tag:blogger.com,1999:blog-44007196572414625002024-02-21T06:05:04.329-03:00Geografia&GeoinformaçãoPELA DEMOCRATIZAÇÃO DA GEOINFORMAÇÃORenato Adriano Martinshttp://www.blogger.com/profile/16177116075158526068noreply@blogger.comBlogger28125tag:blogger.com,1999:blog-4400719657241462500.post-21352268886909907782015-01-31T16:03:00.000-02:002015-01-31T16:05:19.963-02:00GOOGLE EARTH PRO GRATIS<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: large;"><span style="background-color: white; font-family: 'Source Sans Pro', sans-serif;">É isso mesmo galera, o Google Earth PRO agora é grátis. Google Earth Pro – que antes custava em torno de 400 dólares – está funcionando sem necessidade do pagamento de licença.</span><span style="background-color: white; font-family: 'Source Sans Pro', sans-serif;">Dentre as novidades da versão Pro em relação à básica, estão as ferramentas de medições (áreas, caminhos 3D, etc), impressão de imagens em alta resolução, criação de filmes, geocodificação de endereços em lote, importação de dados GIS (shape, por exemplo), acesso a ferramenta de criação de mapas, entre outras. </span></span></div>
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<span style="background-color: white;"><span style="font-family: Source Sans Pro, sans-serif;"><span style="font-size: large;">A versão pode ser baixada </span><span style="font-size: large;">no endereço</span><span style="font-size: 15px;"> </span><span style="font-size: large;"> </span></span></span></div>
<span style="background-color: white;"><a href="https://www.google.com/work/mapsearth/products/earthpro.html" style="font-family: 'Source Sans Pro', sans-serif;" target="_blank"><span style="color: red; font-size: large;">https://www.google.com/work/mapsearth/products/earthpro.html</span></a><span style="font-family: Source Sans Pro, sans-serif;"><span style="color: red; font-size: large;"> </span><span style="color: #868586; font-size: 15px;">, </span></span></span><br />
<div style="text-align: justify;">
<span style="background-color: white;"><span style="font-family: Source Sans Pro, sans-serif;"><span style="font-size: large;">após fazer o cadastro será enviado para seu e-mail o nome do usuário e a chave de registro, ai é só ativar e bom trabalho. </span></span></span></div>
<div style="text-align: justify;">
<span style="background-color: white; font-family: 'Source Sans Pro', sans-serif; font-size: large;">Um abraço a todos</span></div>
</div>
Renato Adriano Martinshttp://www.blogger.com/profile/16177116075158526068noreply@blogger.com0tag:blogger.com,1999:blog-4400719657241462500.post-12088591411211912902013-04-19T22:00:00.003-03:002013-04-19T22:04:17.093-03:00NOVO SISTEMA DE GESTÃO FUNDIÁRIA<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="http://mundogeo.com/blog/2013/04/19/incra-apresenta-novo-sistema-de-gestao-fundiaria/">
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<span style="font-size: large;">Georreferenciamento de imoveis Rurais é no Incursos </span><br />
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<a href="http://www.incursos.net/curso.php?ctg=9&id=5" target="_blank">FAÇA AQUI SUA MATRICULA</a></h3>
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Incra apresenta novo sistema de gestão fundiária</h3>
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<span style="font-size: large;">Por <b>Alexandre Scussel</b> | 11h58, 19 de Abril de 2013 </span></div>
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<span style="font-size: large;">O presidente do Instituto de Registro Imobiliário do Brasil
(IRIB), Ricardo Coelho, e o vice-presidente de Registro de Imóveis da
Associação de Notários e Registradores do Brasil (Anoreg/BR), Luiz
Gustavo Leão Ribeiro, conheceram na última quarta-feira (17), em
Brasília, o novo <b>Sistema de Gestão Fundiária (Sigef)</b> que vem sendo construído pelo Instituto Nacional de Colonização e Reforma Agrária (Incra).</span></div>
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<span style="font-size: large;"><a href="http://mundogeo.com/blog/2013/04/19/incra-apresenta-novo-sistema-de-gestao-fundiaria/incra-apresenta-novo-sistema-de-gestao-fundiaria/" rel="attachment wp-att-93945"><img alt="Incra apresenta novo sistema de gestão fundiária Incra apresenta novo sistema de gestão fundiária" class="size-full wp-image-93945" height="263" src="http://mundogeo.com/wp-content/uploads/2013/04/Incra-apresenta-novo-sistema-de-gest%C3%A3o-fundi%C3%A1ria.png" title="Incra apresenta novo sistema de gestão fundiária" width="350" /></a></span><br />
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<span style="font-size: large;">Diretor
de Ordenamento da Estrutura Fundiária do Incra, Richard Torsiano,
explica funcionamento do Sigef. Crédito: Claudio Siqueira - Incra</span></div>
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<span style="font-size: large;">A apresentação foi feita pelo diretor de Ordenamento da Estrutura
Fundiária da autarquia, Richard Torsiano. Segundo ele, a nova ferramenta
será implantada ainda neste semestre e, numa parceria com IRIB e
Anoreg, passará por uma fase de testes no Cartório de Registro de
Imóveis de Conchas (SP).</span></div>
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<span style="font-size: large;">Criado para analisar eletronicamente dados georreferenciados das
propriedades rurais, o Sigef terá capacidade para recepcionar até 20 mil
pedidos de certificação por mês. O Sistema ainda possibilitará a
verificação da existência de sobreposição de áreas, além de gerar
plantas e memoriais descritivos (documentos com todos os detalhes) dos
imóveis de forma automática, a partir da inserção de dados feita pelos
técnicos contratados para realizar o georreferenciamento das
propriedades. “O profissional credenciado submeterá as peças técnicas do
processo por meio do Sigef, que fará a análise dos dados e, em caso de
inconsistências, informará de imediato ao técnico quais são e onde
estão”, afirma o diretor Richard Torsiano.</span></div>
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<span style="font-size: large;"><b>Integração com os cartórios</b></span></div>
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<span style="font-size: large;">O presidente do IRIB aprovou o novo Sistema, que permite aos
cartórios de registro de imóveis inserir informações sobre o domínio da
área, gerar plantas e também memoriais descritivos com os dados de
domínio agregados. “Achei muito interessante. Essa futura interligação
do sistema do Incra com o dos cartórios trará rapidez e facilidade na
comunicação. Vamos crescer juntos para chegar ao momento de termos as
informações em tempo real”, afirmou Ricardo Coelho.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">O vice-presidente da Anoreg/BR também gostou da nova ferramenta e se
disse entusiasmado com a notícia de integração assegurada no Sigef. “A
associação defende essa integração, pois ela oferece maior segurança aos
cartórios, que buscarão as informações necessárias para o registro
direto no sistema oficial do Incra. Isso diminui a possibilidade de
falha humana na análise dos documentos”, explicou. Luiz Gustavo convidou
o Incra para apresentar o Sigef em junho, durante encontro nacional dos
vice-presidentes estaduais da Anoreg. O evento será em Brasília.</span></div>
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<span style="font-size: large;"><b>Passo a passo</b></span></div>
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<span style="font-size: large;">Para realizar a certificação, os dados levantados pelo profissional
credenciado serão submetidos ao Sigef por meio de uma planilha
eletrônica. A fim de garantir a segurança e a integridade das
informações contidas no sistema, os dados serão enviados por
profissional autenticado a partir de certificação digital.</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">Após essa etapa, caso não seja detectada sobreposição ou qualquer
outra falha técnica, o credenciado poderá obter a certificação
eletronicamente. Serão gerados a planta e o memorial descritivo
assinados digitalmente, podendo ser impressos e levados ao cartório de
registro de imóveis.</span></div>
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<span style="font-size: large;">Expedida pelo Incra, a certificação assegura que os limites da
propriedade rural não se sobrepõem a outros imóveis e que a execução do
georreferenciamento está de acordo com as especificações técnicas
legais. O documento é exigido para o registro do imóvel nos casos de
compra, venda, desmembramento ou partilha.</span></div>
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<span style="font-size: large;">Fonte: Incr</span></div>
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Renato Adriano Martinshttp://www.blogger.com/profile/16177116075158526068noreply@blogger.com0tag:blogger.com,1999:blog-4400719657241462500.post-69897688250689322542013-04-10T15:35:00.001-03:002013-04-10T15:47:29.665-03:00Mudanças na Certificação de Imóveis Rurais<div dir="ltr" style="text-align: left;" trbidi="on">
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<h3>
<a href="http://www.incursos.net/curso.php?ctg=9&id=5" target="_blank">Georreferenciamento é no Incursos Goiania - Matriculas Abertas </a></h3>
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Por <b>Ivan Leonardi</b> MundoGEO| 15h19, 15 de Fevereiro de 2013 </div>
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<b>Sistema de Gestão Fundiária</b></div>
<div style="text-align: justify;">
<i>Mudanças na Certificação de Imóveis Rurais</i></div>
<div style="text-align: justify;">
Pela Norma de Execução 105, de 26 de novembro de 2012, a Diretoria de
Ordenamento da Estrutura Fundiária do Instituto Nacional de Colonização
e Reforma Agrária (Incra) regulamentou o procedimento de certificação
dos imóveis rurais, determinando que a análise ficará restrita ao
atendimento do parágrafo 5º do artigo 176 da Lei de Registros Públicos
(Lei 6.015/73), ou seja, de que a poligonal objeto de análise não se
sobrepõe a nenhuma outra constante do cadastro georreferenciado do Incra
e que o memorial descritivo atende às exigências técnicas.</div>
<div style="text-align: justify;">
Para cumprir essa Norma, o Incra noticiou, em 31 de janeiro deste
ano, a implantação do Sistema de Gestão Fundiária (Sigef), que alterou a
forma do processamento das certificações. Antes, o profissional
necessitava protocolar pessoalmente vários documentos analógicos e
digitais em uma das superintendências do Incra. A partir de agora, o
protocolo resume-se apenas no envio, pela internet, da planilha de dados
cartográficos em formato ODS. O envio somente poderá ser feito por
profissional credenciado pelo Incra, com a utilização de sua assinatura
eletrônica (dispositivo e-CPF).</div>
<div style="text-align: justify;">
É importante ressaltar que essa simplificação no processamento
perante o Incra não diminui a obrigatoriedade de cumprir todas as etapas
de um bom trabalho de agrimensura, pois continuam em plena vigência as
normas da Associação Brasileira de Normas Técnicas (ABNT), as normas do
Incra e, principalmente, a Lei de Registros Públicos.</div>
<div style="text-align: justify;">
Desta forma, o levantamento topográfico e a confecção de peças
técnicas que compõem um processo de georreferenciamento continuarão com a
necessidade de atender aos padrões e às precisões exigidos pela
legislação em vigor. O envio do processo em formato digital não exime o
profissional de sua responsabilidade técnica, podendo responder civil e
criminalmente pelas informações incorretas contidas em seu trabalho.</div>
<div style="text-align: justify;">
O parágrafo 2º do artigo 8º do Decreto 4.449/2002 diz claramente que a
certificação do Incra não implica reconhecimento do domínio ou a
exatidão dos limites e confrontações indicados nas peças técnicas. A
Norma de Execução 105, além de ressaltar essa regra, acrescenta: “bem
como não dispensará a qualificação registral, atribuição exclusiva do
oficial de registro de imóveis”.</div>
<div style="text-align: justify;">
Portanto, não há nenhuma garantia de que um imóvel certificado pelo
Incra tenha sua matrícula retificada pelo Registro de Imóveis, pois a
qualificação registral é feita com base em regras próprias alusivas aos
registros públicos. Diante disso, não serão poucos os casos em que um
trabalho técnico certificado pelo Incra será qualificado negativamente
para registro. Isso resultará na necessidade de cancelamento da
certificação anterior e obtenção de uma nova, ocasionando enormes
transtornos ao profissional e ao proprietário.</div>
<div style="text-align: justify;">
A melhor maneira de evitar essa problemática seria inverter a ordem
do processo, ou seja, inicialmente haveria a qualificação das peças
técnicas pelo oficial de registro de imóveis, que analisaria os aspectos
jurídicos da titularidade, confrontações e legalidade do pedido, para,
somente depois, as peças serem submetidas à certificação pelo Incra, que
trataria apenas dos quesitos que lhe competem, ou seja, a questão de
sobreposição dos imóveis georreferenciados e precisão técnica dos dados
apresentados. Isso tornaria o processo muito mais célere e seguro,
colaborando para o sucesso desse programa de identificação da malha
fundiária do País.</div>
<a href="http://mundogeo.com/blog/2013/02/15/georreferenciamento/georreferenciamento-4/" rel="attachment wp-att-91121"></a><a href="http://mundogeo.com/blog/2013/02/15/georreferenciamento/elifas-valim-neto/" rel="attachment wp-att-91122"><img alt="Elifas Valim Neto Georreferenciamento" class="alignleft size-full wp-image-91122" height="131" src="http://mundogeo.com/wp-content/uploads/2013/03/Elifas-Valim-Neto.jpg" title="Georreferenciamento" width="116" /></a><b>Elifas Valim Neto</b><br />
Engenheiro, Diretor da Métrica Tecnologia<br />
elifas@topoevn.com.br<br />
<a href="http://mundogeo.com/blog/2013/02/15/georreferenciamento/daniel-janini/" rel="attachment wp-att-91123"><img alt="Daniel Janini Georreferenciamento" class="alignleft size-full wp-image-91123" height="131" src="http://mundogeo.com/wp-content/uploads/2013/03/Daniel-Janini.jpg" title="Georreferenciamento" width="116" /></a><b>Daniel Janini</b><br />
Engenheiro e Mestre, Diretor da Métrica Tecnologia </div>
Renato Adriano Martinshttp://www.blogger.com/profile/16177116075158526068noreply@blogger.com1tag:blogger.com,1999:blog-4400719657241462500.post-14904634084733196302013-03-07T12:00:00.001-03:002013-03-16T10:52:22.628-03:00VÍDEO AULA: Classificação Supervisionada no SPRING<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgu6kJ0PZFVSRfpBHKtsTZcxcadvifF6fg0pi73OPZdP8wCxawSWzDKL-aaa6wjsZbdBe2u6mNlu_aWGInnm887zH-KaXesohu3cHOEvzZSSMJ9Z5bU2cb2C5hmRI8mu9Ca3utZ5s1skpVB/s1600/vlcsnap-2013-03-16-10h41m17s219.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgu6kJ0PZFVSRfpBHKtsTZcxcadvifF6fg0pi73OPZdP8wCxawSWzDKL-aaa6wjsZbdBe2u6mNlu_aWGInnm887zH-KaXesohu3cHOEvzZSSMJ9Z5bU2cb2C5hmRI8mu9Ca3utZ5s1skpVB/s200/vlcsnap-2013-03-16-10h41m17s219.png" width="141" /></a><span style="font-size: large;">Ai galera, dando seguimento nos vídeos aulas no Spring, posto hoje um vídeo/aula demonstrando como realizar classificação supervisionada no SPRING, procedimento útil e muito utilizado no processamento de imagem de satelite. Um abraço a Todos e bom trabalho.<span style="color: #444444;"> <span style="background-color: red;"><a href="http://www.4shared.com/rar/ILQMojMG/Classificao_Supervisionada_no_.html" target="_blank">CLIK AQUI PARA BAIXAR O ARQUIVO</a></span></span></span></div>
</div>
Renato Adriano Martinshttp://www.blogger.com/profile/16177116075158526068noreply@blogger.com0tag:blogger.com,1999:blog-4400719657241462500.post-36204509651123553382013-03-01T13:00:00.001-03:002013-03-01T14:07:54.079-03:00Dados de SIG da Prefeitura de Vitória<div dir="ltr" style="text-align: left;" trbidi="on">
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Ai galera, repasso a noticia que recebi por meio da
assessoria de comunicação do grupo imagem, líder nacional em SIG. A prefeitura
de Vitória (ES) <span style="mso-spacerun: yes;"> </span>em parceria com este
grupo, lança portal gratuito para disponibilizar localização de diversas
infraestruturas da cidade. Os dados podem ser acessados diretamente pelo site <a href="http://www.vitoria.es.gov.br/geoweb" target="_blank">www.vitoria.es.gov.br/geoweb</a></div>
</div>
Renato Adriano Martinshttp://www.blogger.com/profile/16177116075158526068noreply@blogger.com0tag:blogger.com,1999:blog-4400719657241462500.post-37416237498691895662013-02-22T16:27:00.002-03:002013-02-22T16:27:55.021-03:00Recortar imagem com SPRING<div dir="ltr" style="text-align: left;" trbidi="on">
Ai galera, posto hoje mais um vídeo/aula sobre o SPRING. Nesse demonstro como mensurar área e recortar imagem no SPRING. procedimentos básicos mais de grande utilidades<span style="color: red;">.<span style="color: blue;"><span style="background-color: red;"> <a href="http://www.4shared.com/rar/i1vA7YN8/Mensurar_areas_e_recortar_imag.html" target="_blank">Para baixar é só clicar a qui</a></span></span></span></div>
Renato Adriano Martinshttp://www.blogger.com/profile/16177116075158526068noreply@blogger.com3tag:blogger.com,1999:blog-4400719657241462500.post-17645950303893426592013-02-16T11:22:00.003-02:002013-02-16T11:22:29.667-02:00Vídeo aula: Criar banco de dados e inserir imagem no SPRING<div dir="ltr" style="text-align: left;" trbidi="on">
Ai Galera, segue mais um vídeo/aula sobre o SPRING 5.2.2, Nesse explico os primeiros passos no SPRING, ou seja, como criar um banco de dados e inserir imagem georreferenciada no SPRING. <a href="http://www.4shared.com/rar/OtzQu7ld/3_Adicionar_imagem_no_Spring.html" target="_blank"><span style="background-color: red; color: black;">Criar banco de dados e adicionar imagem no SPRING</span></a></div>
Renato Adriano Martinshttp://www.blogger.com/profile/16177116075158526068noreply@blogger.com2tag:blogger.com,1999:blog-4400719657241462500.post-44040725891029918192013-02-16T11:05:00.004-02:002013-02-16T11:05:54.837-02:00Instalar SPRING 5.2.2<div dir="ltr" style="text-align: left;" trbidi="on">
Ai galera, segue mais uma vídeo aula, esse é muito simples, é só demonstrando como instalar o SPRING, não tem segredo é só seguir o assistente de instalação. mesmo assim segue a vídeo/aula.<a href="http://www.4shared.com/rar/I9PngTKF/Instalar_o_SPRING.html" target="_blank"><span style="background-color: red; color: black;">Vídeo aula instalar o SPRING 5.2.2</span></a></div>
Renato Adriano Martinshttp://www.blogger.com/profile/16177116075158526068noreply@blogger.com0tag:blogger.com,1999:blog-4400719657241462500.post-90257025671403845702013-02-16T10:48:00.000-02:002013-02-16T10:52:46.876-02:00Video aula: Baixar programa SPRING e imagem no site do SIEG e do INPE<div dir="ltr" style="text-align: left;" trbidi="on">
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Ai galera, disponibilizo hoje, o primeiro de vários vídeos aulas
com áudio sobre o SPRING, esse material, primeiramente foi desenvolvido para
meus alunos de graduação em Geografia da UFG_CAC, todavia, disponibilizo para
quem interessar pelo assunto e pelo programa em si, que é gratuito e desenvolvido
com tecnologia nacional. Nessa postagem, demonstro através de vídeo/aula com áudio como
cadastrar e baixar o programa, como cadastrar e baixar imagem no site do INPE e
como cadastrar e baixar imagem no site do SIEG (GO). Trata-se de um
procedimento bem simples, ideal para quem está iniciando na geotecnologia.</div>
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Para baixar o vídeo, que está compactado, é só clicar aqui
no link abaixo, descompactar e abri-lo em um visualizador de vídeo que lê
formato avi.<span style="color: white;"> <a href="http://www.4shared.com/rar/qFK2PeFy/1_Aula_Baixar_SPRING.html" target="_blank"><b><i><span style="background-color: red;">Video aula: baixar Programa SPRING</span></i></b></a></span></div>
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Um abraço a todos e bons estudos</div>
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<br /></div>
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Renato Adriano Martinshttp://www.blogger.com/profile/16177116075158526068noreply@blogger.com0tag:blogger.com,1999:blog-4400719657241462500.post-57952708096408905652013-02-14T00:21:00.000-02:002013-03-16T12:20:31.240-03:00Alternativa para descarregar dados do GPS <div dir="ltr" style="text-align: left;" trbidi="on">
Ai galera, minha dica de hoje é para divulgar o programa DNRGarmin, que permite descarregar dados do GPS marca Garmim e salvar em vários formatos, inclusive em SHP. uma grande vantagem é que se pode descarregar pontos e trajetos (linhas e polígonos). Brevemente estarei postando um tutorial demonstrando como descarregar os dados do GPS com esse software. O programa pode ser baixado no site <a href="http://www.dnr.state.mn.us/mis/gis/tools/arcview/extensions/DNRGarmin/DNRGarmin.html" target="_blank">http://www.dnr.state.mn.us/mis/gis/tools/arcview/extensions/DNRGarmin/DNRGarmin.html</a> .<br />
Obs. a versão 5.4.0 cria uma barra de ferramenta direto no Arcgis 9.2, já a versão mais nova <a href="http://DNRGPS 6.0.0.15 " target="_blank">DNRGPS 6.0.0.15 compatível com </a> Windows XP e Windows 7 não aparece a barra de ferramenta no Arcgis 10 , todavia, ele reconhece quando o programa está aberto.<br />
<br />
Um abraço a todos </div>
Renato Adriano Martinshttp://www.blogger.com/profile/16177116075158526068noreply@blogger.com0tag:blogger.com,1999:blog-4400719657241462500.post-18114449406799738592013-02-02T01:29:00.002-02:002013-02-14T00:26:03.781-02:00Mapas para GPS<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-size: large;">Ai galera, depois de muito tempo sem publicar nada, hoje deparei com um site bem conhecido dos amantes da geotecnologia, todavia, vale a pena sempre divulgar e se possível colaborar. trata-se do projeto Tracksource que disponibiliza mapas para GPS. Baixei e testei os dados, são muito bons e gratuitos, por isso recomendo. É só baixar e, no cartão de memoria, criar uma pasta com o nome "Garmin" depois copiar e colar o arquivo gmapsupp.img na pasta e inserir o cartão no seu GPS, ai você terá uma grande quantidade de mapas para navegar.</span><br />
<span style="font-size: large;">link para Downloads <a href="http://www.tracksource.org.br/index.php/downloads-mapas.html" target="_blank">http://www.tracksource.org.br/index.php/downloads-mapas.html</a></span><br />
<span style="font-size: large;">um abraço a todos</span></div>
Renato Adriano Martinshttp://www.blogger.com/profile/16177116075158526068noreply@blogger.com0tag:blogger.com,1999:blog-4400719657241462500.post-1989484020340001482012-11-01T00:06:00.001-02:002012-11-01T00:09:07.982-02:00Imagem Alos para Goiás e DF<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="background-color: white; color: #6d6d6d; font-family: Arial, sans-serif; font-size: 14px; line-height: 20px;">Ai galera, já estão disponíveis, no site do </span><strong style="background-color: white; border: 0px; color: #6d6d6d; font-family: Arial, sans-serif; font-size: 14px; line-height: 20px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Instituto Brasileiro de Geografia e Estatística (IBGE)</strong><span style="background-color: white; color: #6d6d6d; font-family: Arial, sans-serif; font-size: 14px; line-height: 20px;">, as novas imagens do estado de Goiás e do Distrito Federal, que fazem parte de um projeto que está sendo desenvolvido para geração de ortoimagens do sensor AVNIR-2 (do satélite ALOS), que cobrirão diversos estados da Federação. Agora o mosaico cobre todo o Estado de Goiás. As imagens são datadas de 2007 a 2010. Para baixar as imagens visite o sitio do IBGE <a href="ftp://geoftp.ibge.gov.br/imagens_orbitais/ortoimagens/" target="_blank">ftp://geoftp.ibge.gov.br/imagens_orbitais/ortoimagens/</a></span><br />
<img alt="Mosaico de imagens de Goi%C3%A1s e do Distrito Federal IBGE disponibiliza mosaico de imagens de Goiás e Distrito Federal" src="http://mundogeo.com/wp-content/uploads/2012/10/Mosaico-de-imagens-de-Goi%C3%A1s-e-do-Distrito-Federal.jpg" /></div>
Renato Adriano Martinshttp://www.blogger.com/profile/16177116075158526068noreply@blogger.com0tag:blogger.com,1999:blog-4400719657241462500.post-52523712907095489422012-10-03T00:48:00.002-03:002012-10-03T00:50:49.559-03:00NOVO SITE PARA BAIXAR IMAGEM ASTER GDEM<div dir="ltr" style="text-align: left;" trbidi="on">
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Ai Galera recebe muitas reclamações sobre o tutorial que
publiquei onde demonstrava como baixar as imagens AsterGdem, fui conferir e
descobre que a pagina havia mudado, todavia, descobri onde estão disponíveis as
imagens atualmente. Por enquanto segue o Site logo estarei demonstrando como
fazer para se cadastrar e baixar as imagens, um abraço a todos e muito obrigado.</div>
<div class="MsoNormal">
<a href="http://gdex.cr.usgs.gov/gdex/" target="_blank">http://gdex.cr.usgs.gov/gdex/</a></div>
</div>
Renato Adriano Martinshttp://www.blogger.com/profile/16177116075158526068noreply@blogger.com0tag:blogger.com,1999:blog-4400719657241462500.post-46103659196240632462012-09-21T12:38:00.000-03:002012-09-21T12:38:41.274-03:00Livro digital: Introdução ao Processamento de Imagem de Sensoriamento Remoto<div dir="ltr" style="text-align: left;" trbidi="on">
Ai galera blogada, segue uma otima dica: trata-se do livro elaborado por professores do Instituto de Geociencias da UNB e distribuido gratuitamente no formato PDF. O livro pode ser baixado pelo link:<br />
<a href="http://www.cnpq.br/documents/10157/56b578c4-0fd5-4b9f-b82a-e9693e4f69d8" target="_blank">Introdução ao Processamento de Imagem de Sensoriamento Remoto</a> boa leitura a todos</div>
Renato Adriano Martinshttp://www.blogger.com/profile/16177116075158526068noreply@blogger.com0tag:blogger.com,1999:blog-4400719657241462500.post-62945221369234719832012-08-20T23:04:00.001-03:002012-08-20T23:04:45.124-03:00Base Cartografica Nacional<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div class="right">
<span class="current"></span><h3>
<a href="http://mundogeo.com/blog/2012/08/20/ibge-lanca-nova-base-cartografica-do-territorio-nacional/">IBGE lança nova base cartográfica do território nacional</a></h3>
<div class="subtitulo">
</div>
<div class="autor">
Por <b>Alexandre Scussel</b> | 10h56, 20 de Agosto de 2012 Pelo portal MundoGeo</div>
</div>
<div class="post-header">
</div>
A <a href="ftp://geoftp.ibge.gov.br/mapeamento_sistematico/base_vetorial_continua_escala_250mil" target="_blank" title="BC250">Base Cartográfica para o território nacional em escala 1:250.000 (BC250)</a>, que faz parte do projeto <strong>SIGBrasil</strong>, é um projeto pioneiro no Brasil, desenvolvido pelo Instituto Brasileiro de Geografia e Estatística (IBGE).<br />
Referência cartográfica para as ações de planejamento, monitoramento e
atualização das informações dos recursos naturais do país, a nova
escala possibilita uma visualização muito mais detalhada do que a escala
anterior de 1:1.000.000. A BC250 está disponível em <strong>formato shape</strong>, que permite utilização em programas de sistema de informações geográficas (SIG).<br />
Na construção da Base Cartográfica, foram utilizados como referência os procedimentos descritos no <a href="ftp://geoftp.ibge.gov.br/documentos/cartografia/manual_procedimento_tecnico.pdf" target="_blank" title="Manual de Geociências">Manual Técnico de Geociências</a>
(nº 12 da série de manuais da Geociências). O Manual de Procedimentos
Técnicos para Fiscalização, Controle de Qualidade e Validação da Base
Cartográfica na escala 1:250.000, produzido pela Coordenação de
Cartografia da Diretoria de Geociências do IBGE, visa a orientar a
atividade de fiscalização de serviços de mapeamento, padronizando
procedimentos, como o preparo de imagens e construção de mapas,
garantindo a qualidade do material produzido.<br />
Com os dados das diversas categorias de informação presentes na Base,
de forma integrada e totalmente digital, a nova Base Cartográfica
1:250:000 está preparada para integrar a Infraestrutura Nacional de
Dados Espaciais (Inde) em futuro próximo.<br />
O mapa do Brasil mostra a divisão em blocos da Base Cartográfica em
escala 1:250.000, disponibilizada para 81% do território nacional (os
blocos identificados nas três tonalidades da cor azul estarão
disponíveis ao final do ano de 2012). A Base pode ser acessada através
do link <a href="http://www.ibge.gov.br/home/download/geociencias.shtm" target="_blank" title="Base Cartográfica">www.ibge.gov.br/home/download/geociencias.shtm</a>.<br />
<a href="http://mundogeo.com/wp-content/uploads/2012/08/Base-Cartogr%C3%A1fica-do-Territ%C3%B3rio-Nacional_IBGE.jpg" rel="lightbox[81637]"><img alt="Base Cartogr%C3%A1fica do Territ%C3%B3rio Nacional IBGE IBGE lança nova base cartográfica do território nacional" class="alignnone size-full wp-image-81638" height="526" src="http://mundogeo.com/wp-content/uploads/2012/08/Base-Cartogr%C3%A1fica-do-Territ%C3%B3rio-Nacional_IBGE.jpg" title="Base Cartográfica do Território Nacional_IBGE" width="460" /></a><br />
Fonte: IBGE</div>
Renato Adriano Martinshttp://www.blogger.com/profile/16177116075158526068noreply@blogger.com0Caldas Novas - GO, Brasil-17.7456821 -48.6257879-18.2296306 -49.2575019 -17.2617336 -47.9940739tag:blogger.com,1999:blog-4400719657241462500.post-79848665302348332442012-06-24T08:58:00.003-03:002012-06-24T09:07:01.084-03:00Imagens DMSP e TRMM para o bioma Cerrado<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="font-family: Arial,Helvetica,sans-serif; text-align: justify;">
<span style="font-size: x-small;"><span lang="pt-BR">
<span style="font-size: small;">Ai galera blogada, uma boa noticia, o LAPIG/UFG ( Laboratorio de Processamento de Imagem e Geoprocessamento) está disponibilizando imagem DMSP para o bioma Cerrado, Uma das características especiais desta família de satélites é que
consegue gerar imagens de objetos que refletem pouca quantidade de luz, fato esse que a torna uma exelente ferramenta na detecção de cidades e queimadas. </span></span></span><span style="font-size: small;"></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Outra imagen que tambem está sendo disponibilizada pelo LAPIG é a TRMM,</span><span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"> <span style="line-height: 135%;">tem como objetivo
monitorar diversas características da precipitação em regiões tropicais e
subtropicais, preenchendo uma lacuna existente em relação à aquisição
de dados. O </span></span><span style="font-family: Arial,Helvetica,sans-serif;">Download de imagens estão disponiveis no sitio do LAPIG recortadas e mosaicadas para o bioma cerrado, organizadas por ano. no endereço:</span><a href="http://www.lapig.iesa.ufg.br/lapig" style="font-family: Arial,Helvetica,sans-serif;" target="_blank"> http://www.lapig.iesa.ufg.br/lapig</a><span style="font-family: Arial,Helvetica,sans-serif;"> é so fazer o cadastro e baixar em "produtos=>dados geográficos". Bom trabalho a todos (Fonte: LAPIG)</span></div>
</div>
Renato Adriano Martinshttp://www.blogger.com/profile/16177116075158526068noreply@blogger.com0Caldas Novas - GO, Brasil-17.7456821 -48.6257879-17.9876531 -48.9416449 -17.5037111 -48.3099309tag:blogger.com,1999:blog-4400719657241462500.post-35375560769707195652012-05-01T21:27:00.001-03:002012-05-01T21:37:22.470-03:00Imagens Alos para Goiás<div dir="ltr" style="text-align: left;" trbidi="on">
Ai galera, a dica de hoje, enteressa muito para aqueles que trabalham ou pretendem trabalhar com imagens Alos sensor AVNIR resolução espacial de 10 metros, principalmente para quem atua em Goiás. é que o IBGE desde 2010 vem disponibilizando em seu sitio ortoimagens Alos, do projeto Base Contínua, escala 1:100000, Goiás e Distrito Federal. Segue o indice_ortoimagens disponiveis atualmente para Goiás. Para maiores informações consulte o<a href="http://www.ibge.gov.br/home/download/geociencias.shtm" target="_blank"> site</a> do IBGE <span style="color: blue;">http://www.ibge.gov.br/home/download/geociencias.shtm</span><img alt="" height="277" src="data:image/png;base64,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" title="" width="400" /></div>Renato Adriano Martinshttp://www.blogger.com/profile/16177116075158526068noreply@blogger.com2tag:blogger.com,1999:blog-4400719657241462500.post-9617607201773920722012-02-22T00:00:00.000-02:002012-02-22T00:02:19.769-02:00MODELO DIGITAL DE ELEVAÇÃO COM 3DEM<div dir="ltr" style="text-align: left;" trbidi="on">AI GALERA, SEGUE UM TUTORIAL DEMONSTRANDO COMO CRIAR UM MDE OU MDT COMO QUEIRA UTILIZANDO O PROGRAMA 3DEM. É UMA OTIMA FERRAMENTA PARA SIMULAR A GEOMORFOLOGIA, PRODUZIR PERFIL ETC. <a href="http://www.4shared.com/office/KPC4Cffg/MODELO_DIGITAL_DE_ELEVAO.html" target="_blank">PARA BAIXAR CLICK AQUI</a></div>Renato Adriano Martinshttp://www.blogger.com/profile/16177116075158526068noreply@blogger.com0tag:blogger.com,1999:blog-4400719657241462500.post-27052220925845503472012-01-28T11:21:00.000-02:002012-01-28T11:23:06.985-02:00Sites que disponibilizam dados para Geoprocessamento<span style="font-size: large;">Ai galera, andei futricando na net e reuni alguns sites que disponibilizam dados de geoprocessamento. espero que sejam uteis. Um abraço a todos. E lembrem-se: aqui a Geoinformação está ao alcance de todos </span><br />
<span style="font-size: large;"><a href="http://www.sieg.go.gov.br/">Estado de Goias</a></span><br />
<span style="font-size: large;"><a href="http://hidroweb.ana.gov.br/">Hidroweb - ANA</a></span><br />
<span style="font-size: large;"><a href="http://www.dgi.inpe.br/CDSR/">Imagens de satelites - INPE</a></span><br />
<span style="font-size: large;"><a href="http://siscom.ibama.gov.br/">Dados IBAMA</a></span><br />
<span style="font-size: large;"><a href="http://www.ibge.gov.br/home/download/geociencias.shtm">Dados IBGE</a></span><br />
<span style="font-size: large;"><a href="http://www.relevobr.cnpm.embrapa.br/index.htm">Brasil em Relevo - EMBRAPA</a></span><br />
<span style="font-size: large;"><a href="http://www.cpap.embrapa.br/agencia/001bdado1.htm">EMBRAPA Pantanal</a></span><br />
<span style="font-size: large;"><a href="http://www.cobveget.cnpm.embrapa.br/resulta/index.html">Cobertura Vegetal - EMBRAPA</a></span><br />
<span style="font-size: large;"><a href="http://www.gdem.aster.ersdac.or.jp/">Agencia Espacial Japoneja - Imagem Aster Gdem</a></span><br />
<span style="font-size: large;"><a href="http://www.lapig.iesa.ufg.br/lapig/">Laboratorio de Geoprocessamento - UFG - LAPIG</a></span><br />
<span style="font-size: large;"><a href="http://sigmine.dnpm.gov.br/webmap/">sigmine - dnpm</a></span><br />
<span style="font-size: large;"><a href="http://mapas.mma.gov.br/i3geo/mma/openlayers.htm?t1ud9o05nkkqgug42etbvfm4o5">i3geo/MMA</a></span><br />
<span style="font-size: large;"><a href="http://modis.gsfc.nasa.gov/">Imagem Modis</a></span><br />
<span style="font-size: large;"><a href="http://basesig.hd1.com.br/">Portal Base SIG Brasil</a></span>Renato Adriano Martinshttp://www.blogger.com/profile/16177116075158526068noreply@blogger.com0tag:blogger.com,1999:blog-4400719657241462500.post-36522142265777959202012-01-21T09:56:00.000-02:002012-02-09T15:17:02.818-02:00Reprojetar Vetores SHP no GvSig 1.9<div dir="ltr" style="text-align: left;" trbidi="on">Ai galera segue um tutorial demonstrando como reprojetar vetor SHP no GvSig 1.9, é uma operação de grande importância na integração de dados. Espero que seja útil. Um abraço a todos. <a href="http://www.4shared.com/office/iNryA1vg/REPROJETANDO_VETORES.html">CLICK AQUI PÁRA BAIXAR</a></div>Renato Adriano Martinshttp://www.blogger.com/profile/16177116075158526068noreply@blogger.com0tag:blogger.com,1999:blog-4400719657241462500.post-61972573240061600832012-01-21T09:35:00.000-02:002012-01-21T09:38:29.280-02:00Criar novo SHP no GvSig 1.9<a href="http://www.4shared.com/office/ht1D2txT/CRIANDO_NOVO_SHP_NO_GVSIG.html">Como criar um novo SHP</a>. Ai Galera, segue um tutorial demonstrando como criar um novo Shape utilizando o GvSig 1.9, espero que aproveitem, um abraço a todos <a href="http://www.4shared.com/office/ht1D2txT/CRIANDO_NOVO_SHP_NO_GVSIG.html"></a>Renato Adriano Martinshttp://www.blogger.com/profile/16177116075158526068noreply@blogger.com0tag:blogger.com,1999:blog-4400719657241462500.post-57671146818779295782010-11-04T18:22:00.000-02:002010-11-04T18:45:33.715-02:00Reprojetar Imagem (clik aqui)A Pedido do meu amigo Deivid, posto um pequeno video para auxiliar na reprojeção de imagem Aster que se encontra em WGS-84 reprojeto-a para SAD 69. abraço a todos e bom trabalho<a href="http://www.4shared.com/file/b72C9ohP/Reprojetar_imagem.html"></a>Renato Adriano Martinshttp://www.blogger.com/profile/16177116075158526068noreply@blogger.com0tag:blogger.com,1999:blog-4400719657241462500.post-64917692001670931402010-11-02T08:26:00.000-02:002010-11-04T18:39:45.391-02:00Iniciando no GvSigAi Galera, volto a publicar depois de um bom tempo, estava enrolado com meu mestrado, mas graças a Deus o pior já Passou, mas vamos o que interessa:<br />
O post que publico hoje é sobre como adicionar um dado vetorial no GvSig 1.9. Desde já adianto que este será o primeiro de uma série sobre GvSig e SPRING que publicarei. Para ter acesso <a href="http://www.4shared.com/document/I1gQowSD/Iniciado_o_gvSIG_1.html">click aqui</a><br />
Um abraço a todosRenato Adriano Martinshttp://www.blogger.com/profile/16177116075158526068noreply@blogger.com0tag:blogger.com,1999:blog-4400719657241462500.post-30560797710829300712010-08-23T14:17:00.000-03:002010-08-23T14:41:30.526-03:00Material SIGAi galera do 8º período de Engenharia Ambiental de UNICALDAS, e/ou todos os interessados. Segue material de SIG, sendo: uma apostila básica e didática do Prof. Dr. Roberto Rosa e um Livro mais complexos e mais aprofundado do Prof. Dr. Gilberto CÂMARA et al. <br />
<div class="MsoNormal"><a href="http://www.4shared.com/document/a8tzRYNL/SIG_Roberto_Rosa.html">Apostila de SIG (ROSA, 2004)</a> </div><div class="MsoNormal"> <a href="http://www.4shared.com/document/t9Vr-0vk/Anatomia_de_SIG.html">Livro Anatomia de SIG</a></div>Renato Adriano Martinshttp://www.blogger.com/profile/16177116075158526068noreply@blogger.com0tag:blogger.com,1999:blog-4400719657241462500.post-23072079374078562272010-08-19T23:15:00.000-03:002010-11-02T08:30:55.521-02:00Apostila de CartografiaAi galera segue uma didática apostila de Cartografia <a href="http://www.4shared.com/document/lyVmcax7/INTRODUO_A_CARTOGRAFIA.html"> Clik aqui</a><a href="http://www.4shared.com/document/lyVmcax7/INTRODUO_A_CARTOGRAFIA.html"><br />
</a>Renato Adriano Martinshttp://www.blogger.com/profile/16177116075158526068noreply@blogger.com0