tag:blogger.com,1999:blog-42069350964907346212024-03-05T03:01:37.629-08:00Quimicando e Aprendendo!!!O blog Quimicando e Aprendendo tem o intuito de enriquecer os conhecimentos do publico, como por exemplo, aos alunos de Educação a Distância (EaD) que navegam por ambientes virtuais e que apresentam interesse em uma área tão vasta e com inumeras aplicações. Sejam bem-vindos e desfrutem desta ferramenta para o seu crescimento como uma aprendizagem colaborativa em Química.Túlio Ítalo_Tutor_EaDhttp://www.blogger.com/profile/04079692769856742480noreply@blogger.comBlogger14125tag:blogger.com,1999:blog-4206935096490734621.post-1294267698652493192013-12-17T07:07:00.001-08:002013-12-17T07:10:16.854-08:00Chat: aplicação no ensino superior e seus beneficios!<br />
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<tr><td class="tr-caption" style="text-align: center;"><b><i>Demonstração da tela de uma sala de chat no ambiente virtual.</i></b></td></tr>
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O assunto sobre chats é muito importante, principalmente, como ferramenta aplicada aos dias de hoje em ambientes virtuais e presenciais. O processo educativo é essencialmente comunicativo, por ser realizado sempre por meio do ato comunicativo entre os docentes e os discentes. Por isso, tanto na educação presencial quanto na educação a distância, a comunicação é um problema pedagógico a ser resolvido.<br />
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No âmbito da Educação a Distância (EaD), a interrelação entre os docentes e os discentes é estabelecida de modo fundamental por meio da linguagem escrita, diferentemente da prática educativa realizada no ensino presencial, em que prevalece a comunicação oral. Convém ressaltar que, as linguagens oral e escrita têm características distintas relacionadas com a estrutura e a forma da comunicação, que podem ser consideradas como fatores relevantes para se pensar sobre o problema pedagógico proposto neste texto, qual seja a promoção de processos comunicativos que favoreçam a comunicação cooperativa. </div>
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No caso da comunicação mediada pelo computador (CMC), desde os elementos peculiares à linguagem até os elementos estéticos, podem-se problematizar as interlocuções entre os docentes e os discentes. Tal problema suscita a sensibilidade e a reflexão pedagógica docentes. É partindo da hipótese de que, o uso de </div>
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interfaces de comunicação síncrona em Ambientes Virtuais de Aprendizagem (AVA) tem potencial para favorecer o processo de construção e socialização do conhecimento, que nos propomos a discutir sobre o problema identificado e algumas alternativas para solucioná-lo. Como, por exemplo, destacamos o uso de </div>
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interfaces de comunicação síncrona, especialmente, do chat, e a possibilidade que ele tem de se constituir como recurso pedagógico que favoreça a aprendizagem e o êxito dos discentes em processos de ensino a distância.</div>
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De acordo com pesquisas bibliográficas, o termo “chat é um meio de comunicação dentre numerosos outros que utilizamos no dia a dia com os quais já estamos habituados”. Do seu ponto de vista, há uma diferença entre os chats em termos de recursos multimeios (combinação sincronizada de som, imagem, texto e animação), de modo que podemos dividi-los em três grupos: videoconferência - vídeo interativo bi ou multilateral; voice chat ou serviço de audioconferência .O chat educacional apresenta vantagens em relação a outras interfaces educacionais por possibilitar uma comunicação mais interligada uma com as outras. Segundo pesquisadores desta área a comunicação síncrona permite os participantes trocarem mensagens em tempo real, ou seja, o que é digitado na tela é visto simultaneamente pelos outros participantes. Porém, não se trata, pois, de um modelo de comunicação emissor/receptor, devido à ênfase à ideia de “sujeito comunicante” - sujeitos enquanto participantes do ato comunicativo.</div>
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O chat, então, é um espaço de comunicação on-line, onde docentes e discentes se encontram para construir conhecimentos. Tal construção ocorre por meio das relações interativas de ensino e aprendizagem estabelecidas entre eles. No entanto, como se trata de uma forma de interação que ocorre, mais precisamente, por meio da escrita, a comunicação por computador traz diversos desafios, visto que, se por um lado, o chat potencializa a interação, por outro, também torna maiores as probabilidades de mal entendidos e “relações que reproduzam assimetria das relações comumente existente no domínio pedagógico.</div>
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<i>"Chat: uma ferramenta benéfica a sociedade com grandes desafios a serem vencidos."</i></div>
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<b>Este link consta um arquivo em .pdf de muito valor educacional para o aprendizado sobre os chats na educação</b>. <a href="http://www.nehte.com.br/simposio/anais/Anais-Hipertexto-2012/Lebiam%20Tamar%20Silva%20Bezerra%20&%20Maria%20Jose%20Moreira%20da%20Silva%20&%20Rebecca%20Queiroz%20Bichara%20Dantas%20-%20Chats%20educacionais%20e%20mediacao%20pedagogica%20no%20ensino%20superior%20a%20distancia.pdf">Desafios mediados pelo computador: CHAT</a></div>
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Túlio Ítalo_Tutor_EaDhttp://www.blogger.com/profile/04079692769856742480noreply@blogger.com0tag:blogger.com,1999:blog-4206935096490734621.post-1419904853835677552013-11-25T08:33:00.002-08:002013-11-25T08:42:39.008-08:00Compartilhando exemplos vivenciados na EaD: a base da dialogicidade de Paulo Freire<div style="margin-bottom: 1.2em; padding: 0px; text-align: justify;">
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<b>UFC - Universidade Federal do Ceará</b></div>
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<b>Instituto UFC Virtual</b></div>
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<b>Pró-Reitoria de Pós-Graduação</b></div>
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<b>Coordenadoria de Pesquisa, Informação e Comunicação de Dados</b></div>
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<b>Divisão de Planejamento e Ensino</b></div>
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<b>Curso</b>: CFCT - Curso de Formação Continuada de Tutores Turma 2013/2</div>
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<b>Turma</b>: T-31 - Química</div>
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<b>Aula 03 </b>- Atividade de Blog: </div>
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Compartilhando exemplos de cada um dos elementos (amor, humildade, fé nos
homens, esperança e um pensar crítico) com situações reais ou algo chamado atenção sobre os elementos de dialogicidade de Paulo
Freire. </div>
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<b>Professor Formador</b>: Fernando Antonio de Castelo Branco e Ramos</div>
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<b>Cursista</b>: Tulio Italo da Silva Oliveira</div>
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<b>Data</b>: 25/11/2013</div>
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<tr><td class="tr-caption" style="text-align: center;"><i>"Extraída de um artigo da Scielo (Revista de Enfermagem),2012"</i></td></tr>
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<span style="font-family: Georgia, Times New Roman, serif;"><span style="line-height: 1.5em;"> Antes de iniciar a discussão encontrei esta figura bastante interessante, pois relaciona os elementos de dialogicidade de Paulo Freire com a EaD, através da comunicação e intercomunicação entre os polos presenciais. A partir dai, observa-se esta interação que traz benefícios quando se aplica verdadeiramente o que é estudado na teoria.</span></span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"><span style="line-height: 1.5em;"> </span></span><span style="font-family: Georgia, Times New Roman, serif;"><span style="line-height: 1.5em;">Um ponto muito importante desta temática abordada está ligado aos elementos de
dialogicidade de Paulo Freire. Como pode-se definir e caracterizar estes pilares de Paulo Freire?A seguir descreverei situações estratégicas a cerca destes elementos.</span></span><span style="font-family: Georgia, Times New Roman, serif;"><span style="line-height: 1.5em;"> </span></span></div>
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<li><span style="font-family: Georgia, Times New Roman, serif;"><span style="line-height: 1.5em;">É como pensar em educação sem o
amor, amor que deve estar nas atitudes do professor- tutor, pois
aquele que ama o que faz, faz com maior dedicação e </span><span style="line-height: 24px;">obtém</span><span style="line-height: 1.5em;"> exitos, assim como a afetividade. Quando o "tutor" ama o que faz os alunos logo
percebem e tem o incentivo a reproduzir a mesma didática. Na EaD esse
comportamento afetuoso pode ser expresso através de emotions, caixa
alta, repetição entre outros elementos desta forma tanto o tutor como os
próprios alunos podem demostrar seus sentimentos e emoções como se
estivessem em uma aula presencial.</span></span></li>
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<li><span style="font-family: Georgia, Times New Roman, serif;"><span style="line-height: 1.5em;">Outro elemento bastante explícito da filosofia de Paulo Freire é a humildade. O uso indispensável deste pilar está relacionado com a aprendizagem,
pois fica muito difícil haver uma troca quando um dos atores se põe em
lugar de superioridade em relação ao outro. Não ocorre crescimento quando um se opoe ao outro, em termos de conhecimento (de quem sabe mais ou exalta-se de que tem o melhor conceito de algo). Na EaD essa
humildade também é indispensável, pois quando um tutor se mostra de forma arrogante com o intuito, muitas vezes, de menosprezo com
os alunos ocorre um bloqueio de conhecimento e até mesmo de experiência para o tutor , pois neste caso não houve evolução nem aprendizado. Ao contrário existem tutores que sao mais humanos e que respeitam ,ajudam e aconselham de forma honesta e profissional os alunos e a partir desta metodologia aplicada ocorre o crescimento mútuo considerado como meta para um melhor rendimento.</span></span></li>
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<span style="font-family: Georgia, Times New Roman, serif;"><span style="line-height: 1.5em;">Vivenciamos em nosso cotidiano um pilar muito importante onde é a busca incesante, mesmo parecendo impossível. É a
esperança, elemente fundamental para a educação dialógica,pois é a que nos move, é o que nos faz
lutar pelos nossos ideais na busca do conhecimento "novo",querendo alcançar descobertas acreditando que é possível obtê-lo.</span></span></li>
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<li> <span style="font-family: Georgia,"Times New Roman",serif;">Com</span><span style="font-family: Georgia, Times New Roman, serif;"><span style="line-height: 1.5em;"> relação ao próximo fator dialógico</span></span> <span style="font-family: Georgia, Times New Roman, serif;"><span style="line-height: 1.5em;">o
pensar crítico mostra a busca pelo entendimento, pois ocorre o contraste entre o adquirir conhecimento enquanto ainda existem alunos e profissionais da educação que não se renovam através de estudos aplicados a sociedade e continuam alienados. Na EaD esta barreira é interposta em nosso dia-a-dia, incentivando os alunos (futuros profissionais que poderao está atuando na EaD como professores tutores) a irem em busca da produção do seu próprio ponto de vista, da autoavaliação ou até mesmo do seu próprio conhecimento utilizando as ferramentas dos ambientes virtuais ou presenciais. A velocidade do mundo está aumentando de forma que temos o dever de acompanhar e treinar nossos alunos a também entrar no ritmo em "tempo real" e encaixar-se no modelo imposto na EaD, por exemplo, a fim de obter êxito.</span></span></li>
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<i><span style="font-family: Georgia,"Times New Roman",serif;"><span style="line-height: 1.5em;"> </span> Por isso, devemos compreender estes elementos como chave de uma boa comunicação em todas as áreas, a fim de aplicá-los na prática cotidiana como forma de adquirir conhecimento.</span></i></div>
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<br />Túlio Ítalo_Tutor_EaDhttp://www.blogger.com/profile/04079692769856742480noreply@blogger.com2tag:blogger.com,1999:blog-4206935096490734621.post-49461374745041175932013-10-29T10:22:00.002-07:002013-10-29T10:22:39.890-07:00Ações de um Tutor!<div style="background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 13px; line-height: 18px; text-align: center;">
<b>UFC - Universidade Federal do Ceará</b></div>
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<b>Instituto UFC Virtual</b></div>
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<b>Pró-Reitoria de Pós-Graduação</b></div>
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<b>Coordenadoria de Pesquisa, Informação e Comunicação de Dados</b></div>
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<b>Divisão de Planejamento e Ensino</b></div>
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<b>Curso</b>: CFCT - Curso de Formação Continuada de Tutores Turma 2013/2</div>
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<b>Turma</b>: T-31 - Química</div>
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<b>Aula 01- B </b>- Atividade de Blog: </div>
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Ações de planejamento de um tutor e os passos antes, durante e depois da disciplina.</div>
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<b>Professor Formador</b>: Fernando Antonio de Castelo Branco e Ramos</div>
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<b>Cursista</b>: Tulio Italo da Silva Oliveira</div>
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<b>Data</b>: 29/10/2013</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh47V3jdnQCquh1fOSUxhSOfuVUTB9hyphenhyphenQmr8d2zVCYeL0iBKyWSHZJS2xVwWz0f87UJcHeF7y__-_MHrddtcj7VY_9kTrwLQFPr94vnvYx8corqe3Orz8eJcJgDTwGqIqoYvP8z886R_F_H/s1600/Tutor+%C3%A9+professor.png" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="172" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh47V3jdnQCquh1fOSUxhSOfuVUTB9hyphenhyphenQmr8d2zVCYeL0iBKyWSHZJS2xVwWz0f87UJcHeF7y__-_MHrddtcj7VY_9kTrwLQFPr94vnvYx8corqe3Orz8eJcJgDTwGqIqoYvP8z886R_F_H/s320/Tutor+%C3%A9+professor.png" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small; text-align: start;">(Fonte: Blog da internet)</span></td></tr>
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<span style="text-align: justify;">O acompanhamento por um tutor na EaD é um passo crucial para que o aluno possa persistir durante a caminhada e para isso ações precisam ser tomadas com intuito de aprimorar a metodologia. Os tutores apresentam uma formação que inclui os fundamentos, a construção e estrutura acerca do sistema de EaD, a fim de sustentar as bases pedagógicas da aprendizagem sobre o comportamento dos discentes. Inclui ainda os procedimentos de investigação e confecção de materiais didáticos nas mais diferentes mídias. O tutor deve possuir habilidades de comunicação, competência interpessoal, liderança, dinamismo, iniciativa, entusiasmo, criatividade, capacidade para trabalhar em equipes etc.</span><br />
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Em um ritmo acelerado em que vivemos e nesta sociedade plural e multicultural e em evolução acelerada cabe às instituições educativas atender às necessidades dos alunos, respeitando suas limitações e compensando as desigualdades por meio de auxílios qualitativos, contextualizados e direcionados a uma visão psicopedagógica contínua.</div>
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A figura do tutor deve situar-se numa posição estratégica, já que seu desempenho central é atuar como mediador entre currículo, interesses e capacidades do jovem agora e, no futuro, professores, pais e alunos; alunos entre si e nos processos de ensino-aprendizagem.</div>
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Para que se concretize as ações didáticas para um tutor é necessário que:<br />
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<li>No primeiro encontro com o aluno, o tutor deve expressar uma atitude de excelente receptividade para assegurar um clima motivacional de entendimento pleno;</li>
<li>Em seguida, informar o estudante sobre a estrutura e o funcionamento do sistema de EaD, dos meios didáticos utilizados e sistema de avaliação, etc. Comentar, ainda, o sentido e o papel da tutoria no processo de ensino e aprendizagem em EaD;</li>
<li>Analisar, com o estudante, os níveis de responsabilidade dos professores-tutores e de suas contribuições em diferentes atividades para garantir um processo de aprendizagem individual consistente;</li>
<li>Diferenciar para o estudante as funções de tutoria e de tutoria presencial, já que o sistema de EaD foi planejado para promover auxílio aos alunos que não podem realizar presencialmente o curso devido a vários fatores sócio-econômicos.</li>
<li>Após o semestre letivo os tutores passem a analisar em uma forma panoramica tudo que aconteceu e, principalmente, continuar a interagir com os alunos através de blogs, emails, encontros nos polos quando possível para que se possa ver o crescimento além da disciplina.</li>
<li>Ser tutor ágil, incentivador e intermediador faz toda diferença em todos os estágios de uma disciplina para os alunos.</li>
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<tr><td class="tr-caption" style="text-align: center;">"Ser tutor é ter ação de conquistar resultados onde se<br /> existe grande dificuldade na Educação a Distancia (EaD)"</td></tr>
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Túlio Ítalo_Tutor_EaDhttp://www.blogger.com/profile/04079692769856742480noreply@blogger.com3tag:blogger.com,1999:blog-4206935096490734621.post-9309033140007765362013-10-29T08:57:00.001-07:002013-10-29T09:00:30.141-07:00Experiência como Tutor: Desempenho e Desafios!<br />
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<b>UFC - Universidade Federal do Ceará</b></div>
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<b>Instituto UFC Virtual</b></div>
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<b>Pró-Reitoria de Pós-Graduação</b></div>
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<b>Coordenadoria de Pesquisa, Informação e Comunicação de Dados</b></div>
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<b>Divisão de Planejamento e Ensino</b></div>
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Curso: CFCT - Curso de Formação Continuada de Tutores Turma 2013/2</div>
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Turma: T-31 - Química</div>
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Aula 01+ Atividade de Blog - Descrição da primeira experiencia como tutor na EaD</div>
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Professor Formador: Fernando Antonio de Castelo Branco e Ramos</div>
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Cursista: Tulio Italo da Silva Oliveira</div>
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Data: 29/10/2013</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicn_OK428RpshDZe5DeUGwATO0P-9SHiYQo6eFFoasxDpYjzKqC5GA0xCpn5q1m5JczQecsoB80qNVSFH5ldIL7TvVBLyS-sQYbFgNpHRrHAyGiv7tSkHfQ_hICRfB1emO3L3woZHSJh8M/s1600/tutor.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicn_OK428RpshDZe5DeUGwATO0P-9SHiYQo6eFFoasxDpYjzKqC5GA0xCpn5q1m5JczQecsoB80qNVSFH5ldIL7TvVBLyS-sQYbFgNpHRrHAyGiv7tSkHfQ_hICRfB1emO3L3woZHSJh8M/s1600/tutor.jpg" /></a>Experiencias são sempre importantes para o nosso crescimento. Quando iniciei os trabalhos na EaD, após de ter concluído o curso de formação inicial, comecei a traçar metas para obter resultados satisfatórios, embora a primeira vez como tutor sempre é difícil devido a responsabilidade e de saber que pode se deparar com situações incomuns para você (sendo que para os tutores veteranos já se torna comum) e o grande desafio de tentar superar.<br />
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Os primeiros polos que iniciei foram Quixeramobim e Jaguaribe, sertão do Ceará. As viagens, distancia, tempo de chegada e de ministração da aula foram os primeiros desafios, que ao longo do semestre foram sendo contornados. Em termos de pratica discente o tutor se depara com desafios diferentes aos enfrentados durante um curso presencial. A dificuldade de acompanhar a disciplina por falta de base e conceitos fizeram com que eu pudesse entender e , assim, buscar esforços para lidar com as situações.<br />
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Em termos de adequação educacional, mesmo conhecendo e sabendo usar as novas tecnologias de comunicação, os alunos ainda não estão totalmente adaptados ao diálogo online, ou seja, ainda não adquirirama chamada personalidade eletrônica. Muitos alunos ainda não aprenderam a estudar<br />
longe do professor, e para suprir esta ausência estão no pólo os tutores. A simples presença do tutor no pólo motiva o aluno de ir até o pólo.<br />
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Na maioria das vezes o tutor ouve, aconselha e estuda com os alunos, mas em alguns casos os alunos só precisam falar e saber que tem alguém ali ouvindo e suprindo o lado afetivo de que o ser humano precisa e que o computador não tem para oferecer. Outra função que o tutor tem que assumir é o da cobrança constante do comprometimento com o tempo de estudo que o educando deve dedicar á sua</div>
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formação. </div>
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Enfim, ser tutor é crer e demonstrar que é possível vencer mesmo em meio as dificuldades que existam na educação a distancia, pois quando se buscar construir o novo é necessário ter obstáculos para conseguir vence-los.<br />
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(Os videos a seguir demonstram os conceitos sobre o desempenho de ser um tutor e foram extraídos do canal youtube de profissionais que atuam como tutores).<br />
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O "ser " tutor...</div>
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Muitas postagens virão...Continuem acompanhando este blog e sua opinião é muito importante para construirmos uma aprendizagem colaborativa e cooperativa.<br />
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"<b><i>TULIO ITALO</i></b>"<br />
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<br />Túlio Ítalo_Tutor_EaDhttp://www.blogger.com/profile/04079692769856742480noreply@blogger.com1tag:blogger.com,1999:blog-4206935096490734621.post-74066663503630209262012-11-06T11:40:00.000-08:002012-11-06T11:41:55.664-08:00Histórias e Vivências de alunos do EaD...Uma realidade brasileira! <span style="color: #660000; font-weight: bold;">Boa Tarde, Jovens cientistas!!!</span><br />
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Voltando com mais postagens sobre a grande diversidade na educação a distância.Hoje, mostraremos a realidade em nosso país de muitos alunos que ultrapassam barreiras almejando ser grandes profissionais através da nova metodologia empregada, a educação a distância (EaD).<br />
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<tr><td style="text-align: center;"><a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRayiRqcrHGSkRgchgEuZFKLpNGMjoldg0w_3tqq8v6-ckhJcfL" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img alt="" border="0" class="rg_hi uh_hi" data-height="221" data-width="228" height="193" id="rg_hi" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRayiRqcrHGSkRgchgEuZFKLpNGMjoldg0w_3tqq8v6-ckhJcfL" style="height: 221px; width: 228px;" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>Pertencente a reserva indígena ,<br /> aluno se destaca na educação a distância<br /> (EaD)</i></td></tr>
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Em todas as regiões do Brasil encontram-se depoimentos de estudantes que estão traçando seu caminho profissional com o surgimento da educação a distância, pois existem muitas localidades, como em reservas indígenas no estado de Roraima, que o ensino presencial tornar-se-ia muito difícil de acontecer. </div>
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O vídeo abaixo relata histórias e vivências de alunos de diversas cidades do país que estão tendo a oportunidade ímpar do primeiro contato com o computador em ambientes virtuais e aprendendo a navegar na internet. Essa troca de informações adequa o aluno as exigências do mercado competitivo tornando-os capacitados para atuarem em suas áreas de conhecimentos.</div>
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Ínumeras reportagens abrangem o futuro profissional de alunos recem-formados na EaD e uma destas, mostra a aceitação e ascensão no mercado de trabalho. Vale a pena assistir!!!</div>
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<b>Histórias e Vivências de alunos do EaD</b></div>
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/fawIz47qlJI?feature=player_embedded' frameborder='0'></iframe></div>
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<i><b>Adorei o vídeo, pois apresenta personagens que possuem
limitações geográficas (o presídio, a ilha, a aldeia) e físicas, as
quais poderiam impedi-los de expandir sua formação. A EaD possibilita a
inclusão de pessoas pertencentes a grupos sociais menos favorecidos, de
alguma forma, na nossa sociedade, e amplia o conhecimento.</b></i></div>
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<i><b>Foi emocionante. Parabéns!</b></i></div>
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<i><b><u>(Depoimento de uma internauta para o vídeo apresentado)</u></b></i></div>
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<b>Entrevista com alunos recém-formados pela EaD:</b></div>
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<b> Resultados e Perspectivas </b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4qqEMYTpS1aesfMK7XjNHqFm-lhI0-9fp1ikcde-9rrMqmBUVQFWeKhzoioZlYq-hbdN6YiMV9VQ8t68CQ-zTYqcUZWVbyak0sNk0PJ12PX9_oqo23PuQ1chodz8B-9gxUGukNqBnHJM3/s1600/Apresenta%C3%A7%C3%A3o2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4qqEMYTpS1aesfMK7XjNHqFm-lhI0-9fp1ikcde-9rrMqmBUVQFWeKhzoioZlYq-hbdN6YiMV9VQ8t68CQ-zTYqcUZWVbyak0sNk0PJ12PX9_oqo23PuQ1chodz8B-9gxUGukNqBnHJM3/s640/Apresenta%C3%A7%C3%A3o2.jpg" width="548" /></a></div>
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<i><b>Fonte: </b></i><a href="http://www.sabe.br/index.php?option=com_content&view=article&id=282:alunos-formados-em-sistemas-de-informacao-do-ead-se-destacam-no-mercado&catid=11:geral&Itemid=66.">http://www.sabe.br/index.php?option=com_content&view=article&id=282:alunos-formados-em-sistemas-de-informacao-do-ead-se-destacam-no-mercado&catid=11:geral&Itemid=66.</a></div>
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Aproveitem essa postagem para aprofundar em pesquisas que mostram grandes resultados por alunos que estudaram ou estudam na EaD como incentivo para adquirir novos conhecimentos.</div>
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<b><i><span style="color: #660000;"> Bons Estudos!!!</span></i></b></div>
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<b><i><span style="color: #660000;"><br /></span></i></b></div>
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<span style="background-color: #f3f3f3; color: #660000;"><i><b>"</b><span style="font-family: 'Trebuchet MS', Arial, Helvetica, sans-serif; font-size: 18px; font-weight: bold;">ESFORÇA-TE E SEREI CONTIGO" </span></i><span style="font-family: 'Trebuchet MS', Arial, Helvetica, sans-serif; font-size: 13px;"><i>Josué 1:8</i></span></span></div>
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Túlio Ítalo_Tutor_EaDhttp://www.blogger.com/profile/04079692769856742480noreply@blogger.com3tag:blogger.com,1999:blog-4206935096490734621.post-67725751398035652482012-11-05T07:36:00.002-08:002012-11-05T09:04:58.568-08:00Os alunos compartilhando a Química através da Internet!<div>
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<span style="color: #660000;"><b><i> Ola, Jovens cientistas!!!</i></b></span></div>
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Estamos retornando com mais postagens para uma maior aprendizagem colaborando com notícias, reportagens e documentários relacionados a interação dos alunos e professores com a Química. </div>
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<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQJl6PXXHCVbwIfKSDxi6aTxO4-h-9ltIA_1cC_I-iTIbD13l8ZaQ" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" class="rg_hi uh_hi" data-height="194" data-width="259" height="149" id="rg_hi" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQJl6PXXHCVbwIfKSDxi6aTxO4-h-9ltIA_1cC_I-iTIbD13l8ZaQ" style="height: 194px; width: 259px;" width="200" /></a></div>
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Hoje, já existe uma grande aprendizagem colaborativa nas escolas, Institutos, Universidades na área da Química. Os alunos realizam trabalhos científicos através de experiências que resultam em grandes conquistas para a ciência. As escolas publicas e particulares já exercitam essa metodologia através de feiras de inovação, como é o caso na USP e UNICAMP. Para os alunos de cursos de educação a distância (EaD) a realidade não é diferente, pois através dos ambientes virtuais esta prática também é desenvolvida através da colaboração entre os proprios alunos criando vídeos, apresentações em slides para compartilhamento em sites acadêmicos , como o Ebah (<a href="http://www.ebah.com.br/">www.ebah.com.br</a>), slideshare (<a href="https://www.slideshare.net/login">https://www.slideshare.net/login</a>) e dentre outros facilitando uma melhor busca tanto de materiais de apoio quanto de novos conhecimentos.</div>
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Os vídeos abaixo foram extraídos da internet, através do Youtube (<a href="http://www.youtube.com.br/">www.youtube.com.br</a>), e mostram o desempenho de alunos em diversos experimentos de Química aplicados ao nosso cotidiano. </div>
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<b> Experiência criativa comprovando as ligações intermoleculares e a tensão
superficial gerada na água.</b></div>
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<span class="long-title " dir="ltr" id="eow-title" title="Alunos da rede estadual participam do IV "Química em Ação" na UNICAMP"><span style="font-size: small;"> Alunos da rede estadual participam do IV "Química em Ação" na UNICAMP </span></span></h1>
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<span class="long-title " dir="ltr" id="eow-title" title="apresentação dos alunos do 3º ano c projeto de quimica"><span style="font-size: small;"> Apresentação de alunos concorrendo a Feira de Ciências</span></span></h1>
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Segue abaixo um link da reportagem do programa GLOBO UNIVERSIDADE , da rede Globo, que mostra uma pesquisa realizada por pesquisadores e estudantes da USP na obtenção de um <b>NARIZ ELETRÔNICO</b>, na feira de Inovação.</div>
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<a href="http://globotv.globo.com/rede-globo/globo-universidade/t/edicoes/v/nariz-eletronico-parte-1/2220011/">http://globotv.globo.com/rede-globo/globo-universidade/t/edicoes/v/nariz-eletronico-parte-1/2220011/</a><br />
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Bons Estudos!!!</div>
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<b>"O SENHOR É A NOSSA FORÇA"</b></div>
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Túlio Ítalo_Tutor_EaDhttp://www.blogger.com/profile/04079692769856742480noreply@blogger.com0tag:blogger.com,1999:blog-4206935096490734621.post-84428857243856581602012-10-31T10:35:00.000-07:002012-10-31T10:37:15.199-07:00Como aprender Química em colaboração? Estudo de caso na EaD<b><span style="color: #660000;">Boa Tarde a todos!</span></b><br />
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<tr><td style="text-align: center;"><a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSudQQt9RXzdeVasuT9rJ8RJ-Z9aYBWgBeYbP4rsOeQhOKuh3yNkw" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img alt="" border="0" class="rg_hi uh_hi" data-height="206" data-width="244" height="206" id="rg_hi" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSudQQt9RXzdeVasuT9rJ8RJ-Z9aYBWgBeYbP4rsOeQhOKuh3yNkw" style="height: 206px; width: 244px;" width="244" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Alunos da modalidade Ead utilizando<br />
a aprendizagem colaborativa. <br />
Fonte: <i>http://www.positivo.com.br</i></td></tr>
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Mais uma postagem aqui para discutir sobre um assunto relacionado a Aprendizagem do aluno na Educação a Distância (<b>EaD)</b>. Como podemos aprender Química através da EaD com professores, alunos e colaboradores? Esta questão enquadra-se no estudo da aprendizagem colaborativa. </div>
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<i>O uso das novas tecnologias
no ensino determina uma grande alteração nas formas de apresentação de conteúdos
(gramática do visual) e de interação entre alunos, professores e material produzido.</i></div>
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<i> Grande parte dos ambientes virtuais criados para o ensino a distância possui
ferramentas de comunicação síncrona (salas de discussão) e assíncrona (listas
de discussão, fóruns, quadros de avisos). Estes recursos favorecem o sucesso
do processo de aprendizado, pois desenvolvem um sentimento de comunidade/apoio
essencial para programas de ensino que contemplem o aprendizado colaborativo
como estratégia pedagógica.<b>1</b></i></div>
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De acordo com artigos da literatura, a expressão “<b>aprendizado colaborativo”</b> refere-se a um método de instrução/aprendizagem
no qual os estudantes trabalham juntos, em pequenos grupos, em torno de um objetivo
comum. Os alunos são responsáveis pelo aprendizado uns dos outros, de modo que
o sucesso de um ajuda no sucesso dos outros<b>.2</b></div>
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Então, para vc, jovem cientista, a aprendizagem colaborativa torna-se um modelo educacional aplicado a EaD? Muitos são os questionamentos a cerca desta temática onde avalia o poder de influência do professor tutor no processo de aprendizagem do aluno semipresencial.</div>
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Selecionei alguns vídeos que circulam na internet e percebi como o tema é conhecido em debates por emissoras educacionais.Os dois primeiros vídeos mostram uma entrevista muito enriquecedora com um professor da Universidade de São Paulo (USP) e diretor na área de educação a distância discutindo as novas tecnologias aplicadas á educação e quais os impactos causados na sociedade. Vale a pena assisti-los!<br />
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<u><b>Parte 1</b></u></div>
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<u><b>Parte 2</b></u></div>
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O próximo vídeo é bem interessante como forma motivacional para se utilizar a metodologia da aprendizagem colaborativa em nosso meio e quais os passos importantes a serem tomados para obter sucesso neste novo método educacional.</div>
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Aproveitem essa postagem para pesquisar mais ainda sobre o tema e conhecer o mundo virtual aplicado a educação a distância. Através da visita a este blog comentem com sugestões e divulguem para amigos e conhecidos que têm interesse pela área. </div>
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<b><span style="color: #660000;">Bons Estudos!</span></b></div>
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<b>1 <</b><a href="http://www.abed.org.br/congresso2004/por/htm/041-TC-B2.htm">http://www.abed.org.br/congresso2004/por/htm/041-TC-B2.htm</a>>.Acesso em 31.10.2012.</div>
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<b>2</b> GOKHALE, A.A. Collaborative Learning enhances critical thinking. Journal of
Technology Education, 7(1):22-30, Fall, 1995.</div>
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<b style="background-color: #ebebeb; font-family: 'Trebuchet MS', Arial, Helvetica, sans-serif; font-size: small; text-align: start;"><span id="texto_materia"><span style="color: black;"><table class="chapter"><tbody>
<tr class="even"><td><b>"Louvarei grandemente ao SENHOR com a minha boca; louvá-lo-ei entre a multidão." <span id="texto_materia"><span style="color: black;">Sl.109:30</span></span></b></td></tr>
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<br />Túlio Ítalo_Tutor_EaDhttp://www.blogger.com/profile/04079692769856742480noreply@blogger.com1tag:blogger.com,1999:blog-4206935096490734621.post-7569341686597793432012-10-30T12:17:00.005-07:002012-10-30T12:26:52.318-07:00Plágio Acadêmico: conhecendo a verdade dos fatos!!!<b><span style="color: #660000;">Olá, grandes cientistas!!!</span></b><br />
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Estou aqui para publicar e enriquecer ainda mais este blog um tema bastante interessante e <b><i>CRÍTICO</i></b>.</div>
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Muitas vezes já ouvimos, assistimos este assunto comentado por diversas formas. É comum em nossa sociedade ver a prática dos<b> <span style="color: #cc0000;">Crtl + C </span>e <span style="color: #cc0000;">Crtl + V. </span></b>São várias as oportunidades que a internet oferece para quem quer simplesmente copiar o trabalho alheio.</div>
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<b> </b>Alguns podem até justificar que “<b>foi só um texto com poucas linhas ou trechos parecidos</b>”. Sim. Um "textinho". E daí? Poderia ter sido uma frase. Um círculo ou geometria qualquer, até mesmo uma passagem em branco<b>, mas tem um autor que se dedicou para essa publicação</b>! Tudo é uma questão de respeito, mas isto nem todos praticam ou sequer sabem o que significa.</div>
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A prática de plágio tem sido comum em diversas publicações cientí ficas, tanto em estudos presenciais quanto em Educação a distância (EaD), de acordo com estudo publicados em revistas especializadas. O trecho de um artigo, oriundo de um congresso, retrata a realidade presente em um ambiente virtual:</div>
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"<i>O plágio de trabalhos escolares sempre foi um motivo de grande preocupação</i></div>
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<i>dos professores do ensino presencial e, nos dias atuais, do ensino a</i></div>
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<i>distância também. Hoje, o ato de plagiar exige menos esforço dos plagiadores,</i></div>
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<i>uma vez que simples operações de mouse e de teclado para copiar e colar</i></div>
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<i>automatizaram o processo da ”cola”. Mas se por um lado o computador e a</i></div>
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<i>Internet facilitaram a prática do plágio, por outro, podem tornar-se importantes</i></div>
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<i>aliados para inibi-la." (<b>Oliveira, 2008</b>).</i></div>
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Hoje, já existem sistemas privados que detectam plágios automaticamente. Entre eles destaca-se o <b>Turnitin (</b><b><a href="http://www.turnitin.com/">http://www.turnitin.com</a>)</b>, que é um sistema totalmente online, que pode,inclusive, ser integrado a Ambientes a distância como o <b>Moodle</b>(<b><a href="http://www.moodle.org/">http://www.moodle.org</a></b>) e o <b>WebCt(</b><b><a href="http://www.webct.com/">http://www.webct.com</a>).</b></div>
Os vídeos a seguir mostram os conceitos aplicados aos plágios acadêmicos e um grande debate em uma emissora local com especialistas da área.<br />
Vamos conhecer sobre esta prática e ,com isso, aprendendo ainda mais alternativas de como combatê-la.<br />
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<b><u>Conceitos aplicados ao plágio</u></b></div>
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<b><u>Debate com especialistas sobre o plágio acadêmico</u></b></div>
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<span style="font-size: x-small;"><b>Oliveira, M.G.;Oliveira, E.</b><b>Uma Metodologia para Deteção Automática de Plágios em </b><b>Ambientes de Educação a Distância. In: Congresso Brasileiro de Educação Superior a Distância, Gramado, Rio Grande do Sul: UFS, </b><b>2008</b><b>.</b></span></div>
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<b><span style="color: #990000;">Bons Estudos!!!</span></b><br />
<b><span style="color: #990000;"><br /></span></b>
<b><i>"Porque aos seus anjos dará ordem a teu respeito, para te guardarem em todos os teus caminhos." Sl.91: 11</i></b><br />
<br />Túlio Ítalo_Tutor_EaDhttp://www.blogger.com/profile/04079692769856742480noreply@blogger.com1tag:blogger.com,1999:blog-4206935096490734621.post-57889930231001973562012-10-29T08:58:00.002-07:002012-10-29T09:00:47.978-07:00QUÍMICA E POLÍTICA...<span style="color: #660000;"><b>Ola, jovens cientistas!!</b></span><br />
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A política passou, porém não estamos livres deste momento.O porquê está relacionado com a grande onda de <b>poluição</b> tanto <b>visual</b> quanto <b>sonora</b> que se alastrou durante esses 3 meses de campanha política. A inserção da <b>Química</b> neste contexto está relacionada com a<b> </b><u><b>Poluição Ambiental</b></u>. </div>
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Ao passar pelas ruas da cidade pode-se observar o grande espalhamento dos materiais de campanha com papéis, plásticos, tecidos dentre as diversas variedades de publicidade que foram utlizadas. Com isso sempre vem as indagações:<b><i> Quais os destinos desses materiais?</i></b></div>
<b><i> Será que estes podem ser reaproveitados? </i></b><br />
<b><i> Quanto tempo leva a decomposição desses materiais?</i></b><br />
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<i>O problema do lixo só será minimizado quando houver uma <b>redução</b> na produção de lixo, através de campanhas educativas, além de <b>reaproveitamento</b> de materiais e maior prática de <b>reciclagem.</b></i></div>
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<i> O que se descarta sem maior preocupação, todos os dias, em qualquer
lugar, só não deixa a Terra soterrada de dejetos graças as bactérias,
fungos, leveduras e outros microorganismos. Esses se alimentam da
matéria orgânica do lixo, transformando os compostos mais complexos em
compostos mais simples, que são devolvidos ao meio ambiente.</i></div>
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<i> O tempo de decomposição depende do tipo de lixo e de outros fatores,
como o calor e a umidade do solo, que tornam a decomposição mais rápida;
por outro lado, terrenos ácidos e águas limitam a capacidade de
desenvolvimento dos microorganismos, tornando a biodegradação muito
lenta. Os ácidos, as substâncias tóxicas e os metais pesados, como por
exemplo, o chumbo, prejudicam os microorganismos, podendo até matá-los.</i></div>
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<i> Muitos materiais podem ser reaproveitados. O plástico, o vidro, o
papel e os metais podem ser reciclados e transformados em produtos
novos, com um custo bem mais baixo ao consumidor. Por isso, prefira
sempre adquirir produtos em embalagens recicláveis. Elas economizam
energia elétrica e utilizam menos recursos naturais não-renováveis para a
sua fabricação.<b>1</b></i></div>
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<i> A Tabela abaixo mostra o tempo que cada material leva para se decompor:</i></div>
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<img alt="" 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" /><br />
Fonte: <b>1</b>.<http://wmnett.com.br/quimica/reciclagem-de-lixo/> .Acesso em <i>29.10.2012</i><br />
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O vídeo abaixo mostra a situação pós-eleição na cidade de São Bernardo dos Campos -SP. Os idealizadores que vincularam na internet denunciam a vasta poluição com materiais de campanhas publicitárias gerando um risco para o meio ambiente em esgotos e bueiros podendo ocasionar outros transtornos agravantes.<br />
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O nosso meio ambiente necessita de alternativas POSITIVAS que venham a reconstruir o nosso habitat que tanto está desgastado. A sua ajuda será significativa para este ato de preservação ambiental.<br />
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Boa leitura e reflitam para a melhoria do nosso país...<br />
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<b><span style="color: #660000;">Bons Estudos...</span></b><br />
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"Direi do SENHOR: Ele é o meu Deus, o meu refúgio, a minha fortaleza, e nele confiarei." Sl. 91</b></div>
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<br />Túlio Ítalo_Tutor_EaDhttp://www.blogger.com/profile/04079692769856742480noreply@blogger.com0tag:blogger.com,1999:blog-4206935096490734621.post-63272830811034897822012-10-28T09:53:00.003-07:002012-10-28T09:53:51.690-07:00EXPERIMENTOS VIRTUAIS DE QUÍMICA...Mais uma vez aqui, pessoal!!!Mesmo em dia de eleições estou aqui para continuar as nossas postagens. Hoje estarei disponibilizando um vídeo bem interessante que agrega conhecimentos a cerca dos experimentos virtuais em Química através de ambientes na internet, softwares que são disponíveis gratuitamente destinados ao publico em geral, principalmente, aqueles que não têm a oportunidade de realizar na prática como por exemplo, em cursos a distância (EaD).<br />
Os três vídeos a seguir mostram os laboratórios virtuais em Quimica utilizando de softwares disponíveis na internet.<br />
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Este vídeo publicado na internet mostra a aplicação do software <b><i>Virtual ChemLab</i></b> (já instalado no computador do usuário) através de uma prática em Laboratório.<br />
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Este outro vídeo mostra o passo a passo com outro software chamado <i><b>LabVirt</b></i> ilustrando a metodologia dinâmica com ilustrações sendo utlizada para o estudo prático das disciplinas do curso de Química como Química Geral I, disciplina base para os estudantes.<br />
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Desfrutem desses vídeos e percebam como é possível aplicar a Quimica através de várias metodologias virtuais.<br />
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<b>Sites recomendados: </b><br />
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<a href="http://chemlab.byu.edu/">chemlab.byu.edu/</a><br />
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<a href="http://youtube.com.br/">youtube.com.br</a><br />
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<b><span style="color: #660000;">Bons Estudos!!!Até a próxima...</span></b><br />
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<b><span style="color: #660000;">"O SENHOR É MEU PASTOR E NADA ME FALTARÁ" Sl.23 </span></b></div>
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<br />Túlio Ítalo_Tutor_EaDhttp://www.blogger.com/profile/04079692769856742480noreply@blogger.com0tag:blogger.com,1999:blog-4206935096490734621.post-80415041170865650102012-10-27T18:29:00.002-07:002012-10-29T09:10:59.154-07:00EaD na UFC...<span style="color: #660000;"><b>Ola, Jovens cientistas!!!</b></span><br />
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Mais uma postagem importante sobre a temática da Educação a Distância (EaD). Estarei disponibilizando no blog o site do Instituto Virtual, da Universidade Federal do Ceará (UFC), do curso de Licenciatura em Química pela EaD aonde os usuários poderão pesquisar sobre as propostas, grade curricular ( disciplinas a serem cursadas bem como a carga horária), corpo docente, cronogramas de atividades (os próximos vestibulares), os pólos que apresentam o curso e muitas informações essenciais para quem busca iniciar a carreira acadêmica pela EaD.<br />
Bom proveito a todos e até as próximas postagens e deixem seus comentários com sugestões ou dúvidas a cerca do assunto ou de outras temáticas para as próximas publicações.<br />
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<span style="color: #990000;"><b>Bons estudos!!!</b></span><br />
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<a href="http://www.virtual.ufc.br/graduacao"><img alt="" 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" /></a><br />
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<a href="http://www.virtual.ufc.br/graduacao">www.virtual.ufc.br/graduacao</a>Túlio Ítalo_Tutor_EaDhttp://www.blogger.com/profile/04079692769856742480noreply@blogger.com0tag:blogger.com,1999:blog-4206935096490734621.post-26061882212797534372012-10-26T10:27:00.005-07:002012-10-26T10:35:11.953-07:00"Educação a Distância": Conceito e Realidade...<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/4El7MKxUp1g?feature=player_embedded' frameborder='0'></iframe><br />
<br />
Caros colegas!!!<br />
Mais uma postagem com uma temática muito interessante relacionada a Educação a Distância (EaD). Alguns ainda não conhecem criticando o método e outros elogiam este tipo de modalidade e acreditam em um futuro promissor para esta metodologia.O video acima mostra a visão do publico com relação ao novo tipo de ensino que vem avançando em nosso pais.<br />
Afinal, o que é e como funciona a EaD? Aplicando a nossa área de Quimica como é possivel?<br />
De acordo com a literatura, educação a distância é o processo de ensino-aprendizagem, mediado por
tecnologias, onde professores e alunos estão separados espacial e/ou
temporalmente.<br />
É ensino/aprendizagem onde professores e alunos não estão normalmente
juntos, fisicamente, mas podem estar conectados, interligados por
tecnologias, principalmente as telemáticas, como a Internet. Mas também
podem ser utilizados o correio, o rádio, a televisão, o vídeo, o CD-ROM, o
telefone, o fax e tecnologias semelhantes.<br />
Na expressão "ensino a distância" a ênfase é dada ao papel do
professor (como alguém que ensina a distância). Preferimos a palavra
"educação" que é mais abrangente, embora nenhuma das expressões seja
perfeitamente adequada.<span style="color: #990000;"> </span><br />
<br />
<span style="color: #990000;"> "Hoje temos a educação presencial, semi-presencial (parte
presencial/parte virtual ou a distância) e educação a distância (ou
virtual). A presencial é a dos cursos regulares, em qualquer nível, onde
professores e alunos se encontram sempre num local físico, chamado sala de
aula. É o ensino convencional. A semi-presencial acontece em parte na sala
de aula e outra parte a distância, através de tecnologias. A educação a
distância pode ter ou não momentos presenciais, mas acontece
fundamentalmente com professores e alunos separados fisicamente no espaço
e ou no tempo, mas podendo estar juntos através de tecnologias de
comunicação."1 </span><br />
<br />
Em breve postarei outros documentários a respeito da EaD focando a área de Quimica.<br />
<span style="color: #990000;"> </span><br />
<br />
<span style="color: #990000;"> 1 </span>LANDIM, Claudia Maria Ferreira. <b>Educação a distância: algumas
considerações</b>. Rio de Janeiro, s/n, 1997. <br />
<dl class="style1">
<dt><span style="color: #990000;"> </span></dt>
</dl>
Túlio Ítalo_Tutor_EaDhttp://www.blogger.com/profile/04079692769856742480noreply@blogger.com0tag:blogger.com,1999:blog-4206935096490734621.post-36934488801384561392012-10-26T09:40:00.002-07:002012-10-26T09:40:31.670-07:00Documentário com as maiores descobertas na História da Química!!!<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/CWHLCCg-CaE?feature=player_embedded' frameborder='0'></iframe></div>
<br />Boa tarde!<br />
Este video é muito interessante para acompanhar os primordios e entender a historia da Quimica e como aplicamos em nosso cotidiano.<br />
<br />Vale a pena assistir...Deixem seus comentários para as próximas postagens...Túlio Ítalo_Tutor_EaDhttp://www.blogger.com/profile/04079692769856742480noreply@blogger.com0tag:blogger.com,1999:blog-4206935096490734621.post-33153042213847539852012-10-26T07:51:00.001-07:002012-10-26T07:51:54.784-07:00Seja bem-vindo ao blog e explore os seus conhecimentos!!!O blog está sendo criado para auxiliar internautas (alunos, professores e pesquisadores) contribuindo para uma maior interatividade na área de Quimica com textos, ilustrações, animações e documentários a cerca de diversas temáticas.<br />
Seja bem-vindo a este trabalho tão importante e seja você também um compartilhador de ideias com sugestões e materiais de apoio que possam somar ao nosso blog com o intuito de oferecer mais conteudo aos usuários.<br />
<br />
Muito obrigado e vamos navegar pelo Mundo Fantástico da Quimica!!!!<br />
<br />
"<a href="http://frases.netsaber.com.br/ver_frase.php?c=129"><b>No meio de qualquer dificuldade encontra-se a oportunidade. </b></a>"<br />
(<a href="http://frases.netsaber.com.br/busca_up.php?l=&buscapor=Albert%20Einstein">Albert Einstein</a>)
Túlio Ítalo_Tutor_EaDhttp://www.blogger.com/profile/04079692769856742480noreply@blogger.com1