Claudia Ferreira da Cruz<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">Vídeo-resumo do trabalho: <a href="https://youtu.be/kcken73cIKs">https://youtu.be/kcken73cIKs</a></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/kcken73cIKs" width="320" youtube-src-id="kcken73cIKs"></iframe></span></div><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: verdana;"><span face="Candara, sans-serif" style="font-size: 12pt;">Íntegra do Artigo: </span><a href="https://congressousp.fipecafi.org/anais/Anais2020/ArtigosDownload/2520.pdf" style="font-size: 12pt;">https://congressousp.fipecafi.org/anais/Anais2020/ArtigosDownload/2520.pdf</a>. <span style="font-size: 12pt;">Este artigo é fruto da orientação de uma monografia de
graduação em Ciências Contábeis na UFRJ.</span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-size: 12pt;"><span style="font-family: verdana;">-- Participei virtualmente do <b><a href="http://dvl.ccn.ufsc.br/10congresso/anais/10CCF/index.htm">10ºCongresso UFSC de Controladoria e Finanças</a></b>, como coautora do artigo a
seguir, em parceira com discentes do PPGCC/UFRJ.</span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-size: 12pt;"><span style="font-family: verdana;">Artigo: Novo Relatório de Auditoria: O
impacto sobre as divulgações em notas explicativas <http://dvl.ccn.ufsc.br/10congresso/anais/10CCF/20200715214227_id.pdf><o:p></o:p></span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">
</span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-size: 12pt;"><span style="font-family: verdana;">Autores: Thais Azzolini Piva, Thiago
Macedo Pereira de Matos, Claudia Ferreira da Cruz<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">-- Participei virtualmente do <b><a href="http://anpcont.org.br/xiv-congresso-anpcont">XIV Congresso Anpcont - 2020</a></b>, como coordenadora da área temática Contabilidade e Setor Público (CSP), em parceria com o prof. Dimas Barreto de Queiroz (UFPB) e coautora do
artigo a seguir, em parceira com discentes do PPGCC/UFRJ.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">Artigo: Contabilidade regulatória e
transparência ativa na exploração de rodovias: um panorama Brasil – Itália [TEC552]<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">Autores: Tatiane Gomes Silva; Donato
Agnellini; Adriano Rodrigues; Claudia Ferreira da Cruz</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">-- Participei virtualmente <b>ICMA /
COGECONT 2020 - International Conference in Management and Accounting</b> como parecerista
ad hoc e coautora do artigo a seguir, fruto de uma dissertação de mestrado
defendida no PPGCC/UFRJ:<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">Artigo: Respostas Estratégicas ao Processo
de Implementação de Práticas Contábeis Oriundas da IPSAS 17: o Caso da Marinha
do Brasil [268721]<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">Autores: Vinícius da Silva Matos, Ana
Carolina Pimentel Duarte da Fonseca, Claudia Ferreira da Cruz</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">-- Participarei virtualmente do <b>XI
Congresso Nacional de Administração e Contabilidade - AdCont 2020</b> como parecerista
ad hoc e mediadora de sessões paralelas.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">-- Participarei virtualmente <b>VI
Congresso UnB de Contabilidade e Governança - 2020</b> como parecerista ad hoc,
avaliadora de projeto de consórcio doutoral e mediadora de sessões paralelas.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: verdana; font-size: 12pt; mso-bidi-font-family: "Times New Roman";">Além dos eventos citados, foram muitos
workshops, webinars, palestras, cursos... Tudo online, virtual, remoto... Outro
normal? Ou novo normal? Será que esse jeito remoto de viver é uma solução
provisória ou um caminho sem volta?</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span face=""Candara",sans-serif" style="font-size: 12pt; mso-bidi-font-family: "Times New Roman";"><span style="font-family: verdana;">Desejo que saibamos recomeçar a cada
dia e plantar em nós a semente de um ano realmente novo! Excelente começo de
ano para nós!</span><o:p></o:p></span></p>Claudia Cruzhttp://www.blogger.com/profile/09957572623157896144noreply@blogger.com0tag:blogger.com,1999:blog-2258255726066425351.post-69120436229972775612020-12-31T15:10:00.000-03:002020-12-31T15:10:12.533-03:00Amigo Secreto de Blogs 2020<p><span style="font-family: Candara, sans-serif; font-size: 12pt; text-align: justify;"><span style="color: #660000;">Este
ano foi realizada mais uma edição do amigo secreto entre os blogueiros de
contabilidade, desta vez com onze participantes, de nove blogs:</span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: Candara, sans-serif; font-size: 12pt;"><span style="color: #660000;">Alexandre Alcantara: <a href="http://alcantara.pro.br/portal/">Alcantara</a><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: Candara, sans-serif; font-size: 12pt;"><span style="color: #660000;">César Tibúrcio: <a href="http://www.contabilidade-financeira.com/">Contabilidade
Financeira</a><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: Candara, sans-serif; font-size: 12pt;"><span style="color: #660000;">Claudia Cruz: <a href="http://ideiascontabeis.blogspot.com.br/">Ideias
Contábeis</a><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: Candara, sans-serif; font-size: 12pt;"><span style="color: #660000;">Isabel Sales: <a href="http://www.contabilidade-financeira.com/">Contabilidade
Financeira</a><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: Candara, sans-serif; font-size: 12pt;"><span style="color: #660000;">Orleans Martins: <a href="http://informacaocontabil.blogspot.com.br/">Informação
Contábil</a><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: Candara, sans-serif; font-size: 12pt;"><span style="color: #660000;">Pedro Correia: <a href="http://www.contabilidade-financeira.com/">Contabilidade
Financeira</a><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: Candara, sans-serif; font-size: 12pt;"><span style="color: #660000;">Polyana Silva: <a href="http://historiascontabeis.blogspot.com.br/">Histórias
Contábeis</a><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: Candara, sans-serif; font-size: 12pt;"><span style="color: #660000;">Roberto Sousa Lima: <a href="https://panoramapublico.wordpress.com/">Panorama
Público</a><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: Candara, sans-serif; font-size: 12pt;"><span style="color: #660000;">Roberto Ushisima: <a href="https://www.alfavaloro.com/">Alfa Valoro</a><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: Candara, sans-serif; font-size: 12pt;"><span style="color: #660000;">Sandro Vieira Soares: <a href="http://acervocontabil.blogspot.com.br/">Acervo
Contábil</a><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: Candara, sans-serif; font-size: 12pt;"><span style="color: #660000;">Vladmir Ferreira Almeida: <a href="http://vladmirfalmeida.blogspot.com.br/">Vladmir
F Almeida</a></span></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;"><br /></span></span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Está
foi a quinta edição do amigo secreto. Nas edições anteriores, cada blogueiro
que recebia o presente do seu amigo secreto fazia uma postagem no blog com a
revelação. <o:p></o:p></span></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Neste
ano de trabalhos, reuniões e encontros remotos, tivemos uma inovação na
brincadeira: ao receber o presente do amigo secreto por correio, o presente
deveria permanecer fechado até o momento da revelação, que aconteceu em um
encontro virtual com a participação de todos! Foi um momento de muita
descontração.<o:p></o:p></span></span></p><p class="MsoNormal" style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBAYhNTuhorvkkJ3P6mag9y2Vg5v-1gMxqL65BGqXjHJFOAhv_soPqwv4EWW5oWGLbL_uxf4l3oO8oD0-6XzFaCsV6bPX8Dw062Qu8_pCfEzJyynIw2MCwognLv-ijHjN00VLOtTKiW7J4/s562/AmigoSecreto2020.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="color: #660000;"><img border="0" data-original-height="264" data-original-width="562" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBAYhNTuhorvkkJ3P6mag9y2Vg5v-1gMxqL65BGqXjHJFOAhv_soPqwv4EWW5oWGLbL_uxf4l3oO8oD0-6XzFaCsV6bPX8Dw062Qu8_pCfEzJyynIw2MCwognLv-ijHjN00VLOtTKiW7J4/s320/AmigoSecreto2020.jpeg" width="320" /></span></a></div><p></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Este
ano eu tirei o prof. César Tibúrcio do Blog Contabilidade Financeira, que foi presenteado
com chocolates e o Orleans Martins me tirou e me presentou com uma coleção de
livros.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">A
sequência de quem-tirou-quem: Alexandre > Polyana > Sandro > Roberto
José > Isabel > Pedro > Roberto Ushisima > Vladmir > Orleans
> Claudia > César > Alexandre<o:p></o:p></span></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Candara",sans-serif; font-size: 12.0pt; line-height: 107%; mso-bidi-font-family: "Times New Roman";"><span style="color: #660000;">Até
o próximo ano!</span><o:p></o:p></span></p>Claudia Cruzhttp://www.blogger.com/profile/09957572623157896144noreply@blogger.com2tag:blogger.com,1999:blog-2258255726066425351.post-28068469688375798542020-12-31T14:51:00.000-03:002020-12-31T14:51:03.104-03:00Anuidade CRC 2021<p style="text-align: justify;"><span style="color: #660000; font-family: verdana;">Prezad@s colegas contador@s,</span></p><p style="text-align: justify;"><span style="color: #660000; font-family: verdana;">É chegada a hora de provisionar o valor da anuidade 2021!</span></p><p style="text-align: justify;"><span style="color: #660000; font-family: verdana;"> A partir do dia 1º de janeiro, contadores, técnicos em contabilidade e organizações contábeis podem efetuar o pagamento das anuidades devidas aos Conselhos Regionais de Contabilidade (CRCs) para o exercício de 2021. De acordo com a Resolução n.º 1.605, de 26 de novembro de 2020, do Conselho Federal de Contabilidade (CFC), os valores das anuidades serão de:</span></p><p style="text-align: justify;"><span style="color: #660000; font-family: verdana;">I. R$562,00 para os contadores e R$503,00 para os técnicos em contabilidade;</span></p><p style="text-align: justify;"><span style="color: #660000; font-family: verdana;">II. para as organizações contábeis:</span></p><p style="text-align: justify;"><span style="color: #660000; font-family: verdana;">R$ 279,00 para Empresa Individual de Responsabilidade Limitada (Eireli) e para Sociedade Limitada Unipessoal (SLU);</span></p><p style="text-align: justify;"><span style="color: #660000; font-family: verdana;">R$ 562,00 para sociedades com 2 sócios;</span></p><p style="text-align: justify;"><span style="color: #660000; font-family: verdana;">R$ 844,00 para sociedades com 3 sócios;</span></p><p style="text-align: justify;"><span style="color: #660000; font-family: verdana;">R$ 1.128,00 para sociedades com 4 sócios; e</span></p><p style="text-align: justify;"><span style="color: #660000; font-family: verdana;">R$ 1.410,00 para sociedades acima de 4 sócios.</span></p><p style="text-align: justify;"><span style="color: #660000; font-family: verdana;">A guia para pagamento da anuidade foi encaminhada pelos correios e poderá também ser emitida no sítio do respectivo CRC na Internet. O pagamento pode ser realizado à vista ou em parcelas. A grande novidade deste ano é que será possível quitar a anuidade com o desconto para pagamento antecipado em janeiro e fevereiro e ainda parcelá-la em até 18 vezes no cartão de crédito com juros (*). Já no caso de parcelamento direto com o CRC, o limite será de até três parcelas mensais e a opção deve ser feita com o Conselho Regional de Contabilidade.</span></p><p style="text-align: justify;"><span style="color: #660000; font-family: verdana;">Descontos:</span></p><p style="text-align: justify;"><span style="color: #660000; font-family: verdana;">O profissional que fizer o pagamento à vista ou o parcelamento no cartão de crédito até o dia 31 de janeiro, receberá um desconto de 10% sobre o valor da anuidade. Para aqueles que negociarem nessas mesmas condições até o dia 28 de fevereiro o desconto será de 5%. </span></p><p style="text-align: justify;"><span style="color: #660000; font-family: verdana;">Fonte: <a href="https://cfc.org.br/noticias/anuidade-2021-confira-os-valores-as-formas-de-pagamento-e-os-descontos-especiais/">CFC</a></span></p>Claudia Cruzhttp://www.blogger.com/profile/09957572623157896144noreply@blogger.com0tag:blogger.com,1999:blog-2258255726066425351.post-83652665358401169092020-10-14T15:20:00.003-03:002020-10-14T15:21:25.871-03:00PPGCC/UFRJ: Processo Seletivo 2021<p><span style="color: #660000; font-family: verdana;">A Coordenação do Programa de Pós-Graduação em Ciências Contábeis – PPGCC da Universidade Federal do Rio de Janeiro – UFRJ, no uso de suas atribuições, nos termos do Regulamento do Programa e de acordo com as exigências da Resolução CEPG 01/2006 e 02/2013, torna pública a abertura de inscrições e estabelece normas relativas ao Exame de Seleção para o Curso de Mestrado e Doutorado em Ciências Contábeis, ano letivo de 2021.</span></p><p><span style="color: #660000; font-family: verdana;">Edital Mestrado: http://ppgcc.ufrj.br/images/selecao_2021/Edital-355---Mestrado-CC-T2021-1.pdf </span></p><p><span style="color: #660000; font-family: verdana;">Edital Doutorado: http://ppgcc.ufrj.br/images/selecao_2021/Edital-356---Doutorado-CC-T2021-1.pdf </span></p><p><span style="color: #660000; font-family: verdana;">Maiores informações: http://ppgcc.ufrj.br/</span></p>Claudia Cruzhttp://www.blogger.com/profile/09957572623157896144noreply@blogger.com0tag:blogger.com,1999:blog-2258255726066425351.post-76450098788159652322020-09-23T20:36:00.005-03:002020-09-23T20:36:45.088-03:00Feliz Dia do(a) Contador(a)<span style="color: #274e13; font-family: verdana;"> Feliz dia daqueles e daquelas que identificam, mensuram e registram ativos e passivos… </span><div><span style="color: #274e13; font-family: verdana;">Reconhecem receitas e despesas e apuram o resultado das entidades e geram benefícios para toda a sociedade.</span></div><div><span style="color: #274e13; font-family: verdana;">#diadocontador #contabilidade</span></div><div><br /></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSg8jAx8XwHfMp4nfzjM3NVASieh-RddZ7K7982RaV3P50-mOFHFFVXTS9t2BnD3dnojX80o5omrJlFxVzdS4Z2od1BqMApqe-lXSw3mdac71QfX02i7MXPFp0mdAQ3r6D_S_dtIKAPP4w/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="820" data-original-width="828" height="321" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSg8jAx8XwHfMp4nfzjM3NVASieh-RddZ7K7982RaV3P50-mOFHFFVXTS9t2BnD3dnojX80o5omrJlFxVzdS4Z2od1BqMApqe-lXSw3mdac71QfX02i7MXPFp0mdAQ3r6D_S_dtIKAPP4w/w358-h321/image.png" width="358" /></a></div><br /><br /></div>Claudia Cruzhttp://www.blogger.com/profile/09957572623157896144noreply@blogger.com0tag:blogger.com,1999:blog-2258255726066425351.post-80959400604154843382020-09-11T14:49:00.002-03:002020-09-11T14:49:10.153-03:00 XIV Congresso Anpcont será online<p><span style="background-color: white; color: #274e13; font-family: verdana; font-size: 15px; white-space: pre-wrap;">A organização do Congresso ANPCont 2020 informa que, diante do atual cenário, o congresso será realizado de forma virtual de 11 a 15 de dezembro de 2020.</span></p><div data-block="true" data-editor="4d8rd" data-offset-key="es7p8-0-0" style="background-color: white; font-size: 15px; white-space: pre-wrap;"><div class="_1mf _1mj" data-offset-key="es7p8-0-0" style="direction: ltr; position: relative;"><span data-offset-key="es7p8-0-0"><span style="color: #274e13; font-family: verdana;"><br data-text="true" /></span></span></div></div><div data-block="true" data-editor="4d8rd" data-offset-key="f09m9-0-0" style="background-color: white; font-size: 15px; white-space: pre-wrap;"><div class="_1mf _1mj" data-offset-key="f09m9-0-0" style="direction: ltr; position: relative;"><span data-offset-key="f09m9-0-0"><span style="color: #274e13; font-family: verdana;">A Diretoria e o Comitê Local avaliaram a situação da pandemia e pautados nas orientações dos órgãos de saúde internacionais, nacionais e locais, concluíram que não há condições seguras para realização do Congresso no formato presencial. Portanto, em conjunto com os coordenadores dos Programas de Pós-Graduação afiliados foi decidido que o evento em 2020 será virtual.</span></span></div></div><div data-block="true" data-editor="4d8rd" data-offset-key="75o-0-0" style="background-color: white; font-size: 15px; white-space: pre-wrap;"><div class="_1mf _1mj" data-offset-key="75o-0-0" style="direction: ltr; position: relative;"><span data-offset-key="75o-0-0"><span style="color: #274e13; font-family: verdana;"><br data-text="true" /></span></span></div></div><div data-block="true" data-editor="4d8rd" data-offset-key="ftpd0-0-0" style="background-color: white; font-size: 15px; white-space: pre-wrap;"><div class="_1mf _1mj" data-offset-key="ftpd0-0-0" style="direction: ltr; position: relative;"><span style="color: #274e13; font-family: verdana;"><span data-offset-key="ftpd0-0-0">Maiores informações estão disponíveis no site do Congresso </span><span class="py34i1dx">http://anpcont.org.br/xiv-congresso-anpcont/sobre/</span></span></div></div>Claudia Cruzhttp://www.blogger.com/profile/09957572623157896144noreply@blogger.com0tag:blogger.com,1999:blog-2258255726066425351.post-37063205527970106772020-09-03T11:38:00.003-03:002020-09-03T11:38:24.585-03:00Portaria para concessão de elogios<p><span style="color: #660000; font-family: verdana;">O Ministério do Desenvolvimento Regional publicou uma portaria regulamentando a concessão de elogios a servidores efetivos do Ministério!</span></p><p><span style="color: #660000; font-family: verdana;">De acordo com a portaria, os elogios serão propostos e fundamentados pela chefia imediata ou autoridade superior e concedidos pela prática de ato excepcional, de relevância profissional, humanitária e de interesse do bem comum.</span></p><p><span style="color: #660000; font-family: verdana;">Os atos que podem motivar a concessão de elogios são aqueles dignos de registro, por mérito profissional, intelectual ou comportamento social.</span></p><p><span style="color: #660000; font-family: verdana;">Este tipo de honraria se assemelha às moções de aplausos concedidas por casas legislativas (câmaras de vereadores e assembleias legislativas).</span></p><p><span style="color: #660000; font-family: verdana;">Qual o nome do filme?</span></p><p><span style="color: #660000; font-family: verdana;">The relevance lost! </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKNjXbBeQ28pLX-DX1hVcNEkqqoSoDpSIzjYQbBO29x6Zlrdr4E6TkHlH6PGkkOe73NVCE3SCC1C0yCEu-l-kvFl6vERvjHiSeQIDRt-585JBoCk07FZanJhF0LC4tdW0buxHx1_p3fpUj/s841/Elogios.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="color: #660000; font-family: verdana;"><img border="0" data-original-height="841" data-original-width="828" height="500" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKNjXbBeQ28pLX-DX1hVcNEkqqoSoDpSIzjYQbBO29x6Zlrdr4E6TkHlH6PGkkOe73NVCE3SCC1C0yCEu-l-kvFl6vERvjHiSeQIDRt-585JBoCk07FZanJhF0LC4tdW0buxHx1_p3fpUj/w493-h500/Elogios.jpg" width="493" /></span></a></div><p><span style="color: #660000; font-family: verdana;">Acesso à integra da portaria: https://sei.mi.gov.br/sei/publicacoes/controlador_publicacoes.php?acao=publicacao_visualizar&id_documento=2758199&id_orgao_publicacao=0</span></p>Claudia Cruzhttp://www.blogger.com/profile/09957572623157896144noreply@blogger.com4tag:blogger.com,1999:blog-2258255726066425351.post-42302026568616563712020-09-02T12:21:00.001-03:002020-09-02T12:21:16.504-03:00Participação social no ciclo de políticas públicas<p><span style="color: #660000;"> Sobre direito e garantia de participação social nos processos de políticas públicas</span></p><p><span style="color: #660000;">A Emenda Constitucional nº 108/2020 incluiu um parágrafo único no Art. 193 da nossa Constituição Federal:</span></p><p><i><span style="color: #073763;">“Art. 193. A ordem social tem como base o primado do trabalho, e como objetivo o bem-estar e a justiça sociais.</span></i></p><p><i><span style="color: #073763;">Parágrafo único. O Estado exercerá a função de planejamento das políticas sociais, assegurada, na forma da lei, a PARTICIPAÇÃO DA SOCIEDADE NOS PROCESSOS DE FORMULAÇÃO, DE MONITORAMENTO, DE CONTROLE E DE AVALIAÇÃO DESSAS POLÍTICAS.”</span></i></p><p><span style="color: #660000;">Vamos ver o que teremos de regulamentação para efetivar essa participação da sociedade em todo o ciclo das políticas públicas.</span></p>Claudia Cruzhttp://www.blogger.com/profile/09957572623157896144noreply@blogger.com1tag:blogger.com,1999:blog-2258255726066425351.post-1530167920678576822020-08-18T17:07:00.008-03:002020-08-19T17:25:20.491-03:00Inexigibilidade de licitação para serviços contábeis<div><p class="MsoNormal" style="clear: left; float: left; line-height: normal; margin-bottom: 1em; margin-right: 1em; text-align: justify;"><img alt="Evento internacional discute padronização de normas contábeis para ..." src="https://www.contabilidadenatv.com.br/wp-content/uploads/2017/07/1-209.jpg" /></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 6pt; text-align: justify;"><span style="color: #990000; font-family: verdana;"><br /></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 6pt; text-align: justify;"><span style="color: #990000; font-family: verdana;">Esta semana foi
aprovada a <a href="https://www2.camara.leg.br/legin/fed/lei/2020/lei-14039-17-agosto-2020-790542-publicacaooriginal-161309-pl.html">Lei nº 14.039, de 17 de agosto de 2020</a>. Esta lei promoveu alterações
no Estatuto da OAB e no Decreto-Lei nº 9.295/1946, que rege o exercício da profissão
contábil no Brasil. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6pt; text-align: justify;"><span style="color: #990000; font-family: verdana;">O objetivo principal
da alteração da lei é dispor sobre a natureza técnica e singular dos serviços
prestados por advogados e por profissionais de contabilidade.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6pt; text-align: justify;"><span style="color: #990000; font-family: verdana;">Porém o mais
importante são as implicações práticas dessa alteração: com esse enquadramento
expresso dos serviços contábeis como de natureza técnica e singular, esses
serviços podem ser contratados por inexigibilidade de licitação. Em outras
palavras: sem licitação.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6pt; text-align: justify;"><span style="color: #990000; font-family: verdana;">Além de todos os
problemas que costumamos ver noticiados sobre contratações sem licitação nos
diversos níveis da administração pública, isso implica também em risco real de
redução ainda maior da realização de concursos públicos para contratação de contadores.
<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6pt; text-align: justify;"><span style="color: #990000;"><span style="font-family: verdana;">Apesar de a lei pontuar
a necessidade de comprovar notória especialização profissional, a experiência
tem mostrado que essa comprovação pode ter caráter apenas burocrático e </span><span style="font-family: verdana;">cerimonial</span><span style="font-family: verdana;">.</span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6pt; text-align: justify;"><span style="color: #990000; font-family: verdana;">Outro ponto é o risco
real de fechar o mercado a jovens profissionais que gostariam de atuar em
órgãos públicos, mas não teriam como comprovar notória especialização. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6pt; text-align: justify;"><span style="font-family: verdana;"><span style="color: #990000;"><b>Que acharam dessa alteração?</b></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6pt; text-align: justify;"><span style="color: #990000; font-family: verdana;">Trecho da Lei nº 14.039/2020 que se
refere aos serviços contábeis:<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6pt; text-align: justify;"><span style="color: #990000; font-family: trebuchet;"><i>Art. 2º O art. 25 do
<a href="http://www.planalto.gov.br/ccivil_03/Decreto-Lei/Del9295.htm">Decreto-Lei nº 9.295, de 27 de maio de 1946</a>, passa a vigorar acrescido dos
seguintes §§ 1º e 2º:<o:p></o:p></i></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6pt; text-align: justify;"><span style="color: #990000; font-family: trebuchet;"><i>"Art. 25. <o:p></o:p></i></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6pt; text-align: justify;"><span style="color: #990000; font-family: trebuchet;"><i>§ 1º Os serviços
profissionais de contabilidade são, por sua natureza, técnicos e singulares,
quando comprovada sua notória especialização, nos termos da lei.<o:p></o:p></i></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6pt; text-align: justify;"><span style="color: #990000; font-family: trebuchet;"><i>§ 2º Considera-se
notória especialização o profissional ou a sociedade de profissionais de
contabilidade cujo conceito no campo de sua especialidade, decorrente de
desempenho anterior, estudos, experiências, publicações, organização,
aparelhamento, equipe técnica ou de outros requisitos relacionados com suas
atividades, permita inferir que o seu trabalho é essencial e indiscutivelmente
o mais adequado à plena satisfação do objeto do contrato."</i></span></p></div><div><br /></div>
<div>
<br /></div>
Claudia Cruzhttp://www.blogger.com/profile/09957572623157896144noreply@blogger.com5tag:blogger.com,1999:blog-2258255726066425351.post-55199655045823015302020-07-20T16:22:00.000-03:002020-07-31T11:21:56.766-03:00AdCont 2020 - Chamada Artigos<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">Em virtude da pandemia da COVID-19, o AdCont 2020 adotará um
formato virtual como forma de seguir as orientações das autoridades sanitárias,
assegurando a precaução com a saúde dos participantes sem deixar de oferecer um
espaço de discussão acadêmica de qualidade para que os pesquisadores das áreas
de ADMINISTRAÇÃO e CONTABILIDADE possam apresentar e discutir suas pesquisas.<o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">Deste modo, em 2020 o AdCont será parcialmente interativo,
com apresentações síncronas e assíncronas.</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="color: #073763;"><img alt="" height="77" 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" width="400" /></span></div>
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<b><span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;"><br /></span></span></b></div>
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<b><span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">Datas Importantes:<o:p></o:p></span></span></b></div>
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<span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">• Submissões: <u>De 20 de Julho a 20 de Agosto de 2020</u><o:p></o:p></span></span></div>
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<span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">• Resultados: De 26 a 29 de Setembro de 2020<o:p></o:p></span></span></div>
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<span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">• Inscrições: 01 de Agosto a 13 de Novembro de 2020<o:p></o:p></span></span></div>
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<span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">• Submissão da Apresentação: De 30 de Setembro a 20 de
Outubro de 2020<o:p></o:p></span></span></div>
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<span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">* Em breve divulgaremos maiores detalhes a respeito do
processo de submissão das<o:p></o:p></span></span></div>
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<span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">apresentações.<o:p></o:p></span></span></div>
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<br /></div>
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<span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">Desta maneira o Congresso Nacional de Administração e Contabilidade
(AdCont) convoca a comunidade acadêmica das áreas de Administração e
Contabilidade a participarem de sua 11ª edição a ser realizada virtualmente no
nos dias 11, 12 e 13 de novembro de 2020.<o:p></o:p></span></span></div>
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<br /></div>
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<span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">O AdCont 2020 tem como objetivos: (1) Debater os temas
relevantes em Administração e Ciências Contábeis, abordando aspectos referentes
aos temas do evento, (2) Divulgar a produção técnico-científica da área e (3)
Fortalecer a produção científica e o intercâmbio acadêmico dos Programas de
Pós-Graduação em Administração e Ciências Contábeis do Rio de Janeiro e do país
e a possibilidade de abrir novas frentes de colaboração em pesquisas localmente
e no exterior.<o:p></o:p></span></span></div>
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<br /></div>
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<span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">Para isso convida pesquisadores, docentes e discentes a
submeterem seus trabalhos de pesquisa entre os dias 20 de julho e 20 de agosto
de 2020 nos seguintes temas:<o:p></o:p></span></span></div>
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<b><span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">-- Divisão de Administração<o:p></o:p></span></span></b></div>
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<span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">o Estratégia, Organizações e Gestão da Informação<o:p></o:p></span></span></div>
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<span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">o Gestão de Operações e Logística<o:p></o:p></span></span></div>
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<span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">o Gestão de Pessoas<o:p></o:p></span></span></div>
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<span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">o Marketing<o:p></o:p></span></span></div>
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<br /></div>
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<b><span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">-- Divisão de Ciências Contábeis<o:p></o:p></span></span></b></div>
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<span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">o Auditoria e Perícia Contábil<o:p></o:p></span></span></div>
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<span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">o Contabilidade Financeira<o:p></o:p></span></span></div>
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<span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">o Contabilidade e Controle Gerencial<o:p></o:p></span></span></div>
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<span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">o Gestão e Contabilidade de Custos<o:p></o:p></span></span></div>
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<b><span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">-- Divisão de Interface entre Administração e Ciências
Contábeis<o:p></o:p></span></span></b></div>
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<span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">o Ensino e Pesquisa em Administração e Contabilidade<o:p></o:p></span></span></div>
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<span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">o Finanças Corporativas e Mercado Financeiro<o:p></o:p></span></span></div>
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<span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">o Gestão e Contabilidade Pública<o:p></o:p></span></span></div>
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<span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">o Empreendedorismo e Inovação<o:p></o:p></span></span><br />
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<span style="color: #073763; font-family: candara, sans-serif;"><b>-- Divisão Environmental Management Accounting - EMAN</b></span><br />
<span style="color: #073763; font-family: candara, sans-serif;">o</span><span style="color: #073763; font-family: candara, sans-serif;"> </span><span style="color: #073763; font-family: candara, sans-serif;">Gestão e Contabilidade Ambiental e para a Sustentabilidade</span></div>
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<span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">Os trabalhos poderão ser submetidos em duas modalidades:<o:p></o:p></span></span></div>
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<span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">• Trabalhos de Pós-Graduação<o:p></o:p></span></span></div>
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<span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">• Trabalhos de Graduação<o:p></o:p></span></span></div>
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<span style="font-family: "candara" , sans-serif; mso-bidi-font-family: "Times New Roman";"><span style="color: #073763;">Dúvidas podem ser esclarecidas no email: <a href="mailto:adcont@facc.ufrj.br">adcont@facc.ufrj.br</a><o:p></o:p></span></span></div>
<span style="color: #073763;"><span style="font-family: "candara" , sans-serif; font-size: 11.0pt; line-height: 107%;">Site do evento: </span><span style="font-family: "candara" , sans-serif; font-size: 11.0pt; line-height: 107%;"><a href="http://www.adcont.net/index.php/adcont/adcont2020/index">http://www.adcont.net/index.php/adcont/adcont2020/index</a></span></span>Claudia Cruzhttp://www.blogger.com/profile/09957572623157896144noreply@blogger.com0tag:blogger.com,1999:blog-2258255726066425351.post-25149252686560872322020-06-17T19:38:00.001-03:002020-06-17T19:38:22.541-03:00Consórcio Doutoral e Mestral do XIV Congresso ANPCont<br />
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<a href="https://scontent.fsdu5-1.fna.fbcdn.net/v/t1.0-9/104167306_10217170584629114_4849431486958102994_n.jpg?_nc_cat=100&_nc_sid=8bfeb9&_nc_oc=AQlUaFBrTJc7GWJns3kL_WonXRG6DqO-MNXJXAtKsu7bzrDUwOnlf0oIZ2h-yocHNfPqUgFiCx8aW77skxXlo46L&_nc_ht=scontent.fsdu5-1.fna&oh=10dbfe115411d785ed6eab0902d59bdc&oe=5F118DA8" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="color: #741b47; font-family: Trebuchet MS, sans-serif;"><b><img border="0" data-original-height="800" data-original-width="800" height="320" src="https://scontent.fsdu5-1.fna.fbcdn.net/v/t1.0-9/104167306_10217170584629114_4849431486958102994_n.jpg?_nc_cat=100&_nc_sid=8bfeb9&_nc_oc=AQlUaFBrTJc7GWJns3kL_WonXRG6DqO-MNXJXAtKsu7bzrDUwOnlf0oIZ2h-yocHNfPqUgFiCx8aW77skxXlo46L&_nc_ht=scontent.fsdu5-1.fna&oh=10dbfe115411d785ed6eab0902d59bdc&oe=5F118DA8" width="320" /></b></span></a></div>
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<span style="color: #741b47; font-family: Trebuchet MS, sans-serif;"><b>O Consórcio Doutoral e Mestral do XIV Congresso ANPCont ocorrerá online nos dias 20 e 27 de junho de 2020.</b></span><br />
<span style="color: #741b47; font-family: Trebuchet MS, sans-serif;"><b>Participem das apresentações dos projetos aprovados!</b></span><br />
<span style="color: #741b47; font-family: Trebuchet MS, sans-serif;"><b>Acessem as salas virtuais no dia e horário agendados. </b></span><br />
<span style="color: #741b47; font-family: Trebuchet MS, sans-serif;"><b>Não é necessário fazer inscrição. A programação e o link de cada sala virtual estão disponíveis no site da ANPCont:</b></span><br />
<span style="color: #741b47; font-family: Trebuchet MS, sans-serif;"><b>https://bit.ly/2Yc66Tj</b></span>Claudia Cruzhttp://www.blogger.com/profile/09957572623157896144noreply@blogger.com0tag:blogger.com,1999:blog-2258255726066425351.post-82254949838915921082020-06-16T17:13:00.000-03:002020-06-16T17:13:06.130-03:00Call fo papers "Impactos da COVID-19 nas organizações"<br />
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<span style="mso-no-proof: yes;"><span style="color: #0c343d; font-family: Trebuchet MS, sans-serif;">RAE abre chamada de
trabalhos sobre os impactos da COVID-19 nos vários campos de atuação da
Administração de Empresas<o:p></o:p></span></span></div>
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<span style="mso-no-proof: yes;"><span style="color: #0c343d; font-family: Trebuchet MS, sans-serif;">Intitulada "Impactos
da COVID-19 nas organizações" a chamada conta com os editores convidados
Alessandra de Sá Mello da Costa (IAG/PUC-Rio, Brasil), Ely Laureano Paiva (FGV
EAESP, Brasil), Marcus Vinícius Peinado Gomes (Cardiff University, País de
Gales) e Vinicius Brei (UFRGS, Brasil).<o:p></o:p></span></span></div>
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<span style="mso-no-proof: yes;"><span style="color: #0c343d; font-family: Trebuchet MS, sans-serif;">Com o propósito de
disseminar o conhecimento que está sendo produzido nesse momento sobre os
impactos do COVID-19, nos vários campos de atuação da Administração de
Empresas, a RAE abre uma chamada para artigos de até 4.000 palavras.<o:p></o:p></span></span></div>
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<span style="mso-no-proof: yes;"><span style="color: #0c343d; font-family: Trebuchet MS, sans-serif;">Temas de interesse:<o:p></o:p></span></span></div>
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<span style="mso-no-proof: yes;"><span style="color: #0c343d; font-family: Trebuchet MS, sans-serif;">• Impacto do COVID-19 em
empresas familiares<o:p></o:p></span></span></div>
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<span style="mso-no-proof: yes;"><span style="color: #0c343d; font-family: Trebuchet MS, sans-serif;">• Tomada de decisão em
tempos de pandemia<o:p></o:p></span></span></div>
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<span style="mso-no-proof: yes;"><span style="color: #0c343d; font-family: Trebuchet MS, sans-serif;">• Perspectivas para
negócios no cenário atual<o:p></o:p></span></span></div>
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<span style="mso-no-proof: yes;"><span style="color: #0c343d; font-family: Trebuchet MS, sans-serif;">• Desafios para logística e
cadeias de suprimentos<o:p></o:p></span></span></div>
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<span style="mso-no-proof: yes;"><span style="color: #0c343d; font-family: Trebuchet MS, sans-serif;">• Questões de diversidade e
gênero no contexto atual<o:p></o:p></span></span></div>
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<span style="mso-no-proof: yes;"><span style="color: #0c343d; font-family: Trebuchet MS, sans-serif;">• Papel do terceiro setor
em tempos de COVID-19<o:p></o:p></span></span></div>
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<span style="mso-no-proof: yes;"><span style="color: #0c343d; font-family: Trebuchet MS, sans-serif;">• Parcerias entre empresas
e terceiro setor<o:p></o:p></span></span></div>
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<span style="mso-no-proof: yes;"><span style="color: #0c343d; font-family: Trebuchet MS, sans-serif;">• Novas formas de marketing
digital<o:p></o:p></span></span></div>
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<span style="mso-no-proof: yes;"><span style="color: #0c343d; font-family: Trebuchet MS, sans-serif;">• Comportamento do
Consumidor em isolamento social<o:p></o:p></span></span></div>
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<span style="mso-no-proof: yes;"><span style="color: #0c343d; font-family: Trebuchet MS, sans-serif;">• Indústria da Saúde<o:p></o:p></span></span></div>
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<span style="mso-no-proof: yes;"><span style="color: #0c343d; font-family: Trebuchet MS, sans-serif;">• Novas formas de gestão de
pessoas<o:p></o:p></span></span></div>
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<span style="mso-no-proof: yes;"><span style="color: #0c343d; font-family: Trebuchet MS, sans-serif;">• Ensino de Administração
em tempos de pandemia<o:p></o:p></span></span></div>
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<span style="mso-no-proof: yes;"><span style="color: #0c343d; font-family: Trebuchet MS, sans-serif;">• E outros temas que sejam
pertinentes à compreensão do cenário atual e futuro das organizações<o:p></o:p></span></span></div>
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<span style="color: #0c343d; font-family: Trebuchet MS, sans-serif;"><span style="mso-no-proof: yes;">Maiores informações no link: </span><a href="https://rae.fgv.br/sites/rae.fgv.br/files/arquivos/rae_chamada_de_trabalho_impactos_da_covid-19_nas_organizacoes.pdf">https://rae.fgv.br/sites/rae.fgv.br/files/arquivos/rae_chamada_de_trabalho_impactos_da_covid-19_nas_organizacoes.pdf</a><span style="mso-no-proof: yes;"><o:p></o:p></span></span></div>
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Claudia Cruzhttp://www.blogger.com/profile/09957572623157896144noreply@blogger.com0tag:blogger.com,1999:blog-2258255726066425351.post-13422340561416916512020-06-04T20:48:00.000-03:002020-06-04T20:48:20.635-03:00Meu Mestrado e Doutorado em Contabilidade Pública<div style="text-align: left;">
<span style="color: #073763; font-family: Trebuchet MS, sans-serif;">Hoje a rede Young Researchers in Public Sector Accounting (https://www.facebook.com/YR.PublicSectorAccounting/) concluiu a edição 2020 do fórum Meu Mestrado e Doutorado em Contabilidade Pública, em que foram discutidos 11 projetos de interessados em cursar Mestrado e Doutorado na área. </span></div>
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<span style="color: #073763; font-family: Trebuchet MS, sans-serif;">Acompanhe as publicações e atividades do YR também no Instagram (https://www.instagram.com/yr.psa/)</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvQmwMIEyyQ5ohkvS4zq3fsQvRLCrL4q9jJJTJLyL63YU9mF7ASaCLPy8w6b7A6ATG9sK1DtUmI1t2MGIXWojhgeJdHfa8ldY9T6afJm5HOqo6lY-aFKtU-00S2TGBGPKeAyKNjfOXR1-j/s1600/YR-MMD-2020.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="825" data-original-width="828" height="318" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvQmwMIEyyQ5ohkvS4zq3fsQvRLCrL4q9jJJTJLyL63YU9mF7ASaCLPy8w6b7A6ATG9sK1DtUmI1t2MGIXWojhgeJdHfa8ldY9T6afJm5HOqo6lY-aFKtU-00S2TGBGPKeAyKNjfOXR1-j/s320/YR-MMD-2020.jpeg" width="320" /></a></div>
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Claudia Cruzhttp://www.blogger.com/profile/09957572623157896144noreply@blogger.com0tag:blogger.com,1999:blog-2258255726066425351.post-7819216180383401792020-04-23T20:16:00.000-03:002020-04-23T20:16:17.156-03:00Podcast Mestre Contábil<span style="color: #660000; font-family: Trebuchet MS, sans-serif;">Estamos divulgando o podcast Mestre Contábil, uma iniciativa da profa. Marcia Carvalho, co-autora do livro Contabilidade Geral: Uma Abordagem Interativa. Os três primeiros episódios já estão disponíveis:</span><br />
<span style="color: #660000; font-family: Trebuchet MS, sans-serif;"><br /></span>
<span style="font-family: Trebuchet MS, sans-serif;"><b><span style="color: #20124d;">Episódio I - Pandemia do Coronavírus: O que a Contabilidade tem a ver com isso?</span></b><span style="color: #660000;"> (23 minutos) </span></span><br />
<span style="color: #660000; font-family: Trebuchet MS, sans-serif;">Link para o podcast: https://open.spotify.com/episode/67rXxx0pSYSMC7qScmHZEY </span><br />
<span style="color: #660000; font-family: Trebuchet MS, sans-serif;">Na estreia do Podcast Mestre Contábil falaremos sobre o papel da Contabilidade na Pandemia do Coronavírus. A ideia desse primeiro podcast surgiu após a leitura do artigo dos professores Natan Szuster e Eliseu Martins: "Proposta Para constituição da Reserva para Contingências em virtude da Pandemia do Coronavírus". Para abordar esse assunto de um modo que os alunos dos primeiros períodos de Contabilidade entendam, convidamos o ex-aluno da Profa. Márcia Carvalho na UFRJ: Lucas Giovanelli. Ele, que trabalha na PwC, irá responder à algumas perguntas dos alunos dos primeiros períodos representados pela aluna também da UFRJ: Tauany Silva.</span><br />
<span style="color: #660000; font-family: Trebuchet MS, sans-serif;"><br /></span>
<span style="font-family: Trebuchet MS, sans-serif;"><b><span style="color: #20124d;">Episódio II - Por que estudar Contabilidade?</span></b><span style="color: #660000;"> (46 minutos) </span></span><br />
<span style="color: #660000; font-family: Trebuchet MS, sans-serif;">Link para o podcast: https://open.spotify.com/episode/5jvsmvMrFlqyJB6h4ITcCX </span><br />
<span style="color: #660000; font-family: Trebuchet MS, sans-serif;">No segundo episódio do Podcast Mestre Contábil abordaremos a seguinte questão: Por que estudar Contabilidade? Para responder à essa pergunta convidamos a Profa. Claudia Cruz, professora da graduação e pós-graduação em Ciências Contábeis da UFRJ, autora do blog Ideias Contábeis e co-autora do livro Contabilidade Geral: uma abordagem interativa.</span><br />
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<span style="font-family: Trebuchet MS, sans-serif;"><b><span style="color: #20124d;">Episódio III - Áreas de Atuação: Auditoria e Perícia Contábil </span></b><span style="color: #660000;">(55 minutos)</span></span><br />
<span style="color: #660000; font-family: Trebuchet MS, sans-serif;">Link para o podcast: https://open.spotify.com/episode/71gpO4lim7aBHqJ2yzOT0K</span><br />
<span style="color: #660000; font-family: Trebuchet MS, sans-serif;">No terceiro episódio do Podcast Mestre Contábil estreiaremos uma série de episódios sobre as Áreas de Atuação do Contador. Nesse primeiro episódio dessa série falaremos sobre as seguintes áreas: Auditoria e Perícia Contábil. Para isso convidamos dois profissionais para responderem às questões enviadas pelos alunos sobre essas áreas de atuação: Fernando Borges – Perito Contábil além de professor, e Luiz Wolf – Sócio-Diretor da KPMG na área de impostos e, também, professor.</span><br />
<span style="color: #660000; font-family: Trebuchet MS, sans-serif;"><br /></span>
<span style="color: #660000; font-family: Trebuchet MS, sans-serif;">Para acompanhar novidades e atualizações do podcast, bem como enviar perguntas e sugestões de temas, siga o perfil do Livro “Contabilidade geral: uma abordagem interativa” e do Jogo de Simulação de Escritório Contábil (<a href="https://www.instagram.com/profa.marciacarvalho/">https://www.instagram.com/profa.marciacarvalho/</a>) no Instagram.</span><br />
<br />Claudia Cruzhttp://www.blogger.com/profile/09957572623157896144noreply@blogger.com0