tag:blogger.com,1999:blog-67292853551603981732024-02-08T03:31:08.792-03:00Alcilene Responde2024 ano da realização.Esperança. Obrigada!Alcilene Rodrigues http://www.blogger.com/profile/17414530444203883851noreply@blogger.comBlogger317125tag:blogger.com,1999:blog-6729285355160398173.post-83235254368714292792021-09-05T13:10:00.017-03:002021-09-05T13:15:33.596-03:00o Grito do Ipiranga.........................profª Alcilene Rodrigues<p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidbKNIlbQPgG_q3qX1O5JQZDHW-QgXu3ILUc4AQflYQPLtBFpifXV6hhL7Ch8SEsz2nmujm0-LHgcaFUaxvXXNMJL3UZbjijlBifiwdcALRb1hyxQf9JsREDEh3omYfDUPzxfltbF7POPr/s364/1125.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="232" data-original-width="364" height="204" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidbKNIlbQPgG_q3qX1O5JQZDHW-QgXu3ILUc4AQflYQPLtBFpifXV6hhL7Ch8SEsz2nmujm0-LHgcaFUaxvXXNMJL3UZbjijlBifiwdcALRb1hyxQf9JsREDEh3omYfDUPzxfltbF7POPr/s320/1125.jpg" width="320" /></a></div><p><span style="color: #b6d7a8;">Para acabar com a agitações que ocorriam em São Paulo, Dom Pedro resolveu partir antes para essa provincia. Antes, porém, nomeou para substituí-lo, durante sua ausencia, sua esposa, a princesa Dona Leopoldina.</span></p><p><span style="color: #b6d7a8;"><br /></span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVdu8oBGrAXX0hVpZ-KVLtEY4YSTOhzrA3YNjQkMpiTlm43R8WKjtXoFzxZVDLhF1MdQBX6pQmBpfrIvVE6aOsBKoQ23kog9mb9hCcyKUdibMOylic7FSBu_v5XC7lJIml4V-U3vtMZ1Cp/s300/images+%25284%2529.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="168" data-original-width="300" height="168" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVdu8oBGrAXX0hVpZ-KVLtEY4YSTOhzrA3YNjQkMpiTlm43R8WKjtXoFzxZVDLhF1MdQBX6pQmBpfrIvVE6aOsBKoQ23kog9mb9hCcyKUdibMOylic7FSBu_v5XC7lJIml4V-U3vtMZ1Cp/s0/images+%25284%2529.jpg" width="300" /></a></div> <span style="color: #cfe2f3;"> (</span><span style="color: #d0e0e3;">Jose Bonifacio, D. Pedro e D. Leopoldina.)</span><p></p><p style="text-align: justify;"><span style="color: #b6d7a8;">Na capital paulista, onde foi bem recebido, o príncipe demorou-se alguns dias e , no começo de setembro, partiu para Santos. Nessa ocasião, ja haviam chegado ao Rio de Janeiro, os despachos de Lisboa, que anulavam alguns dos seus atos mais importantes. </span></p><p style="text-align: justify;"><span style="color: #b6d7a8;">Enviados imediatamente para São Paulo, esses decretos chegaram ás mãos de D.Pedro, quando ele estava ás margens do riacho Ipiranga, na tarde de sábado de 7 de setembro de 1822. Então, indignado com as decisões de Portugal, resolveu declarar logo a independência do Brasil. Voltando-se para seus companheiros, gritou:</span></p><p style="text-align: justify;"><span style="color: #b6d7a8;">" - Laços fora, soldados. As cortes querem mesmo escravizar o Brasil. Cumpre, portanto, declarar já nossa independencia. Desde este momento, estamos definitivamente separados de Portugal: Independência ou Morte seja a nossoa divisa".</span></p><p></p><div class="separator" style="clear: both; text-align: justify;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgazCvhxvcsD9LisJZIKw_Ng6now156xz6wJmPnGB8msrMjH9o_AtP5WxYihyEMFmxiAfUxArCxX23FRVLs-0hCOVmnaf98izV2rjjYsfrYumlWzKQDVmk-AKR-zeR6d5FG7SimSL-M5Ab/s296/download.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="170" data-original-width="296" height="170" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgazCvhxvcsD9LisJZIKw_Ng6now156xz6wJmPnGB8msrMjH9o_AtP5WxYihyEMFmxiAfUxArCxX23FRVLs-0hCOVmnaf98izV2rjjYsfrYumlWzKQDVmk-AKR-zeR6d5FG7SimSL-M5Ab/s0/download.jpg" width="296" /></a></div> <span style="color: #d9d2e9;">(O grito do Ipiranga- Quadro de Pedro Américo, no museu do Ipiranga São Paulo)<br /></span><span style="color: #b6d7a8;"><br /></span><p></p><p style="text-align: justify;"><span style="color: #b6d7a8;">Logo depois, D.Pedro chegava à cidade de São Paulo, onde foi recebido com grandes festas. Á noite, houve num teatro um espetáculo em homenagem, sendo cantado um hino que ele mesmo havia composto. Estava realizado o sonho de Tiradentes e de tantos outros patriotas que haviam derramado seu sangue pela Independência do Brasil.</span></p><p><span style="color: #b6d7a8;"><br /></span></p><p><span style="color: #d0e0e3;">Questões:</span></p><p><span style="color: #d5a6bd;">1- Quem foi o patriarca da indepencia?</span></p><p><span style="color: #d5a6bd;">2- Quem era D. Leopoldina?</span></p><p><span style="color: #d5a6bd;">3- Quem ficou no lugar de D. Pedro, quando ele foi á São Paulo?</span></p><p><span style="color: #d5a6bd;">4- Que disse D. Pedro ás margens do riacho Ipiranga?</span></p><p><span style="color: #d5a6bd;">5- Como foi recebido D. Pedro na cidade de São Paulo?</span></p><p><span style="color: #b6d7a8;"><br /></span></p>Alcilene Rodrigues http://www.blogger.com/profile/17414530444203883851noreply@blogger.com0tag:blogger.com,1999:blog-6729285355160398173.post-36502709492675959582021-06-10T14:31:00.022-03:002021-06-11T13:51:13.015-03:00As principais virtudes humanas...profª Alcilene Rodrigues<p style="text-align: justify;"> <span style="color: #d0e0e3;"><b>Existem vários tipos de virtudes e podem ser classificadas de diversas maneiras. Vamos conhecer uma classificação que divide as virtudes em morais e cívicas.</b></span></p><p style="text-align: justify;"><span style="color: #b6d7a8;"><br /></span></p><p style="text-align: justify;"><span style="color: #b6d7a8;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: #b6d7a8;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG_b72p0DbIENRr1Tqhc84aXCXd1XlmeDhAk6421lFGOZttgaK9chTUpJ1vAPtU6ajriyBpvykshMRxC-M1ZuTRr41-7NwHtdno-KFdIrqaIW9o_3nCIE9GaowvwBsIBr39Hygi6mwqfI9/s800/alcigatinh.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG_b72p0DbIENRr1Tqhc84aXCXd1XlmeDhAk6421lFGOZttgaK9chTUpJ1vAPtU6ajriyBpvykshMRxC-M1ZuTRr41-7NwHtdno-KFdIrqaIW9o_3nCIE9GaowvwBsIBr39Hygi6mwqfI9/s320/alcigatinh.jpg" width="320" /></a></span></div><span style="color: #b6d7a8;"><br /></span><p></p><p style="text-align: justify;"><b><span style="color: #a2c4c9;">Vitudes Morais:</span><span style="color: #b6d7a8;"> são aquelas que revelam o hábito das pessoas de semprer agir para o bem, cumprindo os seus deveres de maneira livre e responsável. Vício é o hábito de praticar o mal, isto é, realizar algo que nos afasta da verdadeira felicidade.</span></b></p><p style="text-align: justify;"><span style="color: #b6d7a8;"><b>Dentre as pricincipais virtudes morais, podemos citar as seguintes:</b></span></p><p style="text-align: justify;"><b><span style="color: #ead1dc;">Coragem </span><span style="color: #b6d7a8;">é ação consciente , firme e energética diante dos problemas e perigos da vida. A pessoa corajosa não é aquela que procura o perigo e se arrisca para se exibir diante dos outros. Também não é aquela que diz não ter medo de nada. O medo diante do perigo é perfeitamente natural. Coragem é enfrentar os desafios quando eles aparecem e não, sair em busca de situações perigosas. É saber vencer o medo e analisar os riscos. É agir, e não fugir quando nossa ação se faz necessária.</span></b></p><p style="text-align: justify;"><span><b><span style="color: #f9cb9c;">Franqueza ou sinceridade </span><span style="color: #b6d7a8;">é o hábito de manisfestar a verdadeira opinião, sem fingimento. A franqueza é o contrário da falsidade ou hipocrisia. Entretanto, ser sincero não significa ofender e magoar as pessoas descecessariamente, com opiniões impensadas.</span></b></span></p><p style="text-align: justify;"><b><span style="color: #f4cccc;">Justiça </span><span style="color: #b6d7a8;">é a ação de dar a cada um o que lhe é devido. É exigir os direitos e cumprir os deveres. Sem justiça, a vida em sociedade seria absolutamente impossível. A justiça tem que ser igual para todos, independente de qualquer pensamento.</span></b></p><p style="text-align: justify;"><span><b><span style="color: #2b00fe;">Perseverança</span><span style="color: #b6d7a8;"> é a firmeza de vontade dirigida para um pbjetivo ou ideal de vida. Por exemplo: se voce deseja concluir com sucesso os estudos, é necessário perseverança, é necessário dedicação e força de vontade. Pouca coisa de valioso podemos conseguir na vida se não temos perseverança.</span></b></span></p><p style="text-align: justify;"><b><span style="color: #b4a7d6;">Prudência </span><span style="color: #b6d7a8;">que é o hábito de agir no momento certo, sem se adiantar ou se atrasar em relação aos acontecimentos. Quem se adianta é precipitado. Quem se atrasa é negligente. A prudência é a virtude do equílibrio, caracteriza as pessoas responsáveis.</span></b></p><p style="text-align: justify;"><span><b><span style="color: #ff00fe;">Solidariedade </span><span style="color: #b6d7a8;">é o ato de participar de maneira construtiva da vida de nosso semelhante. Solidariedade é participação e ajuda: é uma virtude que depende do sentimento de amor ao próximo.</span></b></span></p><p style="text-align: justify;"><span style="color: #b6d7a8;"><b><br /></b></span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnHJLSvgYg19CJRVaApY4iaPDh1K8_DiiQWexx6Jc0nZ7cNDLClr6z7n95rdeIGYrcYlsIklzKqeYwSSxSrRtEu9othTUrzOOT8bsam144iOGkmbr7oiWy7_j9QEkGfB8Veq2WvJFjYTDJ/s1000/x8.jpg" style="margin-left: 1em; margin-right: 1em;"><b><img border="0" data-original-height="634" data-original-width="1000" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnHJLSvgYg19CJRVaApY4iaPDh1K8_DiiQWexx6Jc0nZ7cNDLClr6z7n95rdeIGYrcYlsIklzKqeYwSSxSrRtEu9othTUrzOOT8bsam144iOGkmbr7oiWy7_j9QEkGfB8Veq2WvJFjYTDJ/s320/x8.jpg" width="320" /></b></a></div><b><br /><span style="color: #b6d7a8;"><br /></span></b><p></p><p style="text-align: justify;"><b><span style="color: #ea9999;">Temperança</span><span style="color: #b6d7a8;"> é o hábito da moderação. Quem come e bebe demais não possui temperança, não consegue se controlar. A temperança é o controle dos apetites e das paixões. Significa domínio de si mesmo.</span></b></p><p style="text-align: justify;"><span style="color: #b6d7a8;"><b><br /></b></span></p><p style="text-align: justify;"><b><span style="color: #ffe599;">Virtudes Cívicas:</span><span style="color: #b6d7a8;"> são aquelas que levam o cidadão a cumprir o conscientemente os seus deveres para com a Pátria, ou seja nosso país.</span></b></p><p style="text-align: justify;"><span style="color: #b6d7a8;"><b>São também virtudes cívicas todas as virtudes morais, que ja vimos a cima, além de outras virtudes, como a honestidade, a obediência às leis, o trabalho pelo bem comum. As virtudes cívicas podem ser resumidas em poucas palavras: Amor forte e inteligente em relação à Pátria. Inteligente para conhecer os seus problemas e grandeza, e forte para lutar por sua independencia e seu desenvolvimento.</b></span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8HK34cv7uOXWgJTc5EJqEn6Df_SmJ1pHMaiWJD8HOVy9Zu6-2LRxaeMgM-IfMb9h-a4LbRqltEXVE8_MDgl9DB3Yt5lw8EQiu4hmRKwdP5EAAcEybM9p01ouDbke7PjAiMcB-XlaEzPiI/s400/alci-Engenharia+produ%25C3%25A7%25C3%25A3o.jpg" style="margin-left: 1em; margin-right: 1em;"><b><img border="0" data-original-height="266" data-original-width="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8HK34cv7uOXWgJTc5EJqEn6Df_SmJ1pHMaiWJD8HOVy9Zu6-2LRxaeMgM-IfMb9h-a4LbRqltEXVE8_MDgl9DB3Yt5lw8EQiu4hmRKwdP5EAAcEybM9p01ouDbke7PjAiMcB-XlaEzPiI/s320/alci-Engenharia+produ%25C3%25A7%25C3%25A3o.jpg" width="320" /></b></a></div><b><br /><span style="color: #b6d7a8;"><br /></span></b><p></p><p style="text-align: justify;"><span style="color: #9fc5e8;"><b>Exercicios:</b></span></p><p style="text-align: justify;"><span style="color: #b6d7a8;"><b>1- Defina virtude e vícios.</b></span></p><p style="text-align: justify;"><span style="color: #b6d7a8;"><b>2- Dê alguns exemplos de virtudes e de vícios.</b></span></p><p style="text-align: justify;"><span style="color: #b6d7a8;"><b>3- Resuma as principais virtudes Morais( prudencia, coragem, temperança etc.)</b></span></p><p style="text-align: justify;"><span style="color: #b6d7a8;"><b>4 - Conceitue civismo.</b></span></p><p style="text-align: justify;"><span style="color: #b6d7a8;"><b>5- Qual a diferença entre responsabilidade moral e responsabilidade civica?</b></span></p><p style="text-align: justify;"><span style="color: #b6d7a8;"><b><br /></b></span></p><p style="text-align: justify;"><br /></p>Alcilene Rodrigues http://www.blogger.com/profile/17414530444203883851noreply@blogger.com0tag:blogger.com,1999:blog-6729285355160398173.post-85131082706290773182021-04-30T14:58:00.002-03:002021-04-30T15:04:40.465-03:00O brasileiro imigrante do sul (vindo da Europa).....profª Alcilene Rodrigues<p style="text-align: justify;"> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjew1T1EFWLDUqF6si_MnWztFrCNzgjI-gXnmVQ_6CJS1u7skH-ZzeffYVzxV_imNrGourbC267Jv_Cz55Ehn6thxPL337Ni6di9ZbJD5NBkYbQUIpRdUvi8Px3RzORsa6mj2dA1zFQJvGC/s553/imigracao.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="378" data-original-width="553" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjew1T1EFWLDUqF6si_MnWztFrCNzgjI-gXnmVQ_6CJS1u7skH-ZzeffYVzxV_imNrGourbC267Jv_Cz55Ehn6thxPL337Ni6di9ZbJD5NBkYbQUIpRdUvi8Px3RzORsa6mj2dA1zFQJvGC/s320/imigracao.jpg" width="320" /></a></div><br /><p></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;">No sul do nosso país vivem brasileiros diferentes. Chamados : Valentinni, Lunardelli, Schuster, Muller, Volkov, Ziembinski, Franciscchetti, Bertini, Bertollo, Penco, etc. Que com os longos anos com seu trabalho, fez nascer também um Brasil diferente. Notamos isso na paisagem rural, que eles construiram. Fazendinhas bem tratadas, sítios e etc, solo cultivado com carinho. Gado selecionado, pastando tranquilo em vales sempre verdes. Casinhas de madeira, telhados aguçados e sótãos com janelinhas encortinadas, parecendo um cartão posto. Quem fez esse Brasil? Nossos imigrantes estrangeiros. </span></p><p style="text-align: justify;"><span style="color: #a2c4c9;">Um Brasil diferente, no sul. Ali outras pessoas são minorias. Os sobrenomes denunciam a origem européia dos povoadores.</span></p><p style="text-align: justify;"><span style="color: #a2c4c9;">A cultura, também. Nota-se isso nos tipos de habitação, na maneira de fazer lavouras, na religião e nos costumes. Esse Brasil surgiu da imigração Européia.</span></p><p style="text-align: justify;"><span style="color: #b6d7a8;">As colonias</span></p><p style="text-align: justify;"><span style="color: #a2c4c9;">Durante a última fase do Império Portugues, o governo decidiu povar o sul do país. A Europa tinha grande interesse em ceder imigrantes. Faltavam empregos e havia fome no velho continente.</span></p><p style="text-align: justify;"><span style="color: #a2c4c9;">Os europeus iam principalmente para os Estados Unidos (alemães, suiços, holandeses, italianos, espanhóis, irlandeses). Uma das razões dessa preferencia era o clima, quase o mesmo da sua terra natal.</span></p><p style="text-align: justify;"><span style="color: #a2c4c9;">Mas o sul do Brasil também tinha clima parecido. E terras virgens, férteis.</span></p><p style="text-align: justify;"><span style="color: #a2c4c9;">E os imigrantes começaram a chegar. Insatalaram-se nas novas áreas. De São Paulo ao Rio Grande do Sul. Estabeleceram colonias agrícolas. Desbravaram a mata, abriram fazendas, construiram estradas, fundaram cidades. Progrediram. Com o tempo, assimilaram os pricipais costumes brasileiros e se integraram na sua população.</span></p><p style="text-align: justify;"><span style="color: #ead1dc;">As Principais Colonias:</span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPdYvEei9zLpmyMdx0AkVDYIdbXILi4KWfm8M21LxTZCNbS6dUq7LL4RcXuv6ZNl1qJY3IofSqqZ5OQc_e9pY_eKWgztMYnZPMKMwU1yUbpmpDuuPLDeukY223_m0IpaQvdQbKFAicBVfs/s638/sul-o-brasil-4-638.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="479" data-original-width="638" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPdYvEei9zLpmyMdx0AkVDYIdbXILi4KWfm8M21LxTZCNbS6dUq7LL4RcXuv6ZNl1qJY3IofSqqZ5OQc_e9pY_eKWgztMYnZPMKMwU1yUbpmpDuuPLDeukY223_m0IpaQvdQbKFAicBVfs/s320/sul-o-brasil-4-638.jpg" width="320" /></a></div><br /><span style="color: #ead1dc;"><br /></span><p></p><p style="text-align: justify;"><span style="color: #a2c4c9;">No mapa acima voce pode ver as principais colonias européias estabelecidas no sul do Brasil:</span></p><p style="text-align: justify;"></p><ul><li><span style="color: #a2c4c9;">as eslavas (russos, poloneses) fixaram-se, de preferencia, no Paraná.</span></li><li><span style="color: #a2c4c9;">as alemãs, em Santa Catarina e Rio Grande do Sul.</span></li><li><span style="color: #a2c4c9;">as italianas, como alemãs nos dois estados sulinos </span></li></ul><div><span style="color: #fce5cd;">A Marca do Imigrante</span></div><div><span style="color: #a2c4c9;"><br /></span></div><div><span style="color: #a2c4c9;">O imigrante europeu deixou sua marca na paisagem rural e urbana.</span></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqX8u4KwgKLw1RfqVlpY0d0DFKbTPSsDYhLhA6RGOj-Idrdmc_veqvqDQ_4joglVeuhE9EFdWEbP_TePA7H0Kuxy808sKlzXHylO8KtqPcaO8eMbea6_2YC5XFiOmeKeOdxGPaIRG5Onc5/s286/images+%25283%2529.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="176" data-original-width="286" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqX8u4KwgKLw1RfqVlpY0d0DFKbTPSsDYhLhA6RGOj-Idrdmc_veqvqDQ_4joglVeuhE9EFdWEbP_TePA7H0Kuxy808sKlzXHylO8KtqPcaO8eMbea6_2YC5XFiOmeKeOdxGPaIRG5Onc5/s0/images+%25283%2529.jpg" /></a></div><br /><span style="color: #a2c4c9;"><br /></span></div><div><ul><li><span style="color: #a2c4c9;">as propriedades agrícolas, geralmente de pequena área, são extremamente bem cultivadas</span></li><li><span style="color: #a2c4c9;">as construçoes típicas, lembrando as da velha Europa.</span></li></ul><div><span style="color: #a2c4c9;">Observe que:</span></div><div><ul><li><span style="color: #a2c4c9;">em São Paulo e outras áreas do sudeste o colono europeu era trazido pelo fazendeiro ( que pagava sua passagem). Ele iria substituir o escravo negro nos cafezais. Em troca, receberia, como pagamento, paryte do lucro das colheitas (parceria).</span></li><li><span style="color: #a2c4c9;">nos Estados sulinos o imigrante estabelecia-se em terras virgens, compradas ao governo. Derrubava a mata e formava sua própria fazendinha. Para chegar ao Brasil, contava com a ajuda do giverno ou grandes companhias de colonização. Isso o ajudou a formar, no sul, as pequenas propriedades rurais.</span></li></ul><div><span style="color: #d9d2e9;">O que fez o imigrante estrangeiro pelo Brasil?</span></div></div></div><div><ul><li><span style="color: #9fc5e8;">ajudou a desbravar e povoar terras virgens.</span></li><li><span style="color: #9fc5e8;">fundou povoados, hoje próspera cidades.</span></li><li><span style="color: #9fc5e8;">suas mãos lavraram a terra e criaram riqueza agrícola</span></li><li><span style="color: #9fc5e8;">introduziu novas culturas agrícolas</span></li><li><span style="color: #9fc5e8;">trouxe técnicas mais desenvolvidas para ompáis</span></li><li><span style="color: #9fc5e8;">com a riqueza obtida pelo trabalho agrícola, ajudou a implantar a industrialização.</span></li></ul><div><span style="color: #d9ead3;">Questões:</span></div></div><div><span style="color: #9fc5e8;">a) Que região brasileira foi colonizada pelo imigrante europeu?</span></div><div><span style="color: #9fc5e8;">b) Quais as principais colonias ali estabelecidas no sul do país?</span></div><div><span style="color: #9fc5e8;">c) Qual imigrante predominaram no Paraná?</span></div><div><span style="color: #9fc5e8;">d) Quais imigrantes que predominaram em Santa Catarina e Rio Grande do Sul?</span></div><div><span style="color: #9fc5e8;">e) Que contribuições deram os imigrantes para o desenvolvimento do Brasil?</span></div><div><span style="color: #9fc5e8;"><br /></span></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirhseNyuGs3UCJsW9AdlxO6DYUAhmXX45HjodNJmzJ8ahsw9xdl5txohB5rLkRwJGuClFlGo-WI44p2J_jsLar9Z7XoD82-Nw8jfsAKTyaK7L3MCDBBJscp-bQafAajH5BXCGtpTt-_Qpi/s585/colonizacao-alema-no-sul-do-brasil.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="389" data-original-width="585" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirhseNyuGs3UCJsW9AdlxO6DYUAhmXX45HjodNJmzJ8ahsw9xdl5txohB5rLkRwJGuClFlGo-WI44p2J_jsLar9Z7XoD82-Nw8jfsAKTyaK7L3MCDBBJscp-bQafAajH5BXCGtpTt-_Qpi/s320/colonizacao-alema-no-sul-do-brasil.jpg" width="320" /></a></div><br /><span style="color: #9fc5e8;"><br /></span></div><div><span style="color: #ffe599;">Vocabulario:</span></div><div><span style="color: #9fc5e8;">Minoria = menor parte.</span></div><div><span style="color: #9fc5e8;">Denunciam = revelam.</span></div><div><span style="color: #9fc5e8;">Imigração = entrada de população em uma região, ou país.</span></div><div><span style="color: #9fc5e8;">Assimilaram = adotaram como seus.</span></div><div><span style="color: #a2c4c9;"><br /></span></div><p></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p>Alcilene Rodrigues http://www.blogger.com/profile/17414530444203883851noreply@blogger.com0tag:blogger.com,1999:blog-6729285355160398173.post-91013986407168845132021-03-16T16:57:00.002-03:002021-03-16T16:57:17.444-03:00 A civilização Bizantina......Idade Média (até 1453)....Profª Alcilene Rodrigues<p> </p><p><span style="color: #ffe599;"><br /></span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcE-0cwng6GLhctzmaKUNeVa3EhAWvLBTI64miBBDwXOg5nYvius73Ajo5_jqKU7vKn8MCsXfA8mzZkWkI2qf6XJow4gpc7K_2YjfTQtHpGOMcuCRXDic8IpMwsH2noY7INlt1-AtpMVYw/s275/images+%25283%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="183" data-original-width="275" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcE-0cwng6GLhctzmaKUNeVa3EhAWvLBTI64miBBDwXOg5nYvius73Ajo5_jqKU7vKn8MCsXfA8mzZkWkI2qf6XJow4gpc7K_2YjfTQtHpGOMcuCRXDic8IpMwsH2noY7INlt1-AtpMVYw/s0/images+%25283%2529.jpg" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><span style="color: #ffe599;"><div style="text-align: justify;">Enquanto o império Romano do Ocidente era invadido, destruido e dividido pelos bárbaros, o império Romano do Oriente sobrevivia e cumpriria importante papel histórico, até desaparecer apenas no final da Idade Média. Na verdade, o império Romano do oriente adquiria cada vez mais caracteristicas próprias, diferenciando-se do ocidental: monarquia absolutista, Igreja dependente do Estado, forte religiosidade popular, predominancia de elementos culturais gregos, diversificação racial.</div></span><p></p><p style="text-align: justify;"><span style="color: #04ff00;">Origens:</span></p><p><span style="color: #04ff00;"><br /></span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFN8zqKdPQXovAc6TW8ucb-zsLWElGuE_ckOMl4AXLitS_h4Jj369Dxc4HCpaSDOz94Z96zB-w32Zm1m3Gt4DREQb5riNFlo8mMWVXw8WUuOW7lH3HfL4gnPsjdz_fX3nux4y6ktQXLr5Y/s784/imperiobizantinorevisaodehistoria.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="336" data-original-width="784" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFN8zqKdPQXovAc6TW8ucb-zsLWElGuE_ckOMl4AXLitS_h4Jj369Dxc4HCpaSDOz94Z96zB-w32Zm1m3Gt4DREQb5riNFlo8mMWVXw8WUuOW7lH3HfL4gnPsjdz_fX3nux4y6ktQXLr5Y/s320/imperiobizantinorevisaodehistoria.png" width="320" /></a></div><div style="color: #b6d7a8; text-align: justify;">Foi a excelente localização geográfica que levou o imperador Constantino a fundar, no local da antiga colonia grega de Bizancio, a cidade de Constantinopla (330). Assentada no estreito de Bósforo, ela é a ligação natural entre a Asia e a Europa. Assim, o dominio de Constantinopla significava o dominio da passagem do mar Negro ao mar Egeu( e, portanto, ao Mediterraneo), numa magnifica situação para o comercio. Estrategicamente, as condiçoes não eram inferiores: Constantinopla situava-se no chamado Corno de Ouro, pedaço de terra avança para o mar e possiblitava à cidade uma fácil defesa, com muralhas isolando-a do restante do continente europeu e com uma poderosa corrente ligada à margem asiática, impedindo que navios entrassem em seu porto.</div><div style="color: #b6d7a8; text-align: justify;"><br /></div><div style="text-align: justify;"><span style="color: #6fa8dc;">O reinado de Justiniano</span></div><div style="color: #b6d7a8; text-align: justify;"><br /></div><div class="separator" style="clear: both; color: #b6d7a8; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIu88s4MHt6WdJyHO01S9ysCGxm5wrV0LcEYTbYiArfJKQjEzhtko8VbjFJ92ff8UtSJlfPLiVBTNxkcJo8W4Ku_ec7_foGHara5HNNu9i_r74Io29fbuAPFBhy0yGv-mc3o2vdjWsLn57/s335/images+%25284%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="150" data-original-width="335" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIu88s4MHt6WdJyHO01S9ysCGxm5wrV0LcEYTbYiArfJKQjEzhtko8VbjFJ92ff8UtSJlfPLiVBTNxkcJo8W4Ku_ec7_foGHara5HNNu9i_r74Io29fbuAPFBhy0yGv-mc3o2vdjWsLn57/s320/images+%25284%2529.jpg" width="320" /></a></div><br /><div style="color: #b6d7a8; text-align: justify;"><br /></div><p></p><p style="text-align: justify;"><span style="color: #b6d7a8;">Apesar de separado do Ocidente desde 395, o Império Bizantino só passou a vida realmente própria com aquele que foi seu mais importante imperador, Justiniano (527 - 565). Na politica externa, o reinado deste imperador csracterizou-se pela tentativa de reconquistar o Ocidente, arrancando dos bárbaros os territórios do antigo Império Romano. O general Belisário e depois o general Narsés conseguiram, após longa e árdua campanha, derrotar os vandalos no Norte da Africa, os visigodos na Espanha e os ostrogodos na Itália. Estas conquistas, porém, foram feitas à custa de grandes gastos e esforços, revelando-se, a longo prazo, mais prejudiciais do que benéficas, pois enfraqueceram o império..</span></p><p style="text-align: justify;"><span style="color: #b6d7a8;">Na politica interna esta a maior importancia do reinado de Justiniano. Ele remodulou a administração, reduzindo o número de provincias e estabelecendo melhor fiscalização sobre os funcionários, impedindo que ocorrecem abusos. Incentivou as artes, ordenando a construção de vários monumentos, em especial da famosa catedral de Santa Sofia, uma das maiores obras arquitetonicas da Idade Média.</span></p><p style="text-align: justify;"><br /></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVjvOGtrUAXMcN6iB-yLlUBq4ra-HDnt58bD7b-tYPOIJdolsvBDC9wfmdRQevisUD-LAaqvmsyFptjIPdsP_O1Plw0qoOwvlGaGrbMbMgD3Ueg3B10xTkqoQ3UK8AyYPvbr2HqvNd2KUC/s2048/Bas%25C3%25ADlica-de-Santa-Sofia_204516073.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1366" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVjvOGtrUAXMcN6iB-yLlUBq4ra-HDnt58bD7b-tYPOIJdolsvBDC9wfmdRQevisUD-LAaqvmsyFptjIPdsP_O1Plw0qoOwvlGaGrbMbMgD3Ueg3B10xTkqoQ3UK8AyYPvbr2HqvNd2KUC/s320/Bas%25C3%25ADlica-de-Santa-Sofia_204516073.jpg" width="320" /></a></div><br /><span style="color: #b6d7a8;"><br /></span><p></p><p style="text-align: justify;"><span style="color: #b6d7a8;">A maior obra de Justiniano, contudo foi no campo juridico: preservação e organização do direito romano. o resultado do trabalho de uma comissão de especialistas coordenados por Triboniano foi o Corpus Juris Civilis (Corpo do Direito Civil).</span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5Y2It3JQDnQngvfl2KkImvFiklXubjIkvBcRJrJvioMBbFQtEtL3HPpn-RSDwYe_SDRZII-nfPl72K-y0gjAn9rbnyIhagC09Qe3XobcFDlYs4eGgKkJ4HbBWQawmQ3aah9eAOZ65DECG/s633/fbe5ea32aea7f13d400f94b4230080c0.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="442" data-original-width="633" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5Y2It3JQDnQngvfl2KkImvFiklXubjIkvBcRJrJvioMBbFQtEtL3HPpn-RSDwYe_SDRZII-nfPl72K-y0gjAn9rbnyIhagC09Qe3XobcFDlYs4eGgKkJ4HbBWQawmQ3aah9eAOZ65DECG/s320/fbe5ea32aea7f13d400f94b4230080c0.jpg" width="320" /></a></div><br /><span style="color: #b6d7a8;"><br /></span><p></p><p style="text-align: justify;"><span style="color: #d0e0e3;">A decadencia Bizantina</span></p><p style="text-align: justify;"><span style="color: #b6d7a8;">Após Justiniano, Bizancio conheceu alternativamente momentos dificeis e gloriosos. A pressão árabe arrancou importantes territórios do imperio no século VII, vindo a recuperação e o apogeu com a dinastia Macedonica (867-1059), especialmente no reinado de Basílio II. Entretanto, desde então o imperio Bizantino passou a ser atacado por diversos inimigos, desaparecendo em 1453, com a tomada de Constantinopla pelos turcos otomanos.</span></p><p style="text-align: justify;"><span style="color: #b6d7a8;"><br /></span></p><p style="text-align: justify;"><span style="color: #b4a7d6;">Exercícios:</span></p><p style="text-align: justify;"><span style="color: #a2c4c9;">1-</span><span style="color: #b6d7a8;"> Explique as duas causas da decadencia do império Bizantino.</span></p><p style="text-align: justify;"><span style="color: #a2c4c9;">2- </span><span style="color: #b6d7a8;">Em relação ao Impéiro Bizantino é certo afirmar que:</span></p><p style="text-align: justify;"><span style="color: #b6d7a8;">a) o governo era o mesmo tempo teocratico e liberal</span></p><p style="text-align: justify;"><span style="color: #b6d7a8;">b) o estado não tinha influencia na vida economica</span></p><p style="text-align: justify;"><span style="color: #b6d7a8;">c) o comercio era sobretudo maritimo.</span></p><p style="text-align: justify;"><span style="color: #b6d7a8;">d) o império bizantino nunca conheceu crises sociais</span></p><p style="text-align: justify;"><span style="color: #b6d7a8;">e) o imperialismo bizantino restringiu-se à Ásia Menor</span></p><p style="text-align: justify;"><span style="color: #a2c4c9;">3</span><span style="color: #b6d7a8;">- A expansão dos arabes, a partir do século VII:</span></p><p style="text-align: justify;"><span style="color: #b6d7a8;">a) acarretou a queda do Império Bizantino</span></p><p style="text-align: justify;"><span style="color: #b6d7a8;">b) dificultou no Mediterraneo, acentuando a ruralização da Europa ocidental.</span></p><p style="text-align: justify;"><span style="color: #b6d7a8;">c) provocou o deslocamento das atividades maritimo-comerciais do Mediterraneo para o Atlantico</span></p><p style="text-align: justify;"><span style="color: #b6d7a8;">d) incentivou o comercio entre Ocidente e Oriente </span></p><p style="text-align: justify;"><span style="color: #b6d7a8;">e) incentivou a urbanização na Europa Ocidental</span></p><p style="text-align: justify;"><span style="color: #b6d7a8;"><br /></span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMqoN9eLIif-HT9Pc6G4v5PqZVwPCaDrBRl4wfpeADA6dZwrT7utuetQU5arIfbRqQpZ94nWJ6etyKSKM9Efnhatg9W9kTWqaMXaozndOI53Iz5XBBkXNeweFIVp6K5kRg3-jQcNnG9Zn1/s1024/ScrapeeNet.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="1024" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMqoN9eLIif-HT9Pc6G4v5PqZVwPCaDrBRl4wfpeADA6dZwrT7utuetQU5arIfbRqQpZ94nWJ6etyKSKM9Efnhatg9W9kTWqaMXaozndOI53Iz5XBBkXNeweFIVp6K5kRg3-jQcNnG9Zn1/s320/ScrapeeNet.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><span style="color: #b6d7a8;"><br /></span><p></p><p style="text-align: justify;"><br /></p><p style="text-align: justify;"><span style="color: #b6d7a8;"><br /></span></p>Alcilene Rodrigues http://www.blogger.com/profile/17414530444203883851noreply@blogger.com0tag:blogger.com,1999:blog-6729285355160398173.post-70453531127144384752021-02-17T14:06:00.000-03:002021-02-17T14:06:03.445-03:00Bullet Journal..........profª Alcilene Rodrigues<p style="text-align: justify;"> </p><p style="text-align: justify;"><span style="color: #ea9999;"><b><br /></b></span></p><p style="text-align: justify;"><span style="color: #ea9999;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: #ea9999;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpCGEirarnysxi-j0zYHJTF1H6zANiyWB2dMAU-B5kK0Zd7BZY8UkprAEpOhqBi9zedbvdWsM07KcypeHCMZoHwwXZF9ev4llwpa02g6bR5OSJ1wxlQBV02UxeAvqPTdaqGw8_fLbQw3LA/s300/images+%25285%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="168" data-original-width="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpCGEirarnysxi-j0zYHJTF1H6zANiyWB2dMAU-B5kK0Zd7BZY8UkprAEpOhqBi9zedbvdWsM07KcypeHCMZoHwwXZF9ev4llwpa02g6bR5OSJ1wxlQBV02UxeAvqPTdaqGw8_fLbQw3LA/s0/images+%25285%2529.jpg" /></a></span></div><b style="color: #ea9999;">O Bullet Journal, é uma forma de personalizar as folhas de um caderno para se organizar e planejar suas atividades e hábitos de forma divertida e do seu jeito, praticamente é uma agenda pessoal feita por voce que não gosta de agendas prontas que estão a venda nas papelarias ou em sites de comércio.</b><div><span style="color: #ea9999;"><b><br /></b></span></div><div><span style="color: #ea9999;"><b><br /></b></span></div><div><span style="color: #ea9999;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNEuSHJvS4FERy0HRgqPgxswdOLO8P0kOeUMfm-3yVNaQFuLIwybsS8tb8FdmFUWopgtCpKP_4obuv2cACaJ6Ztq6x-NqoL4x5GyYJnLiUhzlHikDOj9HjX_VOxiy-uNQyICBH7_byKev2/s1280/maxresdefault+%25281%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNEuSHJvS4FERy0HRgqPgxswdOLO8P0kOeUMfm-3yVNaQFuLIwybsS8tb8FdmFUWopgtCpKP_4obuv2cACaJ6Ztq6x-NqoL4x5GyYJnLiUhzlHikDOj9HjX_VOxiy-uNQyICBH7_byKev2/s320/maxresdefault+%25281%2529.jpg" width="320" /></a></div><br /><b><br /></b></span></div><div><span style="color: #ea9999;"><b><br /></b></span></div><div><b style="color: #ea9999; text-align: justify;">Tem apelido de Bujo, foi criada pelo designer Ryder Carroll. Bullet é uma palavra inglesa para os simbolos que colocamos anteriormente nas nossas tarefas, e Journal é a palavra inglesa que significa caderno de anotações ou diário.</b></div><div><b style="color: #ea9999; text-align: justify;"><br /></b></div><div><div class="separator" style="clear: both; text-align: center;"><span style="color: #ea9999;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijr213uvHFYvT76OTgJooCo5NpuQ2N8lZ7BaelrhY5wNgHFLV3OqlyzWT91-5bW5yPRlnaEhAPcpHCmJ65STu-6uQNPQ74Anl5A0FSsqGdO35ptxiNNzu-Xa4JVU_dik9gOibJ4O77Dfpv/s1707/Bullet%252BJournal%252B2021%252BTransformation.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1707" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijr213uvHFYvT76OTgJooCo5NpuQ2N8lZ7BaelrhY5wNgHFLV3OqlyzWT91-5bW5yPRlnaEhAPcpHCmJ65STu-6uQNPQ74Anl5A0FSsqGdO35ptxiNNzu-Xa4JVU_dik9gOibJ4O77Dfpv/s320/Bullet%252BJournal%252B2021%252BTransformation.jpg" width="320" /></a></b></span></div><span style="color: #ea9999;"><b><br /></b></span><p></p><p style="text-align: justify;"><span style="color: #ea9999;"><b>Para a confeçção do seu Bullet Journal, ou agenda, voce vai precisar de um caderno de qualquer tipo e uma caneta simples, geralmente o pessoal gosta da cor preta, mas a cor fica a seu gosto. Vocé está livre para criar o seu Bujo.</b></span></p><p style="text-align: justify;"><span style="color: #ea9999;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: #ea9999;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVG6zZiibNN3BjGtbUtnetM5cUGLzs68w5HsI5o8ULSBXtAuSAhhBx25TbG2Ovo7inH94RGp-Sx7cqtB3BViPWpX2gyvsPWm8xl_Z6e9OpD8WRuMTLscS9_V_k6YZgow-3FmCgAoDFiWw0/s700/image-of-journal-and-supplies.jpg.optimal.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="375" data-original-width="700" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVG6zZiibNN3BjGtbUtnetM5cUGLzs68w5HsI5o8ULSBXtAuSAhhBx25TbG2Ovo7inH94RGp-Sx7cqtB3BViPWpX2gyvsPWm8xl_Z6e9OpD8WRuMTLscS9_V_k6YZgow-3FmCgAoDFiWw0/s320/image-of-journal-and-supplies.jpg.optimal.jpg" width="320" /></a></span></div><span style="color: #ea9999;"><br /><b><br /><div class="separator" style="clear: both; text-align: center;"><br /></div></b></span><p></p><p style="text-align: justify;"><span style="color: #ea9999;"><b>Essa agenda, terá pelo menos umas 5 seções básicas como um indice, uma legenda, um log futuro, um log mensal e logs diários e assim voce vai fazendo até terminar seu caderno. Pode misturar tudo sim e colocar o que voce quiser, por isso é diferente de uma agenda. O objetivo do Bujo é que voce coloque seus compromissos e anotações de uma forma divertida e diferente, mas bem organizada. O pessoal tem feito cada Bujo lindo e criativo. E voce vai fazer um utilizando o que voce tem e gosta. Preste bastante atenção para não ficar errando, faça um plano antes de começar. Boa sorte e muita criatividade no seu Bullet Journal.</b></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgM579_IllYhX2n0AohhdcQRr1oGDtdWizNptA_sKLCY1k_mYD6iUt4TDRs6gdF2lq8vdlY33MLukaOvN9z-Bfst3tBaPPKFufWGVWY0Sk6195ctD9Pb9XsAXYdbUqv5LPUwkh5_yDn_JcO/s2048/3+-+Bullet+Journal+Dezembro+-+Planejamento+mensal+-+Tema+Natal.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1485" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgM579_IllYhX2n0AohhdcQRr1oGDtdWizNptA_sKLCY1k_mYD6iUt4TDRs6gdF2lq8vdlY33MLukaOvN9z-Bfst3tBaPPKFufWGVWY0Sk6195ctD9Pb9XsAXYdbUqv5LPUwkh5_yDn_JcO/s320/3+-+Bullet+Journal+Dezembro+-+Planejamento+mensal+-+Tema+Natal.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p style="text-align: justify;"><br /></p></div>Alcilene Rodrigues http://www.blogger.com/profile/17414530444203883851noreply@blogger.com0tag:blogger.com,1999:blog-6729285355160398173.post-12677499981482249052021-01-24T11:54:00.003-03:002021-01-24T11:56:29.384-03:00A Constituição de 1946 e a crise de 1961....Profª Alcilene Rodrigues<p style="text-align: justify;"> </p><p style="text-align: justify;"><b></b></p><div class="separator" style="clear: both; text-align: center;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRXoB1GFqEBKyEnsha5nKpD1E3yfBQ0n2DZb6d4pYD_fTa-Q-KMOx4Z5thUVemb8TsDMGxS8qfDx3xl-xxdYJLWBerlxyFMbcBztktgpR-khOcrlbtiiPN-xh0z32RAIe9j5dncfdtYpSq/s1280/maxresdefault.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRXoB1GFqEBKyEnsha5nKpD1E3yfBQ0n2DZb6d4pYD_fTa-Q-KMOx4Z5thUVemb8TsDMGxS8qfDx3xl-xxdYJLWBerlxyFMbcBztktgpR-khOcrlbtiiPN-xh0z32RAIe9j5dncfdtYpSq/s320/maxresdefault.jpg" width="320" /></a></b></div><b><br /><span style="color: #93c47d;"><br /></span></b><p></p><p style="text-align: justify;"><b><span style="color: #93c47d;">Em 1945, quando eleito Presidente da República, o general Eurico Gaspar Dutra, também foram eleitos deputados e senadores com madato constituintes: em primeiro legar formariam uma assembléia para votar e promulgar uma Constituição democrática, em substituição à Carta de 1937 que havia implantado, com o nome de Estado Novo, o regime ditatorial. Era A redemocratização do Brasil, que se processava, com o fim da Segunda Guerra Mundial (1939- 1945) em que as grandes democracias, com a participação das forças brasileiras, haviam triunfados sobre as nações do Eixo (Alemanha, Itália e Japão).</span></b></p><p style="text-align: justify;"><b><span style="color: #93c47d;"> Empossada em janeiro de 1946 a Assembleia Constituinte trabalhou ativamente na elaboração do novo texto constitucional, afinal promulgado a 18 de setembro do mesmo ano. Como as tres constituições anteriores o presidencialismo: ao presidente da República </span></b><b style="color: #93c47d;">atribui-se, privativamente, o poder executivo. Os ministros são, portanto, e sua exclusiva confiança: o presidente nomeia ou demite à sua vontade.</b></p><p style="text-align: justify;"><b style="color: #93c47d;">Entretanto, desde o primeiro período republicano, quando estava em vigor a Constituição de 1891, havia politicos e escritores notáveis que desenvolviam, no Congresso, em jornais e em livros, ativa propaganda em favor do parlamentarismo.</b></p><div class="separator" style="clear: both; text-align: center;"><b style="color: #93c47d;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3eLj_YPA0G6sO8GIZNGmF5XBgtAcoLMcoG-EvMsHgHTes8ZMKKr0peFZSMKKk8WXlB-aWOmr_O-ORUHOxONR0-j_99pmum1oivLIH6kaqGlmwM9vT3ufZCGFAz3t-sxdElgnI6ZC2G-kQ/s291/images+%25283%2529.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="173" data-original-width="291" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3eLj_YPA0G6sO8GIZNGmF5XBgtAcoLMcoG-EvMsHgHTes8ZMKKr0peFZSMKKk8WXlB-aWOmr_O-ORUHOxONR0-j_99pmum1oivLIH6kaqGlmwM9vT3ufZCGFAz3t-sxdElgnI6ZC2G-kQ/s0/images+%25283%2529.jpg" /></a></b></div><div class="separator" style="clear: both; text-align: center;"><b style="color: #93c47d;"><br /></b></div><b style="color: #93c47d;"><br /></b><p></p><p style="text-align: justify;"><b style="color: #93c47d;">Apesar da combatividade e inteligencia dos defensores do sistema parlamentar, foram sempre rejeitados os projetos de emenda à Constituição apresentados com o objetivo de estabelece-lo. Entretanto ia o Congresso, inesperadamente, adotar esse sistema de governo, durante a grave crise politico-militar ocorrida em 1961. No dia 25 de agosto a nação foi surpreendida pela renuncia do presidente Janio Quadros. Ocupou então interinamente o Poder o presidente da camara dos Deputados, Ranieri Mazzilli, pois o sucessor, vice-presidente João Golart, viajava pelos países da Asia. Mas os ministros militares declaram-se, contrários à posse de João Goulart. Contra essa declaração houve protestos, e o governador Leonel Brizola, do Rio Grande do Sul, assumiu posição francamente revolucionária, com apoio das tropas do exercito sediadas nesse Estado, sob o comando do general Machado Lopes. Entretanto, o Congresso afirmando haver perigo da guerra civil, resolveu adotar posição conciliadora, promulgando o Ato Adicional que estabeleu o Parlamentarismo ( 2 de setembro). A crise foi afastada mas foram retiradas do presidente da República muitas atribuições, transferidas para o primeiro ministro, cargo criado com o novo regime. Por isso houve logo muitos partidários do presidente Goulart que defenderam modificações no Ato Adicional e volta ao presidencialismo, com o objetivo de restituir lhe seus antigos poderes.</b></p><p style="text-align: justify;"><b style="color: #93c47d;"><br /></b></p><p style="text-align: justify;"><b><span style="color: #9fc5e8;">Exercícios :</span></b></p><p style="text-align: justify;"><b><span style="color: #ea9999;">1- Dar o significado das seguintes datas:</span></b></p><p style="text-align: justify;"><b><span style="color: #ea9999;">a) 24 de outubro de 1930..........................................................</span></b></p><p style="text-align: justify;"><b><span style="color: #ea9999;">b) 13 de setembro de 1946........................................................</span></b></p><p style="text-align: justify;"><b><span style="color: #ea9999;">c) 24 de agosto de 1954.............................................................</span></b></p><p style="text-align: justify;"><b><span style="color: #ea9999;">d) 21 de abril de 1960...............................................................</span></b></p><p style="text-align: justify;"><b><span style="color: #ea9999;">e) 25 de agosto de 1961............................................................</span></b></p><p style="text-align: justify;"><b><span style="color: #f4cccc;">2- Assinale o que estiver certo:</span></b></p><p style="text-align: justify;"><b><span style="color: #f4cccc;">a) Constituição outorgada no perido republicano</span></b></p><p style="text-align: justify;"><b><span style="color: #f4cccc;">Constituição de 1891, de 1934, de 1937</span></b></p><p style="text-align: justify;"><b><span style="color: #f4cccc;">b) Presidente da Republica quando foi promulgada a Constituição de 1946</span></b></p><p style="text-align: justify;"><span style="color: #f4cccc;"><b>Jose Linhares, General Du</b><b>tra, Café Filho</b></span></p><p style="text-align: justify;"><b><span style="color: #f4cccc;">c) governador do Rio Grande do Sul que defendeu a posse de João Goulart</span></b></p><p style="text-align: justify;"><b><span style="color: #f4cccc;">Ranieri Mazzilli, Machado lopes, Leonel Brizola</span></b></p><p style="text-align: justify;"><b><span style="color: #f4cccc;">d) Ocupou a presidencia em 25 de agosto de 1961</span></b></p><p style="text-align: justify;"><b><span style="color: #f4cccc;">Tancredo Neves, João Goulart, Ranieri Mazzilli</span></b></p><p style="text-align: justify;"><b><span style="color: #f4cccc;">e) Nome dado à consulta ao povo</span></b></p><p style="text-align: justify;"><b><span style="color: #f4cccc;">Plebiscito, Ato adicional, Mandado de Segurança.</span></b></p><p style="text-align: justify;"><b style="color: #93c47d;"><br /></b></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg39_6bYfoeZJ8qs0S3v8wzZM2YSbvIWNUQe97Zzh3v9b_90nNVpnIaf0f6iBqUi6cMP9Av1aYQSgyL5G2N006Lzab0bkR4QyZ0LKEoDeNYcwrFaZZr3NHcXHZaLZwGKwHA1dllJ4DfBaUh/s259/images+%25284%2529.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="194" data-original-width="259" height="274" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg39_6bYfoeZJ8qs0S3v8wzZM2YSbvIWNUQe97Zzh3v9b_90nNVpnIaf0f6iBqUi6cMP9Av1aYQSgyL5G2N006Lzab0bkR4QyZ0LKEoDeNYcwrFaZZr3NHcXHZaLZwGKwHA1dllJ4DfBaUh/w367-h274/images+%25284%2529.jpg" width="367" /></a></div><br /><b style="color: #93c47d;"><br /></b><p></p><p style="text-align: justify;"><b style="color: #93c47d;"><br /></b></p>Alcilene Rodrigues http://www.blogger.com/profile/17414530444203883851noreply@blogger.com0tag:blogger.com,1999:blog-6729285355160398173.post-49268883161006373772020-12-16T20:11:00.010-03:002021-01-01T12:03:27.459-03:00Briefing...profª Alcilene Rodrigues<p> <span style="text-align: justify;">É o momento onde o cliente conta todas as suas necessidades e dúvidas para os ambientes serem projetados .É o momento onde os profissionais da área ajudam o cliente a entender e organizar suas preferências, gostos e prioridades, serão feitas várias perguntas chaves e mostradas algumas referência e materiais. Mostraremos tipos de piso, revestimentos, cores, estilos que vão ajudar em todas as fases do projeto discutido.</span></p><p style="text-align: justify;">Exemplo de um Briefing:</p><p style="text-align: right;"><b>O Hotel Giorno apresenta nova suite.</b></p><p style="text-align: right;">A Blue Park é decorada em estilo contemporaneo,</p><p style="text-align: right;"> com design de interiores no tom branco e azul </p><p style="text-align: right;">que contrasta com a cor salmão.</p><p style="text-align: right;"><span style="color: #ead1dc;"><br /></span></p><p style="text-align: justify;"><a class="CIDcb7e8915-059d-49ee-bd88-e99de4513505" data-sessionid="f1af1f18-28dc-358d-09e7-1f79d3e16c16" data-shapeids="2" data-slideid="" style="text-align: start;"> Rua André Fansciquetti, 77 - São Paulo.</a><a class="CID77ab8863-b66e-4094-a363-fe687b4e48ee" data-sessionid="f1af1f18-28dc-358d-09e7-1f79d3e16c16" data-shapeids="8" data-slideid="" style="text-align: left;"> </a><img class="CID77ab8863-b66e-4094-a363-fe687b4e48ee" data-from-ppt-online="true" data-image-height-mu="8.36477987421384" data-image-width-mu="5.9748427672956" height="114" src="data:image/jpg;base64, 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" style="text-align: left;" width="81" /><a class="CID4a5bcc79-ec47-4b73-a0a8-b36407639643" data-sessionid="f1af1f18-28dc-358d-09e7-1f79d3e16c16" data-shapeids="19" data-slideid="" style="text-align: left;"> </a><img class="CID4a5bcc79-ec47-4b73-a0a8-b36407639643" data-from-ppt-online="true" data-image-height-mu="2.89308176100629" data-image-width-mu="4.33962264150943" height="43" src="data:image/jpg;base64, /9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABcAIoDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDW8A+K9U8UaA1r408Nx5K4DkZDf4V5L8U/hOyXM2qeGYgISSxt/T6V7cHwuBwKY0nvXTRl7CfNT08jy51ZSWp8X3UE9rM0FxE8UqnBVhgiq79K+pvG/gfRfEsLGSFYbnHyyKMHNeCeNfAeteHZXZomuLbtIgzx717VLGRqKz0YoyRzVgf9Fmpq/wCsT6iixz5Ew+le26N8BZtQ8M2+tf20ql4RLswPTNceHrwozqc73Z3V4uUYW7HpfhMn/hE7DacfuhzXRaAZst5khb0rE8BrbyaBBal8tbqUJ9cV0Vs0UMg2txXmyi22OLsjajarKNiqMUqMR8wzjpUzTLGuTWLTQFyNqtRN71kQzySjdHjFVNd1xdEgilusbZHCA+5oSY2mlc6pW4pN1UbG6FxbpIOjDNZXjzWv7B8Harqyn95b2zmIeshGEH/fRFIR0iM21WbA3DcOc8HpUivWL4ekvhoOnjU5zPei1iE8hUDc+0Z4HArQE2KUU7K+43voXkY+tS+ZWetx70/zx/eFUNHmhbio3arlxo+owoWCrKo9OtY80xVikgKMOx4rqi4y2Z5coSh8SJZJMd6ztRWKeExzIsiHqGGafNOAOtZ93P8AIfmpWsJHl9/4f0m48ejT/s4jt5vvha3vEmgeLrCze30LxNcCzRSqwMei+lZUkn/FxYmzXXazqclukksbkOh3KR2I5qcNN80vU7MS3FQs+h2Hwz0jW4tBto3067lJj+d0hY5P1xXSXdpPp8JnvLK6gjXq0kTKPzNc1o3xl1l9Pgjl8QX0bquDvUc/pXe/HPxvPpdl4fhi1SW2j1CxM0yoeJQ2MZ9R1qq0p03eSNaXLNaM8KuPHXimfx0YbC2jj01H8vznHGPWuw1vXfEEk8NtpcMc4482YnA/CvLvGHi680p/NsYrd4pHwAy10Pwa8ZS+IPEwsby1tziFnAQ45Fc7p1ai57aGksVRjJQtqemW2sXlr5PmmFML84Ld685/aF8YEW2g2sLYL3au2D2BqXxB4v1VdQk/4p7TYxE5VHkuB0B61zWoeI5NUvYDqFvopdGCoN2cZPauinRnB3Zy1MdTask/uPoDwpeGXQ7SU/xRA/pXMfFm6Oo3nhnwshJ/tPU0kmH/AExh+dv/AB7bW9pU8Z0uzhg27mQfd6DiuQ0tv7b+Pl6/3rfw/pwt19BLJhm/HDAfhWEVqdMVoenmY49Kia5OcZqpr+oQ6TpM97MwVUXjPc1iaJqbXdhHO5+ZxuqJLlNOU6cXPPWg3qjjzB+dZH2n3rz6/wBeuVvrhQ5wJWHX3pwi5lRhc9Tju8L96s7VrWxv0Pmoof8AvDrWUL9cffqKXUAASXAHua4/aNbFOmnozJ1XQ7yLJtpBKnoetc3qEV/CpD27/hXVza1ajObqLP8AvisnUvEdkqHNxEf+BVp9dlHcx+oxb0PKZndfHEbMpBHUGuh1K4BVskHLAfrWLJqdr/wnv9o3G1rUdSK09a8ReH5pCthZyySO2FHqe2Kmjj6cG+bqbV8DOajy9EeufDvwxa+JNRtrOaGAW8cSySgqQXXOCAR0NelfGn4X2Pinwnb3FtJ9mvtIt9sMsjll8lAWZNo6k44NePfBPxZ4j07USsunQSQonlqkhIZST3I6V9BePvEWqab4VAXTbeSS+jeHAlJ25XqOB611c0qqu0Ze7TlZM+APiBI8N75e5HhjYYK/eHHem+CvGtp4V1kajJA0yNE0bBRgjNfSngP4J+C/FJurjXNRuZ9QLZktUPlbFHAx3P1zXaW/7O/wttQN2grcY/57Oz/zNdM8VGMOWJ59PCOVTnqdz5Th134e6pJ5l3dPC8jbishJwTXQ6R4f8HalMn9kalA8gIK7Yi39K+rNL+F3w+0wD7J4X0uPHQi2TP8AKt600vQ7FgltYW8Q7BIwP5VzyxdSW7OuOFox2ieEeF9K1jS7yTUJ2mubWOH5V8sqEAGSah+DGhagltqfiS3nt9X/ALeuDd/aLVsqgJJ8s57rkA/SvTf2jfEVv4V+EGsXNrbI13eoNPth33zfLkfRdx/CrHwzltPh/wDA3w1/aVk6mO0iEkcKgtvky3Oe/PNZSqOEeZvQ6Iq7UUjzf4p+DvHviM2dlpMFtBYq2+4aWQgn2AAqxpfhjUNKtEh1C/t0ZBjCgmvTJviVoF1GQPMt8KGPmoeAeB0rkPFOtaJcNujuLiadlyqxpgf415tbM6S+1f5HbTwNWW8TD1G5tLG2LNcPKy+i4zXLTaXDNM82fvsW/Pmti50iXWlRbGLUWD5JP2YkDHSpv7Buk+QzgFeCCuCKVLNKUfil+BcsFWXwo5eO9kPeszxYbu50SdbeZkkA3fKetLDLUryBlKnoeDTlqZrR3PHLi6nB3ebID3+Y1B9okbq7H6mtDxPa/ZdWuYQPl3bl+hrFDVxqPQ7b9SyXP9413Hwl0eS+vLzUka1DWgVI2uZNqKzhvm9yAO3rXn+/3r3T9lpYbi012CaKOVDJCSrqCD8rV3ZbRjUxMYy2/wCAeVneJqYfAzqU/i0382kdt4d8I+II9MhnTWNKgWVRIrDcS1ek/FTTbjW9M0S2iumjWNGlbbIV3kgAdPxrk/EMMem2kk2lAW8oUhccqPwPFafgrW9QE5knvHdhbIArYwBknP8An1r6Wpg9HKL0PjsHncqk1RqR97utjR0ZvDfhyyjlXTPsd4ihzdomS5HXLdSOTmu/mukkiEikFWAIPsa+WdV1vXNUiigvtRuJUMpSNC2FXc/I4+tdnq3jvxBqnjRPCHh26t9OtrKHN9fzx7m3LgbFB4HXrzmuPE0I0oJp6u56eW42pias4SSskn99z2O11G3uLm4ghlDyW7BZV/ukjIH5EU2SRRMvI615lp+k+MIfMbRtVmmdpnlklnt12Su2MgnIOOO3TNUbbxY95GP7cvZdGYHbJEBhyclSFLYxyprzZy5dz3oU3LVEfx9VvFnxA8AeCIZFNrNfS3l1j+5EACfoAzD613nxovLZfB8FrC0Z/wBLjAQHooBrk9MtfDdx4gt/Gp+0l7WGTSoYWfczJw5bbnGCe49Kyvil428L6joFna6TfW32j7X80RGyQAKwOQeetYVsVCrQmodDWjRlCtFyOdjxcTmBjjzbQhfzFd5pZudL8J6TPDDpnns6xi4uVBZ2aUDaeOF27ucg5xXk1/qDwJaXMeNyoBXtfgvS7vWvAem3V1NtspYFaeI9G2yF/l7gngHjoOK+aqxdj34NX1OuuZpY5tEjhmMfmXTiRY/lV1COcEemQK87vPnu5n4+aRj+tdpqN/o8KwXUl0XubTzGhWNj95gQTtHXgnrXCxyOY1JjfJAzleazr14ThCEdWlqXSpyjKUn1PGYZjmpHmxyTgV1WnfDHxFNhru60+zHoGaVh+QA/WtyD4U6cwH9oavfT+qwqsSn+Zr6z2bbPnZStseAePJInuY5oyC2NrVyKRz3E/l20MkznosaFj+Qr6/svht4KtMN/YcFw4/iuS0p/8eOP0rdtdKsrNAtlaW9qo6CKNUH6UPDx5rpjjiHGNmj5E0nwB421QBrXw7fBT/HMoiX/AMexXun7PngvX/CkuoNq6W6rc7MLFLvKkA9e3evShbs2RuX35pY7hrPdHHIuWGWGOuK7svo8tdNef5Hi59iFLBTUtFp/6UiPXrZJ028jPp9KzrWNrW5SaP5hlYSMZ4IP+FWL6Z3ZZEnjlXODtNa/hO2+0z3gdciN4yM9M819Am1FnxNCnesrLU8wudFkhNlKzquyYyHjrtcGvMPD3xW0ez1nW31WzvmkudQfMy4kjEYY4G0nk9O1e4+I5EhvNKs2HLQzSSFTkKC+OfyrhL34AeGb5nuIb+8tJJCZPkfAyeeQQfX2rgx1V0YwlZvVnsZPRhiKtajJ9InZeGf2jvAsF3fx3LawtmIoltWW237yqbSBHkeX69Tk14z8fviNpPxEu4bbQ4L6zuInEiyXWxN5KgFRt6DOTknJzzXcab8BfDtheGe41RrxWG0RTQ/Kh9cqQT/9eus8O/AfwyL6O7Gl3t8yyF13gRRLnnb0yVHbJNeHPFpr3Ytv0PtadDl3aS9T5i+w/EHQ9ralpOqLCB8shiaRMezLkfrUc11eaqBM1vPKyHywkcXQ9evqa++9P8DzhFjklhs4VGFjiXOB9TWxpvgrRLWXdJarcSdd7qMn8hWtPmlFc0dSZOMZe69D41+FvhLxxrtzHaahpl/baWVO2eVcvGccYB5I9q+mvDPgzXI9BstMaaZIreIJlvkB98V6db2FvA4eCFI8DbwO30q3j1NYVMto1necTWGOq01aLOK0zwBZw/NdS7j1IUf1rZHhbRlAH2dzj/arc4pa6aeDo01aMUYzxNWbvKR5WVUjp+VMSME7vmz3HarJGEJHrSAD86yLITEv90ZpGgUjlcippDgrjuaUqMlu9FxNFRoQemBTItPhlZiQyt/eHarbAVNpsazXIiYkKTzjrV06jhJNbnPiKEKtNwmrpmDcaGok3LMMf3XTINS6bp+oQSMNPkBdwA2yEtnHTjNel2Ph3SkAdoDM3rI2f06VsQW8MKBYokQeijFdqxFZ9TzY5ThYtNR/F/5nk+nfD2+uLlLm6ViyklTOwAXJycKP611Np4Ht15u7qSUnqE+UV2R+9ilCrnpUzcqlud3OrD4Wjh7+yilffzMrT9D0mx5trOMN/exk/ma0QmBhQFqU0lJRSN22M2+uTQeOlOpDzTEIDxRSGl7UwCiiigD/2Q==" style="text-align: left;" width="39" /><a class="CID316f2179-22f5-4f69-8e20-ecfde8a74dbf" data-sessionid="f1af1f18-28dc-358d-09e7-1f79d3e16c16" data-shapeids="14" data-slideid="" style="text-align: left;"> </a><a class="CID550aeaba-523a-4300-9bda-04dc1dcbe9d3" data-sessionid="f1af1f18-28dc-358d-09e7-1f79d3e16c16" data-shapeids="20" data-slideid="" style="text-align: left;"> </a><img class="CID550aeaba-523a-4300-9bda-04dc1dcbe9d3" data-from-ppt-online="true" data-image-height-mu="2.16981132075472" data-image-width-mu="4.33962264150943" height="26" src="data:image/jpg;base64, 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" style="text-align: left;" width="52" /><a class="CID3bc70fab-09fd-4805-8f0c-48297a06ef64" data-sessionid="f1af1f18-28dc-358d-09e7-1f79d3e16c16" data-shapeids="14" data-slideid="" style="text-align: left;"> </a><img class="CID3bc70fab-09fd-4805-8f0c-48297a06ef64" data-from-ppt-online="true" data-image-height-mu="4.68553459119497" data-image-width-mu="4.77987421383648" height="103" src="data:image/jpg;base64, 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" style="text-align: left;" width="106" /></p><p>Ótima localização e meios de transportes. Paleta de Cores: em pisos, revestimentos,</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcUtKiBq7yqCGHr6bGfmxUWe_pB2FLiJH6-CLgOJhFH2MWdrR2_PlK_DPF9WJIwg3m91uXFurVMJEMtmNjduD9fDBJEKuXLGQr6TOu0eYiQZl0qzhyphenhyphenvqOTpGJm4zb3E_4_b-bbSzpz2Io/s640/open-uri20170522-14181-ky14pn.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="color: black;"><img border="0" data-original-height="360" data-original-width="640" height="122" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcUtKiBq7yqCGHr6bGfmxUWe_pB2FLiJH6-CLgOJhFH2MWdrR2_PlK_DPF9WJIwg3m91uXFurVMJEMtmNjduD9fDBJEKuXLGQr6TOu0eYiQZl0qzhyphenhyphenvqOTpGJm4zb3E_4_b-bbSzpz2Io/w203-h122/open-uri20170522-14181-ky14pn.jpg" width="203" /></span></a></div><p style="text-align: justify;"><span style="text-align: left;"> tapetes, vasos, logomarca, luminárias e etc.</span><br style="text-align: left;" /><br style="text-align: left;" /></p><p></p><p style="text-align: justify;"><a class="CID77ab8863-b66e-4094-a363-fe687b4e48ee" data-sessionid="f1af1f18-28dc-358d-09e7-1f79d3e16c16" data-shapeids="8" data-slideid="" style="text-align: start;"> </a><a class="CIDbf56ac9c-5409-4633-8488-2b59e609ad5e" data-sessionid="f1af1f18-28dc-358d-09e7-1f79d3e16c16" data-shapeids="7" data-slideid="" style="text-align: left;"> </a><img class="CIDbf56ac9c-5409-4633-8488-2b59e609ad5e" data-from-ppt-online="true" data-image-height-mu="4.18238993710692" data-image-width-mu="2.67295597484277" height="98" src="data:image/jpg;base64, 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" style="text-align: left;" width="93" /><a class="CIDeeaeb0b2-2899-447d-8a45-770c13e6c256" data-sessionid="f1af1f18-28dc-358d-09e7-1f79d3e16c16" data-shapeids="13" data-slideid="" style="text-align: left;"> </a><img class="CIDeeaeb0b2-2899-447d-8a45-770c13e6c256" data-from-ppt-online="true" data-image-height-mu="4.18238993710692" data-image-width-mu="4.62264150943396" height="98" src="data:image/jpg;base64, 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" style="text-align: left;" width="118" /></p><p style="text-align: justify;"><br /></p><p style="text-align: right;"> Público Alvo: Público Misto, executivos, casais em lua de </p><p style="text-align: right;"> mel ou não, jovens em férias, idosos em passeios e etc</p><p style="text-align: justify;"><a class="CID4653f001-e9d0-4668-b6b7-2ebf40b9ffd9" data-sessionid="f1af1f18-28dc-358d-09e7-1f79d3e16c16" data-shapeids="11" data-slideid="" style="text-align: start;"> </a><img class="CID4653f001-e9d0-4668-b6b7-2ebf40b9ffd9" data-from-ppt-online="true" data-image-height-mu="3.93081761006289" data-image-width-mu="7.0125786163522" height="117" src="data:image/jpg;base64, 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" style="text-align: start;" width="156" /> <a class="CID1c640afe-0935-4099-8c6c-822373d813f4" data-sessionid="f1af1f18-28dc-358d-09e7-1f79d3e16c16" data-shapeids="12" data-slideid="" style="text-align: left;"> </a><img class="CID1c640afe-0935-4099-8c6c-822373d813f4" data-from-ppt-online="true" data-image-height-mu="4.43396226415094" data-image-width-mu="4.08805031446541" height="107" src="data:image/jpg;base64, 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" style="text-align: left;" width="98" /><a class="CID5a7e9e8c-29f0-408e-8137-c95f36a40220" data-sessionid="f1af1f18-28dc-358d-09e7-1f79d3e16c16" data-shapeids="6" data-slideid="" style="text-align: left;"> </a><img class="CID5a7e9e8c-29f0-408e-8137-c95f36a40220" data-from-ppt-online="true" data-image-height-mu="2.57861635220126" data-image-width-mu="3.67924528301887" height="108" src="data:image/jpg;base64, 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" style="text-align: left;" width="106" /><a class="CIDbc6d1ad1-62d3-4cdb-8ea5-716807b816ec" data-sessionid="f1af1f18-28dc-358d-09e7-1f79d3e16c16" data-shapeids="15" data-slideid="" style="text-align: left;"> </a><img class="CIDbc6d1ad1-62d3-4cdb-8ea5-716807b816ec" data-from-ppt-online="true" data-image-height-mu="2.35849056603774" data-image-width-mu="3.08176100628931" height="65" src="data:image/jpg;base64, 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" style="text-align: left;" width="85" /><a class="CID0ddb092e-e954-4085-b403-0d0826a82d0f" data-sessionid="f1af1f18-28dc-358d-09e7-1f79d3e16c16" data-shapeids="10" data-slideid="" style="text-align: left;"> </a><img class="CID0ddb092e-e954-4085-b403-0d0826a82d0f" data-from-ppt-online="true" data-image-height-mu="2.16981132075472" data-image-width-mu="3.20754716981132" height="45" src="data:image/jpg;base64, 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" style="text-align: left;" width="66" /></p>Alcilene Rodrigues http://www.blogger.com/profile/17414530444203883851noreply@blogger.com0tag:blogger.com,1999:blog-6729285355160398173.post-29745477161505534452020-12-16T20:03:00.002-03:002020-12-16T20:07:08.217-03:00Moadboard II...profª Alcilene Rodrigues<p><span style="color: #9fc5e8;"> <span style="text-align: justify;"><b>É uma espécie de mural que pode ser composto por imagens, vídeos e elementos visuais que representam a essencia de um bom projeto. É como um painel de inspiração que ajuda aquela identidade que faltava para transformar qualquer trabalho sonhando em algo muito especial idealizado e real.</b></span></span></p><p><span style="color: #9fc5e8;"><span style="text-align: justify;"><br /></span></span></p><p><img class="CID03ca5a89-2216-4ac5-853f-943a2d2f9a6b" data-from-ppt-online="true" data-image-height-mu="6.19496855345912" data-image-width-mu="9.08805031446541" height="116" src="data:image/png;base64, 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" width="171" /><img class="CIDafc2f861-be66-40af-976c-115d0f29be62" data-from-ppt-online="true" data-image-height-mu="4.68553459119497" data-image-width-mu="4.71698113207547" height="112" src="data:image/jpg;base64, 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" width="113" /><img class="CIDa5ea67a5-7fb3-498a-85ec-8e3ad21ccbce" data-from-ppt-online="true" data-image-height-mu="4.93710691823899" data-image-width-mu="6.82389937106918" height="101" src="data:image/jpg;base64, /9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCACdANkDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDXAFSKBVET09ZzXiHpF5Vp4WqQuDUWoX1xb2ck1tbfaZFxiLeF3fiaANMLS4qkly5RSy7WIGRnODTZ2jnQRzIrruDYPqDTA0NvtRt9qzb/AFC7gSI2tqLgtIqMDJs2qe/v9Ksm6Yd6ALO32o2+1VvtbVWn1C9W+gijt43gcMZJDJgpjpgY56+tAjS2+1IU9qr/AGpqPtR9qBkxj9qQx+1Rfam9RSG6PrQBL5Z9KPL9qhN2fUUxrw+tAE5T2pDH7fpVb7Y3rVS31C9e6uUuIYY4UYCFlkLM4xkkjHH60xGls9qQp7VSa9b1pv21s9aVhl0r7U18KpZiFUDJJ6Csmy1C+dZTeRwRkSMsYjctlR0JyOtSNdFgVOCDwRTsIvqVkQPGyup6EHINBX2qgk7RxiOMKoUYUdhUFheXzWoa+8hZiTkQklQM8daLAahX2ppX2qibtvWk+1H+9RYC8VPpRsPpVH7S396l+0/7dFguAY4yeBUiNnvTWX93UQDA5XipGWw1JM37l+e1Nif++Me9PlaP7O5zxtPamK48uaTefWpVWNu4NO8lDTsK5WkkOE5/jFOMhq6un+baSTrLCoidMqzgMcnsO9RmFfUU7C5ir5hpjSHzU+h/pVmOE7B5hQvjnaOKY8K+an0P9KLBzERlOetNMzetTGFamg04TWtxOJoUEIBKu+GbJx8o70cocxQNwcdaja5PqaleFagkhAp8oXGtdH1qM3R9ajdQM8Gq8n0o5QuWTd+9Ri7+d/m7/wBBVKRmqvubc/1/oKaQ7mk13701rraSNwP0ORWcS3vUUhfaRH8repGRRYDQW7ODz/Ef50kt7IkTNDH5smPlXdjJ+tZqs2D8rfeP86A7Zp6APt7/AMT7T5lvYZPTaTx+tO06711pP9O+xxQKOkYJZv14rKvfE2nWVwbeRppHXr5SbgD6Zqay1Rby1E0cUyIfumRcbvcCqFobpusnrSpcFm2rljWRG7Ny5IX0FWFuggCqNtSM2Y3RPmlbc390VN9uT/nkPzrCSZ2YYU89yat+W9KyC50hX5KjVeasFcJ+FRqOazQ2PWPKH6UyRN0Lr6qf5VajH7pvpVS+lFvYXFxx+7jZufpT6i6HHeOpJLbUoYYhdh5E+RobgoFO4ZJHQjH41kxzal5Zb+07w4Yj/XH0FdH4/jzrOnnuVk/pXPp/qJfaRv5CtU9DOw9pdSWORTqF0cEHmQ05l1BZwrajd4yn/LY96L2Ty4pGH8TRr+ZAqeX/AI/W/wB6Om2BUWTUNo/4mF3y5H+uP93NNVr9pIc390cwlv8AXGp06r/10P8A6BV2wms0lto57aORmtn5Oew/3hSbGkZZ+2sp/wBPuv8AU7v9ceuakVb3ewF9c9R/y1P92p5mjMj7VCg2x4H1+tLH/rT9F/8AQKLisUZlvPL3fbrnlgOJCO1RTpdCEN9suMmRx/rT2NXBzZRn/bX+Rpkqlo1Xr+9m/nTuFimsc5VM3U54/wCeh/vYpskUoEv+kTcSEf6w/wB2rQUhPoP/AGpTZR/r/wDrqf8A0ChMdiD7PI05T7RLzGP4z6D3pghdEK+dIcSjnd14FXPKkaZmVSQIRnAPotRqVNq687kkXP4qtMRWFuxkXMsnO7+P/wCvUb2x8nd5kmckff8Ar71eRf3sPXkNUUin7Lnn77f1oGUzaHc/7yThM/fPvRDahhGGldcqvO/1z6kVbBDS3Q/uIw/U1GV/cJ1/1cf86SuNkJgCSSqHbhc/e9vrUuip/wATKR9xP7kd8+lSTL/pU45/1X9Kb4bbzG3d/JH8xRfQLanTWo/0Vfxppt4mnExX5wu0HPb6U+2/49V/GpF61mWRqP3o+tamKzR/rR9a0+KpCN4gi3j3ddgz+VQr1qdj/o0R/wCma/yqAdjxWQy3Efkb6GsjxY/l+F9Sk9Ldv5Vrwj9230rK8V281z4U1KG3ieSVrchVUZJ/CqW6JexkeO+dX0w+sUp/QVz0aMbafj/lq38hXS+OYiur6UrDB+zyZB+i1z8UZFncd/3rc/lWiJI9bQrag9MzwD/x9auXEbC8fj+JP5U7VNPuru0QW0EkrLPAzBFJIUMCTV+5tWW/lVhgho+PwobVhJGLtbI4P+sP/oBqBmZdU01Ofmt5f/QRWiIJWt/NU8CU/X7hqIaXf3F7p95DbyvBDBIJHCnCkqMA0ICKRWDnI/5dj/MVJCpMjcHoP/QKleM+awPP+in+YqazgLTEY7L/AOgUAZyqf7NhPq6/yNRShs/9tJv6Vc8nGjWjY6yL/I1VnXExH/TWf+QpgiLHyH/dP/oykkXm4zx+8b/0GlZf3bcfwn/0OkK5a6/32/8AQaSGXROtrFKkcttNuhIP7rJAwvOWXvWRAS32sekkf/oC1ZbrJx/ywHb2WmR2N1AtxLLC8cU0qGN2XAYbByD3qnK4lFIkAxLb/Q9qiZR9j6/xNVlRGt7brJ8647GmRCF41QqcEsO/Xj3oQyjaMGl1E+hk/macw/0Zen+rjq1Lpd5pb3/2y3kgEokeMupG5SeCPWodqmz3bh92MYpMYso/0u4P/TH+lVfBp3RZ7+Uf/QquiN5b6WJULM8WBgZ5xTdB0y+0lha6hbyW8oiJ2SLtPLZ6UdA6nRWv/Hsv4/zp61Hbf8ey/jUygA8HNQyyP/lqPrWpWUf9cPrWnmmI3j/x6Rf9cl/kKgXqKlH/AB6xf9c1/lTFHIrMC7brmJvoav8AhjUrnS9XgubVgsoOASuR09DVa2X9w3+6aNLXdqduvq4p9RM5z4kyPceJrSaTBd4p2Jxjkla5uyh3aXcNj/lq/wDSuq+Ice3xLZLj/l3m/mlWvC0Ybw9ASik/NnI/2jWiRlOXKiXwnqmoaDLdT6e4R5LIKdyhsggZHNV57XztSmcry0kX/oNdAka+QPlX7vpVOdSJD/vD+VKxPtDhZrcrAvUZuHH5Ia29A8Vanpmg3WgQsotbyBTKGUMTj3q3JENq/KPvt29qdawLvX5F+56U0HtDnIYDJOCVHNm3Qe4rR0yzLXJG3qsf/oFdfp1kZFVkRP8AVntU5jWOQqVXO0dAKdifa+R5tPblfD+nfL1nA/8AHTWNdrtuyP8Aptcf+g16ZfxL9miwo+90x7Vz98Asp+UdW7UWGqpxLN8j/wC63/odCfM90ewdv/QTW/M/J4GOe3vWTqjH7aR/0y/oadi4zuynnBkPfyR/IVt6/wCI9V1TQtL0y9mElvYrtgTaPlB61hZzHJ/1wH8hUkpJt4PapNEKQfMgbbx0qOKQwxLIoy4ZiOe/FPYnzIOP85qI58gdfvN/SgZveNPFGreIZE/tO4M/2ay8qPKjhQOlc/kfZuV7R/yp99xLN/17H+VMb/Uf98fyoTAniupLPU2uYDtljjDKfQgVp6l4i1XxPr0mo6tdNc3HkhS7dcDGKxbj/j4n/wCuH9Km0T/j9b/rl/hTA6C2Qm3Xj1qRFINcd46vZ7W706OG5lhWSKQkRtjJDCtrwfdST+E7e5kkd5Csh3OcnhmxRbS4ubWxpup838au5rntF1C5uoWmmkBwjH7vTH4VH/wkU/8ActfyeobsDkkeiggW8X+4v8qIx8woTmCL/cX+VTQp8wqCjStVzbt/umotMG3VbZicASDNXrKMNbPtIPynofavFP2gVa11XSbgyPGHhkTIYjowP9auKu0TJ6HqHjW2+0eJbGRcMPss+SPqlTeG7crpEMRZEI3dTjua+bIt0uly6gt6xSGRUZcMcA993QfSuv8AgndRv48igScuZbaVQu7PQA/0rdR3MJrQ95HyxAZB+XtVWZcyE/7Q/lVwRMEHyH7vpTTAzEnacbh/KpaMbmPIhYg4APmNnA+tOgiw6jcAfL9avG2bI+X+Nq8k+PG211nSmeXyy1qRjOOjf/XpxQ17zset28k0JQJIoGw96eJGZ8lgW2joa+ZGO7SH1BbpyqTCNl2tjkdd3T8K6L4OXjHxr+5lLMbSTgnPdaaSZUqdle57bcZMMf8AvVgapGfNb6t/KuiWGaWyhkJG8ElgeOKxdVDiVgsW7ryTjqKGjJM5q4GGP0/rWNqbY1DH/TP0+tb10snzMY8fQ571z2oz3kWqlrGaGCcRAh5ULLjnORUG8NyrE2YmBYA+QOD9BUzY8mP94o59R6VwvjW/nfXy2pXUEkxhQhoUKKVPTg1SkNtHpUF99qJ82Rk27TgY9+9P2ZtzHo7n5rfD5PPQ+9RKx8peT/rGrl/AckdxdXUscgYRIuRz3aumU9FweHY9KTjZ2KUri3zfvJjn/l2P8qVyfJP1T+VRXrZaQ4bmAjp7U9nHlng/eXt7VKQ7j7n/AF8w3AfuP6VPo6r9tJ3D/Vnv9K868ZXkJ8R3IaUKVCLjPooqlciOHT7a8N1kTlht2kYwfXoa05NieY9lurGxvBG11bRztGCFJ7A0Qxw29m1vbRCOJVbai++T/M1wnwkZZrrUplYvhI1HOepP+FdjNqDw7l+zTRy/wmROKmS5XYqOuomiSpHqK24QqzIcAL0+tbn2eP0X/vkVh2OrSJLLNPaiXCn/AFEZLVyH/CU+MP8AoF3f/gO3+FJWkDVj2bVGkXRXMLFXEA2kHBBxXJQ3ep+WQLy5z3zKcD9a63Uz/wASiTH/ADw/pXJ8bchsEVyzNYotLqWpqn2c3dwp3Z3CZuR9fSnvcyTBRdSvcMo43neP1qBJFAV2Adl45GePpTADuyFI4qbl2LscwAYLGgX+6EGDSR3EkL+dA3kuP44+GGfcUxw0cixlW6DtUxVQrh8YB5NAD/7U1LndqV6AfSZuKemoahtO3Vr4n/rs3+NVlKs3TIJwOad5aLn8hRdish7alqyk51K7OD/z2aka6uLl1NzM8xUHBkO8gfjUcgUMAFPqcelROxj3lWwpHBNFwsSSTMqBONrc/dGKZHeSwSAw/upDwXj+VgPwpirtj+tIq/OGRVGD09RSAi1DVtWszaSJeTOBNk+YxPG08c9s1pf25qNxkyeTkjnCAVh+KHcC1UqAS5OPwqS0k823ic8NjB/CtFN23JdKL1aNP7TcyfekZPm/gO3P1pzSSbyxkfjjJOTUdtt4bOSPT1qQAZ+Zcjd0HWpbY0kthj+XIQzxxO4/vKCSPrTsRMu3yI9o5xsFNzzkDp2A5p2Bt+ZeO9K4whlWBf3SiMv3UY/lUqXMpz+9YHqOajVFbaQ+EJwx7AUMFKNtz9egFADxdynfukPA6mopb2Q5BmcccbeKjQEI7Aht2PwFSKsbwEXBYsv+qOMge1AFcvavKJJoVlLdS4Bz71GyW77sW6BRnA2ggfSmnJc7CWI45I4oT5/mYgAHpnnHqKYBCzRRskBERfHKDaT+VSwXhkJWaWUAAceYTmoCwCgAgluM96iRGFxjaRjqrDFAFdLhz4xnSMxx2xtBgFcHdkZOa19sX/P4v61y0s8n/CdS2xi2qLEMDnnORxWt5bf882/77FEug0djqj7dHnPXEH9K5GE7yGOVXIzgdq2b7Ure4spIUd8sm1flPWs+3V1RvnUYIIJGTnvTmyYDvJVwXjkLRA4LBac1tN5S5XAxxjFS2tvIS8cWC2OMnr6VO0UiN5UjbAedv8sVBZGiysitI0vy8H29KkhgkyqtnLdfp61JLZnCbd4LcsATzjuKt21nISsu2QIDy/Y+lAGYse7cgOCh/Gpvssr5MZYIvTPFW4bUPdz7FZyVLBV65pZoyYtpYjGMg8YoAqG1eMqzPy3HrUXkKwYjGAOhPatW1SPzUDruB6An8M1FeQpCzLGMq4685FMRm3Ft5Sl0fdyBgVDET5wTjI6k1bddsZ3MSOMVR3RhhweBn8aQFHxQNrWSsGkPPTr7VHYbvsgjZWUg9M9DUniS2uLua0+yqWxnd7cVNp+m3a2iLLhiC3zZ5/GqWwyzZrtBY4Knng1cMihsEDAGd2OlUjHJC21uAfSlWR5CVXgEbSfX2pMRKpVgXX+Hrx60qP8Au8FTuI7mpRH5m+RFEYOMKOgqSKz3IGMnOemOlTcLEABA8sbsjgfWluxcQxlugwVKnsQKuNGGldkckAjaxHQ1Beqbi48ws+GGCccA0wM6J+hbaTnGScDp0q9AyLMXm+6vAHpUNvEFmWKRQQGPan3kEiMVRMAnhjQgsQSptMvlSRtuJLFhjb7Got1zM8ZbZIFHB44HpVh1jjgYSMFZmBIOOD3qvJGvmM8IyvUqq9MD+VO4WGGRXkLRxLFjuG6DvTCV3BipLZ4JPbvUsnyjnBY5J4/lVQeYrfvGPOBgjGO/QUDsY+oIx8ceeoB3WgGN3NannN/cFZN40Z8Yo7xMHNoPnzwBk8Vofu/7rfnWlXl0t2IhfW5otGUQ5AHHXHSr3h3TLzUruOzt4xNLI4XZuA5+p6e9bT6BbPCwmkbp2610ngi20a01e3ia1VjLKqmRixK5PXrUWu7Ia03EX4fa6qbEtIhjt9oj4P509vAmvxBWkhjdcHC+ehI/WvZE8OeF/vNMo9xuH9aSTw54VZQrSqR77v8AGt1gqv8AT/4Bn9Yj/SPH4vA+vSQxAQRKVJBJuE4/WlXwXr0MmxYYnGOvnpj+devJ4b8JquA4IJ5OCf61OfD3hllDGSLHTjd/jR9Sqf0/+AH1iP8ASPFv+EK1z7cskVp82c8Tp+vPSpn8FeICF/0KPamTzMh/rXsK+G/CwcfvIwT2y2f51Ivhnw6wOGGB2+b/ABprA1P6f/AF9YieMf8ACE64QWSwwQDj94mP51Xm8G6+0fl/YPmH/TRP8a9v/wCET8O95B9Azf40x/C3hlQW3DPqS3+NH1Kr/T/4AfWInz/4i8O3uiQx3GpW4jjeMhQjq3Pvg1x0t1awuVeRFPGa94+J2haBHDBDbRrIZAxYlmGMY968pvfCOmu/Mjrk9snFYSg4S5ZGilzK6OP1LUmhkha3lO1lOWUdeajj1WZ0yZ5OvSuqfwpp6KB5kjKOBuXikHhyyCj98i+2zNK6K1OaW/dwfMmyFxyxrR0wfam2xguzEYA9a07jwvYTbc3A+ijGf1rU0HQNLs7lZGV58EEAs2B+RpPUNTSs/BXiJoI2GmyFTzncvTH1q7b+CdeViv8AZrkMBk5X/GvW9L8L6FJYwObqIfuxgeY4xx9atQ+E9BYYF0pB9JX/AMa0+p1X0/Ex+sRPDrzwX4ghDCXTZGGeCHXp+dVIfDOuIBusHZkw+0Op4z9a931HwlooRpPOj3Lj/lo/GePWse48JaD5r7bhOIQ/Ej+uPWmsJVX/AA41Xizx268K659taWPSpEXGThhgfrVeXw9r0jAjT5iHOEwRg/rXtV54F0HyZAt2FwG6yv2APrWRZ+CdEVLZhqcYEpbgzScYx05pvC1V0Gq0e55nD4N15oAW0qdyc84Df1pv/CF+IY3EqaZdR7ztwFwc17Tp3gjQ/KH/ABMRkk8ieQdD9afdeDdFjMbf2kx3SBf+Ph+M01hK3b8Q9vDueC6n4V16ztjc3emXKxIPncr0+tcrqMyoE3yI6r6Pg/Svo/xt4U0Wz0C4uXu5Z1XaCiXDZOTjvXiGpeF9KlkMlu9zH7O+f6VnOlKm7SKjNSV0chcwyXOrLcGRFGzbtbrVn+z/APprH+tazaCY7nbG0rkjNO/sO59/zqXYep2+gXMfiXw7DqmmsQkow4I5Rx1WtLTNGuo545RI/wApB6AV578AZpLfXda8Ohi9qpMqEnlSpx+oI/KvY4bONjksevSrUbMicrOxM32xuPtUi49KIorv/n4kbnjJ70+KyiyfvYz0JzVmG3iZvmUE5610+1kZESR3R63DZz/eqRYrjHM7n6kVbNpEoK45I61FFbxJdAkFvYnil7SQrlfdMjDE7jb0waeLy/Xj7cxz2q+PLPSJQfWo3VWBwqrj0FVzy7iuVvteokZ+1MfoKiS5vm3+fKxXsBz+dTNlUJGOmeABWabyXYW4/Gn7aXcZFq0TXRXepYgHG44rMl0+NT9w/nVm/vplQspFZc95NIhDOwOOqnFc02m7lpkN/p4lKqq429eOtVhpbY/eKSexxipvtsnmZYbj061IG+deOtZ2K5mjOk02QL+76djinQWF4nG5+epA4NXm2tIcr69DiprQj7WIyCcAEHNKw+d2NjTptQEAj+0OAFwDirsUuoKAPtEn4VXgGECgkAjOM1KrkDAyPxrrU3YyY+aXUpUdZbmQZAAIJ/WqpW6/5+nYlNpGeozmrm3vuNaEZRlDeTGPwqnJvqK5lSG6mU7riYZznB46D/CqEllIURVkkYISRzXVbYyf9Wg+goYIFGI1/EVMm31BSOZhW/jTYsjhQeOTTz9skYP575VgRhj2rbAUs5KDr2pslsjRhskHPOKSnLuO5j3rXVxZyW85MiNjOaxG0q32H92c+uTXWeRGXCYPze9MWxRWZldxj3qZtyd2NSscVJpC+cW56ehpv9k+zf8AfJrrbpTywdgR6GqWW/56Sf8AfVZuKK5mf//Z" width="139" /><img class="CIDa4d41541-2236-4a69-99ae-a61027887d49" data-from-ppt-online="true" data-image-height-mu="3.89937106918239" data-image-width-mu="3.52201257861635" height="89" src="data:image/jpg;base64, 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" width="81" /></p><p><img class="CID6d5e7c50-40cf-4ce7-8022-5559b1dd8ceb" data-from-ppt-online="true" data-image-height-mu="6.69811320754717" data-image-width-mu="5.09433962264151" height="147" src="data:image/jpg;base64, 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" width="112" /><img class="CID257e50f8-4ae3-44ea-9ff6-14aa2399606f" data-from-ppt-online="true" data-image-height-mu="3.80503144654088" data-image-width-mu="4.68553459119497" height="78" src="data:image/jpg;base64, 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" width="78" /><img class="CID506d145a-a7ea-43b7-8fd7-4237e55f25d5" data-from-ppt-online="true" data-image-height-mu="3.45911949685535" data-image-width-mu="3.14465408805031" height="84" src="data:image/jpg;base64, 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" width="76" /><img class="CID95d665d3-384c-40d2-8d73-42b0ab3d95c8" data-from-ppt-online="true" data-image-height-mu="3.58490566037736" data-image-width-mu="3.14465408805031" height="74" src="data:image/jpg;base64, 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" width="65" /><img class="CID30c96912-9bcd-4223-8151-4b1231072891" data-from-ppt-online="true" data-image-height-mu="3.74213836477987" data-image-width-mu="5.75471698113208" height="82" src="data:image/jpg;base64, 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" width="116" /></p>Alcilene Rodrigues http://www.blogger.com/profile/17414530444203883851noreply@blogger.com0tag:blogger.com,1999:blog-6729285355160398173.post-47045195888181633892020-11-26T11:46:00.000-03:002020-11-26T11:46:31.447-03:00Indústria e Comércio após o Segundo Reinado...profª Alcilene Rodrigues<p style="text-align: left;"><span style="color: #93c47d;"> Aula de História do Brasil</span></p><p style="text-align: left;"><span style="color: #9fc5e8;"><br /></span></p><blockquote style="text-align: left;"><p style="text-align: justify;"><span style="color: #9fc5e8;">Ao terminar o Segundo Reinado, em 1889, havia em todo o Brasil mais de 650 fábricas. As de tecidos tiveram importante cosnsequência: desenvolveram a lavoura algodoeira.</span></p></blockquote><p><br /></p><p> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEZJgEZjEGry26KRps_e-zcQJGNb1rbhCez_MD2K37GHrOLmpwrthQluRyKwxRese_Si2wqFKzldivyvrViJKsyY81h-nLHzjXgN3FGKb077xSui3rGio9lSrK1942dIg_pSd6IzaiLYuK/" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img alt="" data-original-height="194" data-original-width="259" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEZJgEZjEGry26KRps_e-zcQJGNb1rbhCez_MD2K37GHrOLmpwrthQluRyKwxRese_Si2wqFKzldivyvrViJKsyY81h-nLHzjXgN3FGKb077xSui3rGio9lSrK1942dIg_pSd6IzaiLYuK/" width="320" /></a></p><br /><p></p><p> <span style="color: #9fc5e8; text-align: justify;">Um dos grandes animadores da indústria no Brasil, durante o Império foi Irineu Evangelista de Souza, Barão e Visconde de Mauá. Esse notável brasileiro havia sido quando moço, modesto empregado em uma casa comercial inglesa. Mas, com muito esforço, consegui tornar-se banqueiro e industrial. Além de outros empreedimentos, Mauá desenvolveu, na chamada Ponta de Areia, em Niterói, estaleiros, istoé, oficinas para a construção de navios.</span></p><p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjommcotrlWUC9U7LyUBsLKi4JFB1rGMgJnECp7KFJBS0QXscBDMV_oAelgTuKg2f_otioLd_vbajNhmGDL8uqL445dQgQ_U-oSp11ToyplceFBtoMsDrUS0y-Yw9wneGyYGveouMq5qY7O/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="448" data-original-width="800" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjommcotrlWUC9U7LyUBsLKi4JFB1rGMgJnECp7KFJBS0QXscBDMV_oAelgTuKg2f_otioLd_vbajNhmGDL8uqL445dQgQ_U-oSp11ToyplceFBtoMsDrUS0y-Yw9wneGyYGveouMq5qY7O/" width="320" /></a></div><br /><p></p><blockquote style="text-align: left;"><p style="text-align: justify;"><span style="color: #9fc5e8;">Com o desenvolvimento do comércio, durante o Segundo Reinado,desenvolveram-se também as finanças e numeroso bancos foram fundados por todo o país. Para servir ao comércio interno, cada vez mais intenso, construiram-se várias estradas de ferro e rodagem e, para o comércio entre as cidades do litoral brasileiro, fundou-se a Companhia Brasileira de Navegação a Vapor.</span></p></blockquote><p></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYwuHjahZLZ-r8wX15Q6akxEF5AJwZBTiWdmAZ1ngNqlmN7Hy3Z7MIz8ZcEW59rPPXr4dOy6ZKc4My_xnaPLha9EqSOV9FQnqYnhQTzi3eqa_tigL5zQ7iR1SsOEqlQhV-5eqcm3Kfl35M/s1964/patri-nav-itaimbe-01.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="801" data-original-width="1964" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYwuHjahZLZ-r8wX15Q6akxEF5AJwZBTiWdmAZ1ngNqlmN7Hy3Z7MIz8ZcEW59rPPXr4dOy6ZKc4My_xnaPLha9EqSOV9FQnqYnhQTzi3eqa_tigL5zQ7iR1SsOEqlQhV-5eqcm3Kfl35M/s320/patri-nav-itaimbe-01.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /></div><p></p><p style="text-align: left;"><span style="color: #9fc5e8;"> </span><span style="color: #e06666;"> </span><span style="color: #d0e0e3;">Questionário:</span></p><p style="text-align: left;"><span style="color: #e06666;"> 1- Quantas fábicas tinha o Brasil em 1889?</span></p><p style="text-align: left;"><span style="color: #e06666;"> 2- Que havia em Ponta de Areia?</span></p><p style="text-align: left;"><span style="color: #e06666;"> 3-Quem foi Irineu Evangelista de Souza?</span></p><p style="text-align: left;"><span style="color: #e06666;"> 4- Por onde passava a primeira estrada de ferro construida no Brasil?</span></p><p style="text-align: left;"><span style="color: #e06666;"> 5- Quais as consequencias da expansão do comércio?</span></p><p style="text-align: left;"><span style="color: #e06666;"> </span><br /></p><div class="separator" style="clear: both; color: #9fc5e8; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQNmrVvEWZ9DUJCyBd3W5iU9t3JWVMnJbZUl3FnzyBkRPmJnYyuNfKnMUNyyzrkGS3_g4nX22p0XjpS39UGQMNbZRGAO7grp1B6mTZB_WB792aPhMSJbX_L_ukA6PeR0jEZGh1dHt_qq5e/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="169" data-original-width="299" height="181" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQNmrVvEWZ9DUJCyBd3W5iU9t3JWVMnJbZUl3FnzyBkRPmJnYyuNfKnMUNyyzrkGS3_g4nX22p0XjpS39UGQMNbZRGAO7grp1B6mTZB_WB792aPhMSJbX_L_ukA6PeR0jEZGh1dHt_qq5e/" width="320" /></a></div><br /><p></p>Alcilene Rodrigues http://www.blogger.com/profile/17414530444203883851noreply@blogger.com0tag:blogger.com,1999:blog-6729285355160398173.post-31957591702496509932020-10-30T12:55:00.002-03:002020-11-26T11:51:15.709-03:00Glossário como fazer?..... Profª Alcilene Rodrigues<p style="text-align: justify;"> <span style="color: #d5a6bd;">Glossário são os significados de palavras ou expressões de um determinado escopo. Dicionário é o significado de toas as palvras da língua portuguesa.<br /></span></p><p style="text-align: justify;"><span style="color: #d5a6bd;">Glossario técnico contem explicações de conceitos relevantes de um certo campo de estudo ou ação. Neste sentido, o termo é relatado para a nocão de ontologia. Tradicionalmente um glossário aparece no final de um livro e inclui termos citados que o livro introduz ao leitor. A impotancia do glossário é porque forma uma lista com os termos e palavras contidas no texto do trabalho, que não tem significado de conhecimento comum, além disso é útil para evitar interpretações erradas pois se a palavra estiver definida no glossário, o leitor irá saber qual o significado dela no contexto.</span></p><p style="text-align: justify;"><span style="color: #9fc5e8;"> Exemplo de Glossário para design de interiores:</span></p><p style="text-align: justify;"><span style="color: #9fc5e8;"><br /></span></p><div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUNbdBz08JxHxn3ouA0ByjTaZ0RkWQhIm9jUIpqNGvsG90muPn_m2d6PD7zB92X9U9JaO8rwcZ70K2HgDlyasR3iUxFntW08sgEGJjpoeUoAtQNXG42cl1PVPkdTHlogypJ861KYeVHdgd/s304/images+%25281%2529.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="166" data-original-width="304" height="84" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUNbdBz08JxHxn3ouA0ByjTaZ0RkWQhIm9jUIpqNGvsG90muPn_m2d6PD7zB92X9U9JaO8rwcZ70K2HgDlyasR3iUxFntW08sgEGJjpoeUoAtQNXG42cl1PVPkdTHlogypJ861KYeVHdgd/w154-h84/images+%25281%2529.jpg" width="154" /></a><span style="color: #a2c4c9; text-align: justify;"> Acabamento = finalização de um produto ou obra ou a partir da de técnicas e revestimentos de versos. Além de uma imagem de um produto bem trabalhados, o acabamento serve para trata-los ou protege-los quando lixamos um pallet, estamos dando um melhor acabamento a ele.</span></div><p></p><p style="text-align: justify;"><span style="color: #a2c4c9;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: #a2c4c9;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0x3sYGnmJKI7ItJPSQqKL7J_OVCAZ3JhZwyd_4xeoR5_P76UlXAKMUSB_TBP0p7rs6Hoa1D9J0Gf3qgeYLgcpuWrseIR_OyCiBydoeSxUow3OBL5c5VB_lstdG1pX3npxKnfP3BLJLwdx/s301/moveis10.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="301" data-original-width="167" height="103" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0x3sYGnmJKI7ItJPSQqKL7J_OVCAZ3JhZwyd_4xeoR5_P76UlXAKMUSB_TBP0p7rs6Hoa1D9J0Gf3qgeYLgcpuWrseIR_OyCiBydoeSxUow3OBL5c5VB_lstdG1pX3npxKnfP3BLJLwdx/w57-h103/moveis10.jpg" width="57" /></a></span></div><p></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;">Arandela = luminária presa a parede. Ela é flexivel podendo ser usada em vários ambientes da casa ou local diferente. Existem vários modelos e cores diferentes no mercado.</span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: #a2c4c9;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVuHRW2yyMfvLDYTlPen2xSXDLld8LKvUDCcFI-28kBR3-g9xDlMWSyJeSPqh1Q_v2sjIl0lZbXJ_xF5ppZfUsatnVZwnU9rNDWooset5urvv6ri1PZ97M5J9VDTGJMZF2qPj_kmYyFqN_/s406/120558371_261361078425154_5227910879490428592_n.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="280" data-original-width="406" height="93" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVuHRW2yyMfvLDYTlPen2xSXDLld8LKvUDCcFI-28kBR3-g9xDlMWSyJeSPqh1Q_v2sjIl0lZbXJ_xF5ppZfUsatnVZwnU9rNDWooset5urvv6ri1PZ97M5J9VDTGJMZF2qPj_kmYyFqN_/w135-h93/120558371_261361078425154_5227910879490428592_n.jpg" width="135" /></a></span></div><span style="color: #a2c4c9;"><br /> Área comum =área que compõem o prédio e suas instalações que possuem acessos comuns á todas as pessoas,como a área de circulação. Ex: recepção e sala de estar de um hotel.</span><p></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: #a2c4c9;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgUXNgJItbMvoWRCU-85VncNlNZN31yKUWF43QzSaEqCfWT3yKijIsRWWurQAm3wBoc6onBHGIJCLGirE41PFU2VhDEyMtHWuH3rgLRudO6g7-BdtK1xGoR5pcU14n58whT7tWn7TZ9A_T/s295/bocel_ecivilnet_papodedesign_designdeinteriores_janinemenezes_florianopolis.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="197" data-original-width="295" height="114" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgUXNgJItbMvoWRCU-85VncNlNZN31yKUWF43QzSaEqCfWT3yKijIsRWWurQAm3wBoc6onBHGIJCLGirE41PFU2VhDEyMtHWuH3rgLRudO6g7-BdtK1xGoR5pcU14n58whT7tWn7TZ9A_T/w171-h114/bocel_ecivilnet_papodedesign_designdeinteriores_janinemenezes_florianopolis.jpg" width="171" /></a></span></div><span style="color: #a2c4c9;">Bocel = é um prolongamento entre (2cm e 5cm) do piso do degrau, além da face do espelho. Ele não é considerado no calulo do cumprimento do passo na escada.</span><p></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZrFBVH-N_FhhcrNlsrazQHJhG_nBry4FjPGAVS8pEiu2o8x5h9AauptN178tkBvyn7B9bYjCGNbXzubaPXXMEudoTKv-UOJQyzffSUCrIVkRoftaw3CB5mybtkfHW9E-bQUAqOnXjs8U1/s800/poltrona-masotti+%25281%2529.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="800" data-original-width="800" height="148" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZrFBVH-N_FhhcrNlsrazQHJhG_nBry4FjPGAVS8pEiu2o8x5h9AauptN178tkBvyn7B9bYjCGNbXzubaPXXMEudoTKv-UOJQyzffSUCrIVkRoftaw3CB5mybtkfHW9E-bQUAqOnXjs8U1/w148-h148/poltrona-masotti+%25281%2529.jpg" width="148" /></a></div><br /><span style="color: #a2c4c9;">Botonê = É a tecnica de efeito decorativo no estofamento, na qual a peça é marcada por pontos e costurados com botões formando um afundamento superficial. Esse acabamento não é feito na peça inteira, mas sim funciona como algum detalhe.</span><p></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7nqG07eNHmzpp5WN-76_fHIhhMdX2bzDW1bopRd67ax7lRrEpfPQKoH_GZFyChmJgrxzvdt05vtw8zE5sbYeYSyuXBUfihSjrTNkWvMr4rmznntg8utM1rhA9QMVLAZjT0DwqpPuS7rlu/s275/brise.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="183" data-original-width="275" height="101" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7nqG07eNHmzpp5WN-76_fHIhhMdX2bzDW1bopRd67ax7lRrEpfPQKoH_GZFyChmJgrxzvdt05vtw8zE5sbYeYSyuXBUfihSjrTNkWvMr4rmznntg8utM1rhA9QMVLAZjT0DwqpPuS7rlu/w152-h101/brise.jpg" width="152" /></a></div><span style="color: #a2c4c9;"><br /></span><p></p><p style="text-align: justify;"><span style="color: #a2c4c9;">Brise soleil = dispositivo instalado horizontalmente ou verticamente diante de fachadas para controlar a incidencia do sol nos interiores de um edíficio, sem perder a ventilação, buscando o conforto termico, podendo ser de madeira, metal, plástico ou concreto.</span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBDOXUjfG0ZIogZLnPYTvXEpljtcJxn-t3Jrk8uZbWa8RxFyLLOQbeMqaSOL_pno4SqscGrlpFuLw01-2MAHWUBGAIvhvXZi147c1y2ltji41cIDl5q7xDinKgjDayh1AnBsTlAyTKpZTZ/s800/cama-provence.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="800" data-original-width="800" height="166" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBDOXUjfG0ZIogZLnPYTvXEpljtcJxn-t3Jrk8uZbWa8RxFyLLOQbeMqaSOL_pno4SqscGrlpFuLw01-2MAHWUBGAIvhvXZi147c1y2ltji41cIDl5q7xDinKgjDayh1AnBsTlAyTKpZTZ/w166-h166/cama-provence.jpg" width="166" /></a></div><br /><span style="color: #a2c4c9;">Capitonê = Técnica de estofamento na qual o alcochoado é dividido por pontos equidistantes entre si, feitos por cordões que formam afundamento no tecido. A técnica cobre toda a superficie de uma peça, podendo usar ou não, botões para o acabamento.</span><p></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOfCaihZ7KAm2GWWs7AMmFL4YUArI5CQH90_CtZfdc59UrDUKeDZXKS4SBmJ9x52BMAn6m1DJy3ALWdJ3_NuHaLphGMjx2KYKBkXHgAK6k5m7DLs9M6IlBM03jepfQI1IhUqI7_BKFX4PA/s1200/sofa-chesterfield-conde-d-el-couro-legitimo-envelhecido-couro-legitimo-envelhecido.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="800" data-original-width="1200" height="100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOfCaihZ7KAm2GWWs7AMmFL4YUArI5CQH90_CtZfdc59UrDUKeDZXKS4SBmJ9x52BMAn6m1DJy3ALWdJ3_NuHaLphGMjx2KYKBkXHgAK6k5m7DLs9M6IlBM03jepfQI1IhUqI7_BKFX4PA/w158-h100/sofa-chesterfield-conde-d-el-couro-legitimo-envelhecido-couro-legitimo-envelhecido.jpg" width="158" /></a></div><br /><span style="color: #a2c4c9;">Chesterfild = Sofá no estilo classico, normalmente em couro, braços arredondados e acabamento em caiptonê, sua composição junto ao ambiente confere luxo.</span><p></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4ky6PsDswT6foExU0zWTJP5oyx_1ruRgeOXQWM2ohuNCZxgZIru8jrkmmMbaS21Cqkq9nFiVi3we_LX3ZFMs5JuJoZK9Xm5oAgeAoXZ3c3YTIZdaCIdMqor4mQjYuIKvXYrrK16XGIjL4/s1200/quadro-decorativo-moldura-jogo-mosaico-sala-cubos-e-chevrons-quadros-decorativos.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="971" data-original-width="1200" height="118" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4ky6PsDswT6foExU0zWTJP5oyx_1ruRgeOXQWM2ohuNCZxgZIru8jrkmmMbaS21Cqkq9nFiVi3we_LX3ZFMs5JuJoZK9Xm5oAgeAoXZ3c3YTIZdaCIdMqor4mQjYuIKvXYrrK16XGIjL4/w146-h118/quadro-decorativo-moldura-jogo-mosaico-sala-cubos-e-chevrons-quadros-decorativos.jpg" width="146" /></a></div><br /><span style="color: #a2c4c9;">Composê = É a combinação de cores iguais em padronagens diferentes ( listradas, floridas, geométicas etc).</span><p></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMMCJtRw-nxU6tsNDO2hyphenhyphenZL72AYYZpNMrpdd_B_j2x_icX-_lKyRwU0f2aWrzzRIyJryGUvtQLlCRGEiQjh4UilXb5wHgsZs8_lcH7PFlZebq7e4x08G80xxt7KSJOG_0UlXsfJ9mO7Rkl/s1000/shutterstock_714639097.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="667" data-original-width="1000" height="104" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMMCJtRw-nxU6tsNDO2hyphenhyphenZL72AYYZpNMrpdd_B_j2x_icX-_lKyRwU0f2aWrzzRIyJryGUvtQLlCRGEiQjh4UilXb5wHgsZs8_lcH7PFlZebq7e4x08G80xxt7KSJOG_0UlXsfJ9mO7Rkl/w157-h104/shutterstock_714639097.jpg" width="157" /></a></div><span style="color: #9fc5e8;">Contrapiso = Camada nivelada de argamassa ou cimento e areia sobre uma superficie que vai receber aplicação do revestimento. Essa camada possui aproximadamente 3 centimetros de espessura.</span><p></p><p style="text-align: justify;"><span style="color: #9fc5e8;"><br /></span></p><p style="text-align: justify;"><span style="color: #9fc5e8;"><br /></span></p><p style="text-align: justify;"><span style="color: #9fc5e8;"><br /></span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2TDzvVIjDjNKnQUKzsMPVqVZg1HdhC32NGi329VXgI-vDWf-aB6m6b7eW51SjBw9M8dUQtYbFgyfV33CpRiMAm1bhy1Wwn5ewox_YlQ7kcHd36KZOZEx9cTdBqdwfkhYAuNJ4JUFw9csM/s1509/xfac.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="918" data-original-width="1509" height="127" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2TDzvVIjDjNKnQUKzsMPVqVZg1HdhC32NGi329VXgI-vDWf-aB6m6b7eW51SjBw9M8dUQtYbFgyfV33CpRiMAm1bhy1Wwn5ewox_YlQ7kcHd36KZOZEx9cTdBqdwfkhYAuNJ4JUFw9csM/w178-h127/xfac.jpg" width="178" /></a></div><br /><span style="color: #9fc5e8;">Fachada = Apesar de muitos considerarem a frente de um imóvel, na verdade fachada é a classificação como todas as faces externas visiveis de um imóvel. A frontal é a principal.</span><p></p><p style="text-align: justify;"><span style="color: #9fc5e8;"><br /></span></p><p style="text-align: justify;"><span style="color: #9fc5e8;"><br /></span></p><p style="text-align: justify;"><span style="color: #9fc5e8;"><br /></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ_xAsqnmYLyTmFmcOYLgHjbvDq_QXXHlcXlMht7SboI30b9bhecq7SXmhEBB6Vta09BFh-mvrRSdXPrp9S3uLO1n57R6boKuM3atGaQoZcFh8HyGDoPkzLS9edac-KJ7huct45GLu5gCr/s324/wzh3.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="182" data-original-width="324" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ_xAsqnmYLyTmFmcOYLgHjbvDq_QXXHlcXlMht7SboI30b9bhecq7SXmhEBB6Vta09BFh-mvrRSdXPrp9S3uLO1n57R6boKuM3atGaQoZcFh8HyGDoPkzLS9edac-KJ7huct45GLu5gCr/w176-h164/wzh3.jpg" width="176" /></a></div><p style="text-align: justify;"><br /></p><span style="color: #9fc5e8;">Hall de entrada = è aquela que dá acesso ao interior da edificação.</span><br /><span style="color: #a2c4c9;"><br /></span><p></p><p style="text-align: justify;"><span style="color: #a2c4c9;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: #a2c4c9;"><br /></span></div><span style="color: #a2c4c9;"><br /><br /></span><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_zNFsK-b2iR5QrMdoi3V81ttgfdOtFhAqZAhmCjzieGbIkybtPa1xB3qHhpIcBy_OeDSsZ5phZkhwwDUHypS13afaO4DPOultpqdIXMUkpRSKJrlg7rveAlmnWqOEXTjUaoGEP6WcklU_/s760/the-beverly-hills-hotel-lobby.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="425" data-original-width="760" height="103" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_zNFsK-b2iR5QrMdoi3V81ttgfdOtFhAqZAhmCjzieGbIkybtPa1xB3qHhpIcBy_OeDSsZ5phZkhwwDUHypS13afaO4DPOultpqdIXMUkpRSKJrlg7rveAlmnWqOEXTjUaoGEP6WcklU_/w185-h103/the-beverly-hills-hotel-lobby.jpg" width="185" /></a></div><br /><span style="color: #9fc5e8;">Mobiliário - que tem a natureza de bens móveis, conjunto de móveis de uma casa, mobília que é o conjunto de peças ( de madeiras, metal, vime etc) que se coloca dentro de um comodo com várias utilidades ( para nelas sentar, dormir, comer etc), podendo servir também como adorno mobiliário.</span><p></p><p style="text-align: justify;"><span style="color: #9fc5e8;"><br /></span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhv9Y3WHtN4rxpz4VeOb4m5R9-OaB0Lii2Ds824XNzrguHLOq1p5T9vdwjUS1P3BnSStJyWym0jvJ4UUoBFkkXtR1hleEAoYg_VQjAltCPDLq4oW5tLQ8B9oLxUzHDfZnTe5u3bWMYau67C/s629/o-que-e-decoracao.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="472" data-original-width="629" height="146" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhv9Y3WHtN4rxpz4VeOb4m5R9-OaB0Lii2Ds824XNzrguHLOq1p5T9vdwjUS1P3BnSStJyWym0jvJ4UUoBFkkXtR1hleEAoYg_VQjAltCPDLq4oW5tLQ8B9oLxUzHDfZnTe5u3bWMYau67C/w194-h146/o-que-e-decoracao.jpg" width="194" /></a></div><br /><span style="color: #9fc5e8;">Paleta de cores = Conjunto das cores preferidas de determinado artista ou próprias de um grupo ou escola artisticas, a paleta de Portinar, ou paleta é denominada de colorido, cores, gama de cores e conjunto de cores.</span><p></p><p style="text-align: justify;"><span style="color: #9fc5e8;"><br /></span></p><p style="text-align: justify;"><span style="color: #9fc5e8;"><br /></span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRlJWqe_IBHq3V9FRJzeBEhv89sLIUlK7Z8KXkKNCDmtwUeQWi2X4UnfAdqUxOdq-YA95mF8iyeaPd-rZp5o4PJ81xl7GUUrMA_OQUurknWx4Hi65TiKJpnojlQwy4lsDgPn08TRSDerdO/s480/adisoi.bmp" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="360" data-original-width="480" height="165" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRlJWqe_IBHq3V9FRJzeBEhv89sLIUlK7Z8KXkKNCDmtwUeQWi2X4UnfAdqUxOdq-YA95mF8iyeaPd-rZp5o4PJ81xl7GUUrMA_OQUurknWx4Hi65TiKJpnojlQwy4lsDgPn08TRSDerdO/w190-h165/adisoi.bmp" width="190" /></a></div><br /><span style="color: #a2c4c9;">Piso = Onde se pisa, pavimento, andar de um edificio, soalho, chão, e o tipo de revestimento colocados no chão para embelezar o ambiente de u</span><span style="color: #a2c4c9;">m edificio, quarto, ruas, estradas etc.</span><p></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFMybLv2DAfU9R3EXe4ApuaFi59WgKE0e1CXvtkc8L_gccOM2ag3KM62yDAE2IXXozBEURQe1o-1r4tm6cKh3g_WU871HIdoA1t_eSOe7fLytKo2oAoHx6UTzQINvOSUOJkJlqQFkSJnmQ/s512/porta+e+vaso.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="384" data-original-width="512" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFMybLv2DAfU9R3EXe4ApuaFi59WgKE0e1CXvtkc8L_gccOM2ag3KM62yDAE2IXXozBEURQe1o-1r4tm6cKh3g_WU871HIdoA1t_eSOe7fLytKo2oAoHx6UTzQINvOSUOJkJlqQFkSJnmQ/w190-h179/porta+e+vaso.jpg" width="190" /></a></div><br /><span style="color: #a2c4c9;">Porta = Abertura através da qual as pessoas entram e saem de um lugar, ambientes. Peça de madeira ou metalica, vidros. Prancha móvel usada, em uma abertura desse tipo.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj96WGqBPi1aaZwGqzjQPTS7ff_0blYCr5GEK3qrDMpYK4nUBknSLYp3D1OsB-ex8u57874csTaia94eJjMaTLqZbkvK4bNFGEgujMZ4TuXh8WfVrd_uUd89om81BdA-DiFLSehNC1QXNFM/s400/depoimento-Ricardo-e-Roberta.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="400" data-original-width="267" height="276" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj96WGqBPi1aaZwGqzjQPTS7ff_0blYCr5GEK3qrDMpYK4nUBknSLYp3D1OsB-ex8u57874csTaia94eJjMaTLqZbkvK4bNFGEgujMZ4TuXh8WfVrd_uUd89om81BdA-DiFLSehNC1QXNFM/w185-h276/depoimento-Ricardo-e-Roberta.jpg" width="185" /></a></div><br /> Ornamento = Ação ou efeito de ornamentar, de colocar oranamentos, ornato, parte de uma obra, que embora não seja um elemento essencial, participa da sua decoração.</span><p></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;">Exercicios:</span></p><p style="text-align: justify;"><span style="color: #a2c4c9;">1- Organize as palavras técnicas que leu em um texto e faça um glossário da area que voce estuda ou gosta:veterinaria, enfermagem, medicina, engenharia, administração, direito, etc.</span></p><p style="text-align: justify;"><span style="color: #a2c4c9;">...........................................................................................................................................................................................................................................................................................................................................</span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"></span></p><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGwoschaBg1ZKp0ONomwRoapVTIyejQ1_t9-CUte2kTho7Y9xAot7PvaMy1E5vfrmZqTGfWGOwuPrvCIKmOUpOUtxuis9C8LH7NRb6gsz8vS2974xCCJ-fHvoqQr9vCwXHz0U4vsfPZPSJ/s745/zpai.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="560" data-original-width="745" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGwoschaBg1ZKp0ONomwRoapVTIyejQ1_t9-CUte2kTho7Y9xAot7PvaMy1E5vfrmZqTGfWGOwuPrvCIKmOUpOUtxuis9C8LH7NRb6gsz8vS2974xCCJ-fHvoqQr9vCwXHz0U4vsfPZPSJ/s320/zpai.jpg" width="320" /></a></div><br />.<p></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p><p style="text-align: justify;"><span style="color: #a2c4c9;"><br /></span></p>Alcilene Rodrigues http://www.blogger.com/profile/17414530444203883851noreply@blogger.com0tag:blogger.com,1999:blog-6729285355160398173.post-71686453096215923372020-09-30T11:03:00.005-03:002020-09-30T11:16:46.853-03:00Rococó inglês no mobiliário.....profª Alcilene Rodrigues<p><span style="background-color: black;"> <span class="TextRun SCXW79348257 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SpellingErrorV2 SCXW79348257 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: url("data:image/svg+xml;base64,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"); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">Rococó</span></span><span class="TextRun SCXW79348257 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXW79348257 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"> </span><span class="NormalTextRun SpellingErrorV2 SCXW79348257 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-image: url("data:image/svg+xml;base64,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"); background-position: 0% 100%; background-repeat: repeat-x; border-bottom: 1px solid transparent; margin: 0px; padding: 0px; user-select: text;">Inglês</span><span class="NormalTextRun SCXW79348257 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;">: Queen Anne/ Chipp</span></span><span class="TextRun SCXW79348257 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US">e</span><span class="TextRun SCXW79348257 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US">ndal</span><span class="TextRun SCXW79348257 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US">e</span><span class="EOP SCXW79348257 BCX0" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p><div class="OutlineElement Ltr BCX0 SCXW79348257" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW79348257 BCX0" paraeid="{4b65c653-f773-434a-b62d-a95f030f4668}{39}" paraid="1772152615" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;"><span style="background-color: black;"><span class="TextRun SCXW79348257 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"> </span><span class="WACImageContainer DragDrop BlobObject SCXW79348257 BCX0" role="presentation" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; cursor: default; display: inline-block; height: 321px; left: 0px; margin: 0px; padding: 0px; position: relative; top: 2px; user-select: text; width: 196px;"><img class="WACImage SCXW79348257 BCX0" src="data:image/jpeg;base64,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" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; border: none; height: 315px; margin: 1px; padding: 2px; user-select: text; vertical-align: baseline; white-space: pre; width: 190px;" unselectable="on" /></span><span class="TextRun EmptyTextRun SCXW79348257 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"></span><span class="EOP SCXW79348257 BCX0" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr BCX0 SCXW79348257" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; margin: 0px; overflow: visible; padding: 0px; position: relative; text-align: left; user-select: text;"><p class="Paragraph SCXW79348257 BCX0" paraeid="{4b65c653-f773-434a-b62d-a95f030f4668}{46}" paraid="504490703" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;"><span class="TextRun SCXW79348257 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"> </span><br /><br /><span style="color: #9fc5e8;">A rainha Anne assumiu o poder depois de duas trocas de comando. O pai de Anne, James II (e 5º na Escócia ) foi rei por tres anos, até ser desposto pela Revolução Gloriosa de 1688. O trono ficou com a irmã dela, Mary e o marido horlandes Guilherme de Orange. Na ausência de filhos do casal, Anne foi sua herdeira, tornando-se rainha em 1702. Nos seus 12 anos de reinado, ocorreram a unificação da Escócia e da Inglaterra, o que fez dela a primeira rainha da Grã-Bretanha na hisória, e o sistema bipartidario que vigora até hoje na política de lá. Engravidou 17 vezes e nenhum filho sobreviveria a idade adulta,o que levou fim a sua linhagem a Casa de Stuart, passando para a Casa de Hanover. </span><br /><br /><br /> <br /><br /><br /> </p></div><div class="OutlineElement Ltr BCX0 SCXW79348257" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW79348257 BCX0" paraeid="{2b076496-880e-4e96-a2b9-930f7ca40625}{85}" paraid="827308835" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: justify; user-select: text; vertical-align: baseline;"><span class="TextRun SCXW79348257 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXW79348257 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW79348257 BCX0" data-ccp-props="{"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":259}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr BCX0 SCXW79348257" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW79348257 BCX0" paraeid="{2b076496-880e-4e96-a2b9-930f7ca40625}{89}" paraid="1639945842" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: justify; user-select: text; vertical-align: baseline;"><span style="background-color: black;"><span class="TextRun SCXW79348257 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXW79348257 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW79348257 BCX0" data-ccp-props="{"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":259}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr BCX0 SCXW79348257" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW79348257 BCX0" paraeid="{2b076496-880e-4e96-a2b9-930f7ca40625}{93}" paraid="1162441879" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: justify; user-select: text; vertical-align: baseline;"><span style="background-color: black;"><span class="TextRun SCXW79348257 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US">Mobiliário</span><span class="TextRun SCXW79348257 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"> Estilo Queen Anne, </span><span class="TextRun SCXW79348257 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US">caracter</span><span class="TextRun SCXW79348257 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US">í</span><span class="TextRun SCXW79348257 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US">sticas</span><span class="TextRun SCXW79348257 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US">:</span><span class="EOP SCXW79348257 BCX0" data-ccp-props="{"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":259}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr BCX0 SCXW79348257" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW79348257 BCX0" paraeid="{2b076496-880e-4e96-a2b9-930f7ca40625}{109}" paraid="585552596" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;"><span class="TextRun SCXW79348257 BCX0" data-contrast="auto" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span style="color: #9fc5e8;"><br /><br />Móveis adaptados para tornar mais fácil, mais leves e fáceis de carregar e embarcar nos navios, linhas simples suaveís e orgânicas, aspecto feminino: rainha Anne 1702. Pouco oramentação, barroco puro, sóbrio, simples, racional, elegante e confortável. Madeira utilizada: nogueira, mogno e cerejeira. <br /><br /><br /></span></span></p><div style="text-align: justify;"><span class="TextRun SCXW79348257 BCX0" data-contrast="auto" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span style="color: #9fc5e8;"><span class="TextRun SCXW79348257 BCX0" data-contrast="auto" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span style="color: #9fc5e8;">Pernas com joelhos curvado para for a e tornozelo curvado para dentro. Mesas de cartas ou jogos foram introduzidos no estilo Queen Anne e se tornaram populares no meio do século XVIII, na América. Eram utilizadas na maioria dos lares para diversão em família e entretenimento. Mesas e bancos com três pés. Mesas com tampo em meia circunferencia para serem colocados rente paredes. Criado mudo e aparador estilo Queen</span><span face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="color: #9fc5e8;"><span style="font-size: 11pt; font-variant-ligatures: none;"> Anne.</span></span></span><span class="EOP SCXW79348257 BCX0" data-ccp-props="{"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":259}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: #9fc5e8; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></span></div><p></p></div><div class="OutlineElement Ltr BCX0 SCXW79348257" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW79348257 BCX0" paraeid="{15c740f9-c763-4f07-bd8b-d55a293b168b}{142}" paraid="1724905922" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: justify; user-select: text; vertical-align: baseline;"><span class="TextRun SCXW79348257 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXW79348257 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW79348257 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":259}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr BCX0 SCXW79348257" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW79348257 BCX0" paraeid="{15c740f9-c763-4f07-bd8b-d55a293b168b}{146}" paraid="1893897442" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: justify; user-select: text; vertical-align: baseline;"><span style="background-color: black;"><span class="TextRun EmptyTextRun SCXW79348257 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"></span><span class="WACImageContainer DragDrop BlobObject SCXW79348257 BCX0" role="presentation" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; cursor: default; display: inline-block; height: 312px; left: 0px; margin: 0px; padding: 0px; position: relative; top: 2px; user-select: text; width: 204px;"><img class="WACImage SCXW79348257 BCX0" src="data:image/jpeg;base64,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" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; border: none; height: 306px; margin: 1px; padding: 2px; user-select: text; vertical-align: baseline; white-space: pre; width: 198px;" unselectable="on" /></span><span class="TextRun EmptyTextRun SCXW79348257 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"></span><span class="WACImageContainer DragDrop BlobObject SCXW79348257 BCX0" role="presentation" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; cursor: default; display: inline-block; height: 309px; left: 0px; margin: 0px; padding: 0px; position: relative; top: 2px; user-select: text; width: 208px;"><img class="WACImage SCXW79348257 BCX0" src="data:image/jpeg;base64,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" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; border: none; height: 303px; margin: 1px; padding: 2px; user-select: text; vertical-align: baseline; white-space: pre; width: 202px;" unselectable="on" /></span><span class="TextRun EmptyTextRun SCXW79348257 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"></span><span class="WACImageContainer DragDrop BlobObject SCXW79348257 BCX0" role="presentation" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; cursor: default; display: inline-block; height: 307px; left: 0px; margin: 0px; padding: 0px; position: relative; top: 2px; user-select: text; width: 198px;"><img class="WACImage SCXW79348257 BCX0" src="data:image/jpeg;base64,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" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; border: none; height: 301px; margin: 1px; padding: 2px; user-select: text; vertical-align: baseline; white-space: pre; width: 192px;" unselectable="on" /></span><span class="TextRun EmptyTextRun SCXW79348257 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"></span><span class="EOP SCXW79348257 BCX0" data-ccp-props="{"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":259}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr BCX0 SCXW79348257" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW79348257 BCX0" paraeid="{15c740f9-c763-4f07-bd8b-d55a293b168b}{151}" paraid="354652466" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: justify; user-select: text; vertical-align: baseline;"><span class="TextRun SCXW79348257 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXW79348257 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW79348257 BCX0" data-ccp-props="{"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":259}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr BCX0 SCXW79348257" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW79348257 BCX0" paraeid="{15c740f9-c763-4f07-bd8b-d55a293b168b}{155}" paraid="994824021" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: justify; user-select: text; vertical-align: baseline;"><span style="background-color: black;"><span class="TextRun SCXW79348257 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"><span class="NormalTextRun SCXW79348257 BCX0" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW79348257 BCX0" data-ccp-props="{"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":259}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr BCX0 SCXW79348257" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW79348257 BCX0" paraeid="{15c740f9-c763-4f07-bd8b-d55a293b168b}{159}" paraid="1309214825" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: justify; user-select: text; vertical-align: baseline;"><span style="background-color: black;"><span class="TextRun SCXW79348257 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US">Chippendale</span><span class="EOP SCXW79348257 BCX0" data-ccp-props="{"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":259}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><div class="OutlineElement Ltr BCX0 SCXW79348257" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW79348257 BCX0" paraeid="{15c740f9-c763-4f07-bd8b-d55a293b168b}{165}" paraid="222792872" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: justify; user-select: text; vertical-align: baseline;"><span style="background-color: black;"><span class="TextRun SCXW79348257 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"> </span><span class="TextRun SCXW79348257 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"> </span><span class="TextRun SCXW79348257 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"> </span><span class="WACImageContainer DragDrop BlobObject SCXW79348257 BCX0" role="presentation" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; cursor: default; display: inline-block; height: 208px; left: 0px; margin: 0px; padding: 0px; position: relative; top: 2px; user-select: text; width: 143px;"><img class="WACImage SCXW79348257 BCX0" src="data:image/jpeg;base64,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" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; border: none; height: 202px; margin: 1px; padding: 2px; user-select: text; vertical-align: baseline; white-space: pre; width: 137px;" unselectable="on" /></span><span class="TextRun EmptyTextRun SCXW79348257 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"></span><span class="EOP SCXW79348257 BCX0" data-ccp-props="{"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":259}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><span style="color: #b6d7a8;"><div style="text-align: justify;">Longo período compreende toda a dinastia dos Georges (1714-1811), George ,I II, III e IV, período de mudanças na Inglaterra, com muitas reformas sociais, como a construção de hospitais e orfanato.Grande nome do mobiliário desse período: Thomas Chippendale, marceneiro britânico que desenvolveu grande número de móveis com estilo autêntico. Desenvolveu uma espécie de guia para modelos de mobiliário (The Gentleman ande Cabinet Makers Director) publicado em 1754 e reeditado várias vezes, que se tornaria a cartilha do estilo Chippendale, com sua morte, Chippendale foi substituido pelo filho de mesmo nome, entre 1778-1804, quando a empresa decretou falência.</div><div style="text-align: justify;"><br /></div></span><div class="OutlineElement Ltr BCX0 SCXW79348257" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW79348257 BCX0" paraeid="{542b9f89-9f8d-497b-b700-46ef73c1ea5f}{167}" paraid="491071240" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: justify; user-select: text; vertical-align: baseline;"><span style="background-color: black;"><span class="TextRun SCXW79348257 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US">Caracteristicas</span><span class="TextRun SCXW79348257 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"> do </span><span class="TextRun SCXW79348257 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US">mobiliário</span><span class="TextRun SCXW79348257 BCX0" data-contrast="none" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"> Chippendale</span><span class="EOP SCXW79348257 BCX0" data-ccp-props="{"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":259}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: red; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p></div><span style="background-color: black;"><br /></span><br /><div style="text-align: justify;"><span style="color: #d5a6bd;">Construção robusta, mas nem sempre boas proporções, como é frequentemente. O caso no mobiliário do período Georgiano, pernas cabriolet, ou seja parafora na altura dos joelhos e para dentro na altura do tornozelo. Também pode-se encontrar algumas peças de pernas retas. </span></div><span style="color: #d5a6bd;"><br /></span><br /><div style="text-align: justify;"><span style="color: #d5a6bd;">Esculturas eram muitos vezes a única ornamentação nas peças, o que lhes dava uma simplicidade integral. Cadeiras com assentos estofados e encostos mais largos na parte superior que na inferior. A madeira era sempre o mogno a qual Thomas Chippendale considerava adequada. Comoda estilo Chippendale 1770. Temos a cadeira estilo Chippendale, linhas curvas e orgânicas, presença de ornamentos, sem muito exagero, mais que o mobiliário Queen Anne, cadeira com encosto vazados e desenhos centrais triangulares, cadeira com pernas cabriolet, armário biblioteca todos estilos Chippendale. O estilo Georgiano tinha todo seu interior decorado com mobiliário estilo Chippendale.</span></div><div class="OutlineElement Ltr BCX0 SCXW79348257" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW79348257 BCX0" paraeid="{cd689d12-3f02-458f-b179-ebd8f7bdaec6}{31}" paraid="1136887193" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: justify; user-select: text; vertical-align: baseline;"><span style="background-color: black;"><span class="TextRun EmptyTextRun SCXW79348257 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"></span><span class="WACImageContainer DragDrop BlobObject SCXW79348257 BCX0" role="presentation" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; cursor: default; display: inline-block; height: 209px; left: 0px; margin: 0px; padding: 0px; position: relative; top: 2px; user-select: text; width: 209px;"><img class="WACImage SCXW79348257 BCX0" src="data:image/jpeg;base64,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" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; border: none; height: 203px; margin: 1px; padding: 2px; user-select: text; vertical-align: baseline; white-space: pre; width: 203px;" unselectable="on" /></span><span class="TextRun EmptyTextRun SCXW79348257 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"></span><span class="WACImageContainer DragDrop BlobObject SCXW79348257 BCX0" role="presentation" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; cursor: default; display: inline-block; height: 160px; left: 0px; margin: 0px; padding: 0px; position: relative; top: 2px; user-select: text; width: 222px;"><img class="WACImage SCXW79348257 BCX0" src="data:image/jpeg;base64,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" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; border: none; height: 154px; margin: 1px; padding: 2px; user-select: text; vertical-align: baseline; white-space: pre; width: 216px;" unselectable="on" /></span><span class="TextRun EmptyTextRun SCXW79348257 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"></span><span class="WACImageContainer DragDrop BlobObject SCXW79348257 BCX0" role="presentation" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; cursor: default; display: inline-block; height: 254px; left: 0px; margin: 0px; padding: 0px; position: relative; top: 2px; user-select: text; width: 198px;"><img class="WACImage SCXW79348257 BCX0" src="data:image/jpeg;base64,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" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; border: none; height: 248px; margin: 1px; padding: 2px; user-select: text; vertical-align: baseline; white-space: pre; width: 192px;" unselectable="on" /></span><span class="TextRun EmptyTextRun SCXW79348257 BCX0" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"></span><span class="WACImageContainer DragDrop BlobObject SCXW79348257 BCX0" role="presentation" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; cursor: default; display: inline-block; height: 203px; left: 0px; margin: 0px; padding: 0px; position: relative; top: 2px; user-select: text; width: 261px;"><img class="WACImage SCXW79348257 BCX0" src="data:image/jpeg;base64,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" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; border: none; height: 197px; margin: 1px; padding: 2px; user-select: text; vertical-align: baseline; white-space: pre; width: 255px;" unselectable="on" /></span><span color="rgba(0, 0, 0, 0)"><span class="TextRun EmptyTextRun SCXW79348257 BCX0" color="windowtext" data-contrast="auto" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" lang="EN-US" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="EN-US"></span></span><span class="EOP SCXW79348257 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":259}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p><p class="Paragraph SCXW79348257 BCX0" paraeid="{cd689d12-3f02-458f-b179-ebd8f7bdaec6}{31}" paraid="1136887193" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: justify; user-select: text; vertical-align: baseline;"><span style="background-color: black;"><span class="EOP SCXW79348257 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":259}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p><p class="Paragraph SCXW79348257 BCX0" paraeid="{cd689d12-3f02-458f-b179-ebd8f7bdaec6}{31}" paraid="1136887193" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: justify; user-select: text; vertical-align: baseline;"><span style="background-color: black;"><span class="EOP SCXW79348257 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":259}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></span></p><p class="Paragraph SCXW79348257 BCX0" paraeid="{cd689d12-3f02-458f-b179-ebd8f7bdaec6}{31}" paraid="1136887193" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: justify; user-select: text; vertical-align: baseline;"><span style="background-color: black;"><span class="EOP SCXW79348257 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":259}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"><br /></span></span></p><p class="Paragraph SCXW79348257 BCX0" paraeid="{cd689d12-3f02-458f-b179-ebd8f7bdaec6}{31}" paraid="1136887193" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: justify; user-select: text; vertical-align: baseline;"><span style="background-color: black;"><span class="EOP SCXW79348257 BCX0" data-ccp-props="{"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":259}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"><span style="color: #b6d7a8;">Decoração estilo Chippendale </span></span></span></p><p class="Paragraph SCXW79348257 BCX0" paraeid="{cd689d12-3f02-458f-b179-ebd8f7bdaec6}{31}" paraid="1136887193" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: justify; user-select: text; vertical-align: baseline;"><br /></p><p class="Paragraph SCXW79348257 BCX0" paraeid="{cd689d12-3f02-458f-b179-ebd8f7bdaec6}{31}" paraid="1136887193" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: justify; user-select: text; vertical-align: baseline;"><span style="background-color: black;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6qAFGpR7Da-nplgzAd6GgE-Xm-aBILsiunABwOj9JN583toJuo0lfKgOraz_6YPbuNO7gtVS67HeuLmdxEnMENAR0vXML219btcxrUP1OU21owNojcYYgZOEAO_loB1IrZoDCUqOhuiC6/s750/f0a2f36acf38b015fbc15ad017eb608e.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="476" data-original-width="750" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6qAFGpR7Da-nplgzAd6GgE-Xm-aBILsiunABwOj9JN583toJuo0lfKgOraz_6YPbuNO7gtVS67HeuLmdxEnMENAR0vXML219btcxrUP1OU21owNojcYYgZOEAO_loB1IrZoDCUqOhuiC6/s320/f0a2f36acf38b015fbc15ad017eb608e.jpg" width="320" /></a></div><br /><span class="EOP SCXW79348257 BCX0" color="windowtext" data-ccp-props="{"201341983":0,"335551550":6,"335551620":6,"335559739":160,"335559740":259}" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"><br /></span><p></p></div><div class="OutlineElement Ltr BCX0 SCXW79348257" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "Segoe UI", "Segoe UI Web", Arial, Verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW79348257 BCX0" paraeid="{cd689d12-3f02-458f-b179-ebd8f7bdaec6}{39}" paraid="1483197392" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; text-align: justify; user-select: text; vertical-align: baseline;"><span color="windowtext" face="Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif" style="background-color: transparent; font-size: 11pt;"> </span></p></div>Alcilene Rodrigues http://www.blogger.com/profile/17414530444203883851noreply@blogger.com0tag:blogger.com,1999:blog-6729285355160398173.post-82128604821236722762020-08-01T08:00:00.000-03:002020-08-04T20:39:53.045-03:00Moodboard................profª Alcilene Rodrigues<div style="text-align: justify;"><font color="#ff00fe">Moodboard </font><font color="#b6d7a8">é uma prancha de temperamento, tradução literal de moodboard, ou um painel semantico é um tipo de apresentação de projeto que pode ser composto de imagens, textos e amostras de objetos em uma composição da escolha do criador do quadro de humor.</font></div><div style="text-align: justify;"><font color="#b6d7a8">Essa ferramenta, muito utilizada por arquitetos e designer de todas as áreas, pode ser traduzida como um "painel de imagens conceituais" e de "inspiração. Ele pode ser construidos com recortes de imagens ou mesmo objetos físicos, amostras de matéria prima e painéis de madeira, por exemplo. E seu conjunto visual deve ser capaz de transmitir a atmosfera e estilo de decoração que seu ambiente terá ao ser finalizado. </font></div><div style="text-align: justify;"><font color="#b6d7a8">Sua utilização ajuda a organizar e traduzir visualmente um conceito ou estilo, exemplioficando imagens, paleta de cores, texturas, formas e materiais.Por isso também são conhecidos por painéis semânticos ou de inspiração. O uso do moodboard, além de facilitar a vida dos clientes demonstra ainda como sua pesquisa de tendencias será aplicada em uma nova coleção ou projeto. Previamente, ele traz à tona a atmosfera de qualquer projeto. É muito mais fácil do que mandar listas e listas de links de referencia e imagens, ou escrever e-mail com termos técnicos.</font></div><div style="text-align: justify;"><font color="#d5a6bd"><br /></font></div><div style="text-align: justify;"><font color="#d5a6bd"><br /></font></div><div style="text-align: justify;"><font color="#76a5af"><b>Exemplo de Mood Board de um projeto de loja de vestidos de festa:</b></font></div><div style="text-align: justify;"><font color="#76a5af"><b><br /></b></font></div><div style="text-align: justify;"><font color="#76a5af"><b><br /></b></font></div><div style="text-align: justify;"><font color="#d5a6bd"><br /></font></div><div style="text-align: justify;"><font color="#d5a6bd"><br /></font></div><div style="text-align: justify;"><font color="#3d85c6"><b>Alice Penco</b></font></div><div style="text-align: justify;"><font color="#3d85c6"><b> store.</b></font></div><div style="text-align: justify;"><font color="#3d85c6"><br /></font></div><div style="text-align: justify;"><font color="#3d85c6"><br /></font></div><div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuo5cf2KWOSLqHbRUaQV77fYB0E0CfR7jpG9XGvz_7dez13hNkh8HK46DQDlZk-TQMgaqC0TUMujOj_BEp8mHuTLelvIYBap7NBDlkGFC89Ivu2i1UaKZ4FGMdF1C_gxFz7MU5iAbZkekE/s250/jaqueline.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="250" data-original-width="201" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuo5cf2KWOSLqHbRUaQV77fYB0E0CfR7jpG9XGvz_7dez13hNkh8HK46DQDlZk-TQMgaqC0TUMujOj_BEp8mHuTLelvIYBap7NBDlkGFC89Ivu2i1UaKZ4FGMdF1C_gxFz7MU5iAbZkekE/w129-h160/jaqueline.jpg" width="129" /></a></div></div><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><div style="text-align: left;"><br /></div></blockquote></blockquote></blockquote><div style="text-align: justify;"><font color="#2b00fe" face="georgia"><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFZpp6p_HAJyzKAEiYBjYOgjlD3H2A0r93U1q82K9xV-iIX697Dq1tH0Xoq_MNbK2r-zdY11gRZc36yADF-b1XeJRBFGYE9AU1PWSSaldQYiyWH8Y5af345zeSFQlejq2_Uu7vupkLLEQO/s393/xmasc.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="393" data-original-width="236" height="131" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFZpp6p_HAJyzKAEiYBjYOgjlD3H2A0r93U1q82K9xV-iIX697Dq1tH0Xoq_MNbK2r-zdY11gRZc36yADF-b1XeJRBFGYE9AU1PWSSaldQYiyWH8Y5af345zeSFQlejq2_Uu7vupkLLEQO/w78-h131/xmasc.jpg" width="78" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><br /></td></tr></tbody></table><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDpknU11DASHDJDIbjcb5396ujVV0NuA4IhkfawatyPk2cS8rHfdfX9uer7lt9Y1xRzH_Gnc5rve6g3KtcSieILqPgnR6CyberDI1VHLS0TZAc5F_JCNTKqNx1Yq9HOLWGEe_8f_nUbsT3/s750/xgin.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="750" data-original-width="404" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDpknU11DASHDJDIbjcb5396ujVV0NuA4IhkfawatyPk2cS8rHfdfX9uer7lt9Y1xRzH_Gnc5rve6g3KtcSieILqPgnR6CyberDI1VHLS0TZAc5F_JCNTKqNx1Yq9HOLWGEe_8f_nUbsT3/w88-h164/xgin.jpg" width="88" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><br /></td></tr></tbody></table></font><font color="#2b00fe" face="georgia"></font><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody><tr><td style="text-align: center;"></td></tr><tr><td class="tr-caption" style="text-align: center;"><font color="#3d85c6"><b>Seja bem vindo porque a vida é uma festa.<br /></b></font></td></tr></tbody></table><div style="text-align: left;"><font color="#3d85c6"><b><br /></b></font></div><font color="#3d85c6"><img border="0" data-original-height="225" data-original-width="225" height="93" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsw9DSVk6pdpYmOWJ6yKhaTHPCmlWb8P2iVMGH213TsQJq5wsfLAjCpX9pLHrZXS5hibBkDwGMNgCBlFLjPJtg8F0SibtrUWtD44xYQl9t1m3TZEc8kHqZAUzwCWX9RFyfhowrH_pFzGCZ/w93-h93/cor+azul.png" width="93" /></font><img border="0" data-original-height="301" data-original-width="167" height="98" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy8_UC-deyuGoKwzJwnQwZFXS6EQTIql3uyi9Wx60Swk5YMyTwaEklbP9n0knzJb18KyFL0Qd1O5oAAi24EtA5cKak2ycOlfEkq3PtDYw3lOrwwullwG4TuAX9RcEAVitto00uKUpGjEOM/w55-h98/moveis10.jpg" width="55" /><img border="0" data-original-height="111" data-original-width="111" height="89" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSfN8lQZooHu29MTA01zXe3G6gLVKvTUfkPKG4jFO_UW2HdXHpWvIiE6bBgDL17nmI4N5AL9EFc-Kxunuz1LKWXjNUcZGlTd7lSvHSFHtJm8rOgmCTCjaNMHurAjOVJLy_S8-ALTHR6CkT/w89-h89/caoba.jpg" style="margin-left: auto; margin-right: auto;" width="89" /><font color="#2b00fe" face="georgia"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"></td></tr><tr><td class="tr-caption" style="text-align: center;"><br /></td></tr></tbody></table></font></div><div class="separator" style="clear: both; text-align: center;"><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4RV-X-HoO4gSWVzLBCKmzvaWwu5HzVOYkifgQ84w1JFo2TgcjxaXKb99g6jdsrs0l7fBwVJ0-tM60yIcVJNgvOPYZWQCOiTGgy2QCqDthpUuLVEbMyH787Nl8_hw9b037uJuhu04MFlB5/s530/decoracao-loja-de-roupas-2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="123" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXQP2tJRsgV11fX8HvMFSEg4gOoOtmKW7I8wFyAe9d4EMG9gEKVCeeVxfiQfVaTiiTD7RbIOV4uU87eUeq58-6LZGCVtz4FRMu_YKjJvJctYoPhISlFHTOxYAAeVYanFWQkvA7Kb1lLG5r/w164-h123/mesa-de-jantar-nobre-home-zeus-pandora-2-800x600.jpg" style="text-align: left;" width="164" /><span style="text-align: left;"> </span><img border="0" data-original-height="1000" data-original-width="666" height="131" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjR1ASFEme45jbroLS8F8vFevTFZrkjNvT5cI8pSxdpnabhrfAHF64evcUQaFQnumwohJ3HcfV_Jm4i4y38MC9PnCn8YYbRQwSdGOpw77jiEMQUEyBuqUKuDUaZOgrGhsCCFhmeDrA_TYJt/w87-h131/decoracao-hall-neutro-com-parede-3d-e-vaso-de-planta-marianaluccisano-140388-proportional-height_cover_medium.jpg" style="text-align: left;" width="87" /><span style="text-align: left;"> </span><img border="0" data-original-height="353" data-original-width="530" height="109" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4RV-X-HoO4gSWVzLBCKmzvaWwu5HzVOYkifgQ84w1JFo2TgcjxaXKb99g6jdsrs0l7fBwVJ0-tM60yIcVJNgvOPYZWQCOiTGgy2QCqDthpUuLVEbMyH787Nl8_hw9b037uJuhu04MFlB5/w164-h109/decoracao-loja-de-roupas-2.jpg" width="164" /></a></div><br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsCwaVhg0T-tvEkkUpaNKGp1gPTHbUpNtX2RmzHllWR8q3_sxgSLI6F5Blqu5ENDGzjFPNXFmjwH3dNqQUbVNFUazq_IbssbwUvhM6N9MN3dKjrcDZodviaBzAlgeRYGcZdFgrHvz_KQGx/s400/depoimento-Ricardo-e-Roberta.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="400" data-original-width="267" height="131" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsCwaVhg0T-tvEkkUpaNKGp1gPTHbUpNtX2RmzHllWR8q3_sxgSLI6F5Blqu5ENDGzjFPNXFmjwH3dNqQUbVNFUazq_IbssbwUvhM6N9MN3dKjrcDZodviaBzAlgeRYGcZdFgrHvz_KQGx/w88-h131/depoimento-Ricardo-e-Roberta.jpg" width="88" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><br /></td></tr></tbody></table><div style="text-align: justify;"><br /><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLSime8DlzKcktBbxLXx1WZKhyphenhyphensLbKOCdYP5a3b3lG2eum4Q1CKEWPG2E7erC6L_asGsFkT9ZRdrfdT8XDO1LIqPpxu7QFtr5nMmlXN87aa00-cKs4xSJK4seu3QU9x3OBy7rDAcIiflw0/s512/vestido+e+provador.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="342" data-original-width="512" height="110" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLSime8DlzKcktBbxLXx1WZKhyphenhyphensLbKOCdYP5a3b3lG2eum4Q1CKEWPG2E7erC6L_asGsFkT9ZRdrfdT8XDO1LIqPpxu7QFtr5nMmlXN87aa00-cKs4xSJK4seu3QU9x3OBy7rDAcIiflw0/w164-h110/vestido+e+provador.jpg" width="164" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><br /></td></tr></tbody></table></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQDr4On5RJV14xeyA0hrTtxb87Iw_Ow6kD7EiUGaQiHGvNJWiiHQHGpCh55DTsb7KSb78ab3aYUeISmOYxrjaSFG1OP8d-MBBZwHmwbDPCOvQIpnqLwhzDLl1opkMm_r5kTkGXGLp_eolN/s1200/sofa-chesterfield-conde-d-el-couro-legitimo-envelhecido-couro-legitimo-envelhecido.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="800" data-original-width="1200" height="109" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQDr4On5RJV14xeyA0hrTtxb87Iw_Ow6kD7EiUGaQiHGvNJWiiHQHGpCh55DTsb7KSb78ab3aYUeISmOYxrjaSFG1OP8d-MBBZwHmwbDPCOvQIpnqLwhzDLl1opkMm_r5kTkGXGLp_eolN/w164-h109/sofa-chesterfield-conde-d-el-couro-legitimo-envelhecido-couro-legitimo-envelhecido.jpg" width="164" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><br /></td></tr></tbody></table><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgObJ1dBdblp0uCQ9pOXIdjJ1A-B6WONp1WAgcr_9FOZdDk06fg05kECpxSRiHbNJnunEabDZQxpBCv_rXdzOx-5xZX_uN9WkBPSGNyhXlU_On2wdOQ_TMiIQrGh3m6lwZvVqEGgxtX6kP0/s681/balc%25C3%25A3o+day.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="681" data-original-width="450" height="131" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgObJ1dBdblp0uCQ9pOXIdjJ1A-B6WONp1WAgcr_9FOZdDk06fg05kECpxSRiHbNJnunEabDZQxpBCv_rXdzOx-5xZX_uN9WkBPSGNyhXlU_On2wdOQ_TMiIQrGh3m6lwZvVqEGgxtX6kP0/w86-h131/balc%25C3%25A3o+day.jpg" width="86" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><br /></td></tr></tbody></table><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><img border="0" data-original-height="800" data-original-width="800" height="84" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOPRf2vOYu75bfHIsL0J44i-0rPY9RLBQDT4alC6TV8YJT7qU0lyZhO7LpWSajTymOwcC_kvM5b95ifufj0RFnEOCAOWzWerZ7f0QAMMRCXtsH20Bg-Qhg-i7s1BbX1gR6djhz-k4bHp2t/w84-h84/poltrona-masotti+%25281%2529.jpg" width="84" /></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"></td></tr><tr><td class="tr-caption" style="text-align: center;"><br /></td></tr></tbody></table><div style="text-align: justify;"><br /></div>Alcilene Rodrigues http://www.blogger.com/profile/17414530444203883851noreply@blogger.com0tag:blogger.com,1999:blog-6729285355160398173.post-39780621677954556562020-07-22T23:12:00.003-03:002020-07-22T23:14:40.737-03:00Mobiliário Gótico............profª Alcilene Rodrigues<font color="#f4cccc">A arte gótica surgiu na França e recebeu o nome após o fim do movimento. O estilo arquitetonico gótico prevaleceu na Europa Medieval entre os séculos XIII e XV. Este estilo foi usado principalmente na construção das grandes catedrais católicas do período. Originalmente gótico deriva-se dos godos, povo germanico considerado bárbaro que diluiu-se aproxidamente no ano 700 d.C.</font><div><font color="#f4cccc">Principais caracteristicas góticas:</font></div><div><font color="#f4cccc">A) presença de vitrais com temas religiosos, principalmente nas catedrais:</font></div><div><font color="#f4cccc">B) abóbodas em cruzaria e arcos ogivais:</font></div><div><font color="#f4cccc">C) arcobotantes, os vitrais e a rosácea, florão, esculturas e gárgulas.</font></div><div><font color="#f4cccc">D) característica mais evidente é um naturalismo cada vez maior.</font></div><div><font color="#f4cccc">A pintura gótica era praticada em 4 principais ofícios: afrescos, painéis, iluminaria de manuscritos e vitrais.</font></div><div><font color="#f4cccc"><br /></font></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdw84a_Ptq1TkKpYeDYqK8fxJqEzd5YJKrk2pxMYVZqm7pA8I-fKSwGVVLkjLvredEbrDLJlPROpgpvNvOlitvFDb0rfEjAFIL90gKVJAAdhEXQ1CnrmrlBA_h1XaknLikQohX-UfmELk8/s763/vitrais-g%25C3%25B3ticos.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="487" data-original-width="763" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdw84a_Ptq1TkKpYeDYqK8fxJqEzd5YJKrk2pxMYVZqm7pA8I-fKSwGVVLkjLvredEbrDLJlPROpgpvNvOlitvFDb0rfEjAFIL90gKVJAAdhEXQ1CnrmrlBA_h1XaknLikQohX-UfmELk8/s320/vitrais-g%25C3%25B3ticos.jpg" width="320" /></a></div><font color="#f4cccc"><br /></font></div><div><font color="#f4cccc"><br /></font></div><div><font color="#f4cccc"><br /></font><div><br /></div><div><font color="#cfe2f3">Mobiliário Gótico</font></div><div><font color="#cfe2f3"><br /></font></div><div><font color="#f4cccc">Na produção de móveis, surge a junta por encaixes e entalhes e modifica-se a esttrutura do móvel. O uso da cola permite o encaixe das juntas lisas ocasionando a invenção do grampo de carpinteiro com chave. Os móveis eram ainda executados em madeira maçiça e reproduziram com exatidão as linhas da arquitetura gótica, tomando como tema o cruzar das ogivas. </font></div><div><font color="#f4cccc">Surgiram os buffets e aparadores, destinados a exibir objetos de valor principalmente nas catedreais. Ainda, neste periódo, foram criadas as cadeiras de coro, cujos braços eram prolongados para sustentar um dossel. As camas góticas também eram compostas por dosseis feitos de tapaceria.</font></div><div><font color="#f4cccc"><br /></font></div><div><font color="#f4cccc"><br /></font></div><div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><br /></div> </div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJ2ZjBzOvck-ylGnoNW__ofSe7hZ95H_K5b_uaHW7VVbxQsYSppfhqKwL1yenZPsNuGRu6kBVHyiE3xWkZTETybJH6mzqInNMpI5PnCs88XnH_utReUesLdflrPUhHpU03HHFBCo3i55Py/s246/bau+gotico.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="205" data-original-width="246" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJ2ZjBzOvck-ylGnoNW__ofSe7hZ95H_K5b_uaHW7VVbxQsYSppfhqKwL1yenZPsNuGRu6kBVHyiE3xWkZTETybJH6mzqInNMpI5PnCs88XnH_utReUesLdflrPUhHpU03HHFBCo3i55Py/s0/bau+gotico.jpg" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-tlnJ6FOKVDmkOB9Go3moqAR-20cwRNNUrOMo7_jsPlIryw80xZDyj9t9YWC6Pj-KM-HC5fTTVJ-u1ZkAJ2Z796Z0Xp1AgIjHS7rVc0SEAXTmYGj4byPjfHTA2PL5z85O7-LzDv0zmu5-/s480/Estilo-g%25C3%25B3tico.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="462" height="256" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-tlnJ6FOKVDmkOB9Go3moqAR-20cwRNNUrOMo7_jsPlIryw80xZDyj9t9YWC6Pj-KM-HC5fTTVJ-u1ZkAJ2Z796Z0Xp1AgIjHS7rVc0SEAXTmYGj4byPjfHTA2PL5z85O7-LzDv0zmu5-/w246-h256/Estilo-g%25C3%25B3tico.png" width="246" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1z5MkswKng5AfK9cmho0xLvzUfHm6naeP6vemMw0Jy-UP95_RdUrm88wynQytpqO1OPjNPea9u_OePf20rZ-6LSEYZV0MjDIqbWWS1T3t8eZUMQyJ5Z7KiK2Ce0JRz9DBg30gwF93ooZD/s499/xca.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="499" data-original-width="436" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1z5MkswKng5AfK9cmho0xLvzUfHm6naeP6vemMw0Jy-UP95_RdUrm88wynQytpqO1OPjNPea9u_OePf20rZ-6LSEYZV0MjDIqbWWS1T3t8eZUMQyJ5Z7KiK2Ce0JRz9DBg30gwF93ooZD/s320/xca.jpg" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><b><font color="#9fc5e8">Decoração estilo gótico</font></b></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieEeptDBWwpEImgVf0vSt6SwZvYhKTFnW1vbVxLmcxRKFwxQ5lpA7K7laA-YFdk8AflXlA326MJxUvtb-ykbW6ad2O3KMZVUZ7NdJ33cCeFCn13xeCtsR9wYgWhIc70HWfqSBi2Pn01no_/s760/_preEstilo-g%25C3%25B3tico-na-sala-de-estar.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="507" data-original-width="760" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieEeptDBWwpEImgVf0vSt6SwZvYhKTFnW1vbVxLmcxRKFwxQ5lpA7K7laA-YFdk8AflXlA326MJxUvtb-ykbW6ad2O3KMZVUZ7NdJ33cCeFCn13xeCtsR9wYgWhIc70HWfqSBi2Pn01no_/s320/_preEstilo-g%25C3%25B3tico-na-sala-de-estar.jpg" width="320" /></a></div><font color="#f4cccc"><br /></font></div><div><br /></div></div>Alcilene Rodrigues http://www.blogger.com/profile/17414530444203883851noreply@blogger.com0tag:blogger.com,1999:blog-6729285355160398173.post-58835987995434554742020-06-13T12:53:00.000-03:002020-06-13T15:50:08.675-03:00Capitalismo Comercial...............profª Alcilene Rodrigues<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="color: red;"><b>O Capitalismo Comercial</b></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8pGct8HDhmK_u1mRAHQmpnXUoKC5S_SA_IIYj9Jg6HqY9FVvEr5zpeNkTaLlcatDalDlolTqAkTTt4kajhdHhFJ8SZcBsEMHNy7-5vv0wzkbXUPoFotDjsQldWMvLimNBK_-pyucYlV4U/s1600/capi.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="162" data-original-width="312" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8pGct8HDhmK_u1mRAHQmpnXUoKC5S_SA_IIYj9Jg6HqY9FVvEr5zpeNkTaLlcatDalDlolTqAkTTt4kajhdHhFJ8SZcBsEMHNy7-5vv0wzkbXUPoFotDjsQldWMvLimNBK_-pyucYlV4U/s1600/capi.jpg" /></a></div>
<br />
<div style="text-align: justify;">
<span style="color: #8e7cc3;"><b>Foram 4 movimentos históricos que marcaram o incio da Idade Moderna -seculo XV-XVIII: no plano cultural: o Renascimento, no religioso, a Reforma Protestante, no politico, o Absolutismo e no econômico : O Capitalismo Comercial.</b></span></div>
<div style="text-align: justify;">
<span style="color: #8e7cc3;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #a2c4c9;"><span style="text-align: left;"><b>Características</b></span><b> do Capitalismo Comercial:</b></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ0RU0a0XTIhUwbcIqiicOD4fJ-pyl9fRzOfvLARk7UnJdfEsSfjLDmWZbblkY4ENUrcg2VRymNI27oi_6NvQEysD60l1US5fdYkHlHD6kBmW5Lw6Idf97naHOggY29LFHJSN954C2RGB4/s1600/capitalismo+comercial.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="186" data-original-width="271" height="217" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ0RU0a0XTIhUwbcIqiicOD4fJ-pyl9fRzOfvLARk7UnJdfEsSfjLDmWZbblkY4ENUrcg2VRymNI27oi_6NvQEysD60l1US5fdYkHlHD6kBmW5Lw6Idf97naHOggY29LFHJSN954C2RGB4/s320/capitalismo+comercial.jpg" width="320" /></a></div>
<div style="text-align: justify;">
<span style="color: #8e7cc3;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #8e7cc3;"><b> O surgimento do capitalismo comercial esta fundamentado tanto no progresso econômico do século XI-XIII quanto na crise dos séculos XIV-XV. O primeiro fator contribuiu para a formação da burguesia, o desenvolvimento da vida urbana, o incremento da produtividade </b></span><span style="text-align: left;"><span style="color: #8e7cc3;"><b>agrícola e artesanal, a intensificação do comercio e o despontar de um sistema financeiro. O segundo fator, a crise de fins da Idade Média, desorganizou de tal maneira a sociedade européia, que tornou necessária a intervenção do Estado, recém-nascido, para superar as dificuldades. </b></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="color: #8e7cc3;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1tQi8nNWEdJLXRLIC4L5TpzyNJwriFj3ZmrB5iv0rIvwnhUQdPejxSi2lwk7RHBd7PA978MLvH0eEZ3nurFe6RQ_SaQeOBWsVmRmsr_CDD7Sgcpkkqd8sbk5Fs7OhJ3Ym4Q1NTE_px-KJ/s1600/Trabalho+artesanato.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="326" data-original-width="516" height="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1tQi8nNWEdJLXRLIC4L5TpzyNJwriFj3ZmrB5iv0rIvwnhUQdPejxSi2lwk7RHBd7PA978MLvH0eEZ3nurFe6RQ_SaQeOBWsVmRmsr_CDD7Sgcpkkqd8sbk5Fs7OhJ3Ym4Q1NTE_px-KJ/s320/Trabalho+artesanato.jpg" width="320" /></a></b></span></div>
<br />
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #8e7cc3;"><b>Assim como os séculos XI-XIII representarem a gestação do sistema, a crise de fins da Idade Média anunciara as dores do parto: no século XV nasceu o capitalismo.</b></span></span></div>
<div style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNIDNovj5X8DpXNEriOQeglyydoRkB6eYziiYj7A9CeRCuct1vzakxo6SI-G5SIFQeQ1OkmRn4bioWFR5lYmmSAUpKJfNfb_zlaqQApFCN_IaKWJfJxiew8lPB0ekE0n9AKLyjU-TMgxbK/s1600/capitalismo-comercial-comercio.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="200" data-original-width="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNIDNovj5X8DpXNEriOQeglyydoRkB6eYziiYj7A9CeRCuct1vzakxo6SI-G5SIFQeQ1OkmRn4bioWFR5lYmmSAUpKJfNfb_zlaqQApFCN_IaKWJfJxiew8lPB0ekE0n9AKLyjU-TMgxbK/s1600/capitalismo-comercial-comercio.jpg" /></a><span style="text-align: left;"><span style="color: #8e7cc3;"><b> Num sentindo genérico, ele pode ser definido como um sistema econômico baseado na propriedade privada dos meios de produção (terras, máquinas, mercadorias, moeda, etc), os quais são utilizados de maneira a se reproduzirem continuamente (lucro). Os indivíduos desprovidos de capital integram-se no sistema colocando à venda o único bem que possuem, sua força de trabalho, vista como uma mercadoria e, portanto, tendo valor variável, conforme sua oferta e procura. Com recursos assim obtidos, o individuo consome várias outras mercadorias, possibilitando o lucro da classe capitalista que, para manter seus negócios, continua consumindo a mercadoria-trabalho. Perpetua-se assim o sistema.</b></span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #8e7cc3;"><b> Na história do capitalismo, a importância relativa dos setores econômicos varia, havendo em cada fase uma atividade central, responsável por gerar lucros em maior quantidade, tal situação permite a acumulação de capitais e, consequentemente, a expansão do sistema. Nos séculos XV-XVIII, a atividade central foi a mercantil, daí falarmos em capitalismo comercial.</b></span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #8e7cc3;"><b><br /></b></span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><b><span style="color: #ea9999;">A expansão ultramarina</span></b></span></div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="color: #8e7cc3;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcNyNjzhua_L3oXK1Wdj35lPeWrBGxTMcgu3F1h_eLI1wC1bWYr2YKXAU1v1sbsLwsVD2vGsn4S1qiyEbjRXlopnv_g4_gcgFDRMgsOA56fBYZf0GKUbbrdjWkJ6gSnCu502EB1F1JlB7X/s1600/exp.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="793" data-original-width="1058" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcNyNjzhua_L3oXK1Wdj35lPeWrBGxTMcgu3F1h_eLI1wC1bWYr2YKXAU1v1sbsLwsVD2vGsn4S1qiyEbjRXlopnv_g4_gcgFDRMgsOA56fBYZf0GKUbbrdjWkJ6gSnCu502EB1F1JlB7X/s320/exp.jpg" width="320" /></a></b></span></div>
<br />
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #8e7cc3;"><b>A expansão ultramarina européia representou uma forma de se superar a depressão econômica dos seculos XIV-XV, através, fundamentalmente, da busca de trigo e ouro. As técnicas de navegação, existentes desde o século XII, estavam sendo aperfeiçoadas, tornando mais simples a expansão. Na realidade, pode-se afirmar que a depressão gerou a necessidade de expansão.</b></span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #8e7cc3;"><b><br /></b></span></span></div>
<div style="text-align: justify;">
<b><span style="color: #cc0000;">Exercicios:</span></b></div>
<div style="text-align: justify;">
<b><span style="color: #a2c4c9;">1- </span><span style="color: #76a5af;">De que maneira o capitalismo comercial se articulava com os demais movimentos caracterizadores da Modernidade?</span></b></div>
<div style="text-align: justify;">
<span style="color: #76a5af;"><b>2- A expansão marítima nos séculos XV-XVI teve consequência </b></span><span style="text-align: left;"><span style="color: #76a5af;"><b>econômica:</b></span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #76a5af;"><b>a) a queda dos recursos metálicos e limitação das atividades financeiras</b></span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #76a5af;"><b>b) o afluxo de metais nobres e alta dos preços.</b></span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #76a5af;"><b>c) a restrição ao crédito no sistema </b></span></span><span style="text-align: left;"><span style="color: #76a5af;"><b>bancário</b></span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #76a5af;"><b>d) a expansão das corporações para a exploração da mineração</b></span></span></div>
</div>
Alcilene Rodrigues http://www.blogger.com/profile/17414530444203883851noreply@blogger.com0tag:blogger.com,1999:blog-6729285355160398173.post-80739803170475904872020-05-05T12:36:00.002-03:002020-05-05T12:45:12.857-03:00A Abertura dos Portos e a Administração de Dom João....prof.ª Alcilene Rodrigues<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="color: #f9cb9c;"><b>Aula de historia do Brasil.</b></span><br />
<span style="color: #f9cb9c;"><b><br /></b></span>
<span style="color: #6aa84f;">A vinda da Família real ao Brasil Colonia.</span><br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjvJdbKV6Wn8XlsTC_WLgVSVWjUiFyvdoCBrDxZelYkXVJ0FGZh_b8yEHAQdyLnoVuw2YNViHTSnikhP5O5jN_oQhgHSvn1rsCG1FvC-zC8YLWFzkqU3dud9QqUmiBNOw4RYFjbj7T_wXm/s1600/a+familia+real.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="168" data-original-width="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjvJdbKV6Wn8XlsTC_WLgVSVWjUiFyvdoCBrDxZelYkXVJ0FGZh_b8yEHAQdyLnoVuw2YNViHTSnikhP5O5jN_oQhgHSvn1rsCG1FvC-zC8YLWFzkqU3dud9QqUmiBNOw4RYFjbj7T_wXm/s1600/a+familia+real.jpg" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<span style="color: #6aa84f;"><br /></span>
<br />
<div style="text-align: justify;">
<span style="color: #76a5af;">Em 1806, Napoleão decretou o Bloqueio Continental, com a finalidade de vencer economicamente a Inglaterra. Segundo ele, os países da Europa ficavam proibidos de comerciar com os navios britânicos. </span><br />
<div class="separator" style="clear: both; text-align: center;">
<span style="color: #76a5af;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2mb7ZgXdqEJyW-7EQHtuKaPlaqZ3fjv-AIC1J16pxMF15nUoTZ-BIv9BzFL-4whqvLvCWugupaDf0P02B0GXrDdQgW2fd-k8cA5qK5N540L821UQiNtoRACXCB4QZFyHGUzggjvo6bBz3/s1600/afimages.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="244" data-original-width="206" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2mb7ZgXdqEJyW-7EQHtuKaPlaqZ3fjv-AIC1J16pxMF15nUoTZ-BIv9BzFL-4whqvLvCWugupaDf0P02B0GXrDdQgW2fd-k8cA5qK5N540L821UQiNtoRACXCB4QZFyHGUzggjvo6bBz3/s1600/afimages.jpg" /></a></span></div>
</div>
<div style="text-align: justify;">
<span style="color: #76a5af;">A situação do príncipe regente de Portugal era bastante difícil. Os portugueses eram aliados dos ingleses e seu comercio era quase que exclusivamente feito com eles. Não era possível aceitar o Bloqueio Continental.</span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #76a5af;">Inicialmente,</span></span><span style="color: #76a5af;"> Portugal tentou manter-se neutro. Porém, em 1807, após a assinatura do Tratado de Fontainebleau, a Espanha permitia a Napoleão atravessar suas terras, a ameaça de invasão francesa a Portugal era clara.</span></div>
<div style="text-align: justify;">
<span style="color: #76a5af;">Não restava outra alternativa senão aceitar os conselhos ingleses a transferir a Família Real para o Brasil.</span><br />
<div class="separator" style="clear: both; text-align: center;">
<span style="color: #76a5af;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi3KQgmE7_IWhb9GhT2wBsKED8VclhjrpCi00N_EYRfxrnPfHBkE3eg7ko_YDznRUMSzoa2Ze3KkRiYn8Jsck8LCgeWIBfLo9m69-5a0O8ByCKmHfgX8BuLQvJWRHrNP1X6_J-RZfhHIdP/s1600/afei.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="191" data-original-width="263" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi3KQgmE7_IWhb9GhT2wBsKED8VclhjrpCi00N_EYRfxrnPfHBkE3eg7ko_YDznRUMSzoa2Ze3KkRiYn8Jsck8LCgeWIBfLo9m69-5a0O8ByCKmHfgX8BuLQvJWRHrNP1X6_J-RZfhHIdP/s1600/afei.jpg" /></a></span></div>
</div>
<div style="text-align: justify;">
<span style="color: #76a5af;">Um dia após a partida de Dom João, os exércitos napoleônicos chegaram a Lisboa.</span></div>
<div style="text-align: justify;">
<span style="color: #76a5af;">Como sabemos, a transferência da sede do governo português para o Brasil criou aqui as condições para a futura libertação politica de nossa terra.</span></div>
<div style="text-align: justify;">
<span style="color: #76a5af;">Enquanto uma parte da comitiva real aportou no Rio de janeiro, Dom João desembarcou em Salvador, em janeiro de 1808, pois a frota havia dividido, em consequência de uma tempestade.</span></div>
<div style="text-align: justify;">
<span style="color: #76a5af;"><br /></span></div>
<div style="text-align: justify;">
<span style="color: #8e7cc3;">A abertura dos protos e a administração de Dom João</span></div>
<div style="text-align: justify;">
<span style="color: #76a5af;"><br /></span></div>
<div style="text-align: justify;">
<span style="color: #76a5af;">A primeira dificuldade enfrentada pela Família Real foi a consequência do Pacto Colonial.</span></div>
<div style="text-align: justify;">
<span style="color: #76a5af;">Como sabemos, o comercio era monopólio da M</span><span style="text-align: left;"><span style="color: #76a5af;">etrópole. Na medida que os portos portugueses estavam fechados, devido a invasão napoleônica, era necessário mudar a legislação em vigor,para que a importação de produtos europeus fosse possível.</span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #76a5af;">Em 28 de janeiro de 1808, Dom João, por inspiração de Jose da Silva Lisboa, futuro Visconde de Cairu, decretou a Abertura dos Portos às Nações Amigas. por esse ato, os navios de nações amigas poderiam comerciar livremente com o Brasil.</span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #76a5af;">Evidentemente, a Inglaterra foi a nação mais beneficiada por esse decreto, pois era o país que possuía a maior frota naval naquela época.</span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #76a5af;">Nesse mesmo ano, a 1º de abril, o </span></span><span style="text-align: left;"><span style="color: #76a5af;">príncipe regente assinou um alvará que permitia o estabelecimento de fabricas e manufaturas no Brasil, revogando, assim, as restrições anteriormente estabelecidas.</span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #76a5af;"><br /></span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #e06666;"><b>Tratados de 1810.</b></span></span></div>
<div style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLvJy5HO2-P3CWESuhOqIpXGNzhNwdvX5NVlKoDu5v8Fa49yQwCZdN6vLQ6yVpigWo5ffb2n4xemSgpzTOapXku0KB9J6zoA2A7ErSzb__RTfiVY3W5_JY7aMP4a6w3O4-0df_LJsKsfHR/s1600/af.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="285" data-original-width="177" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLvJy5HO2-P3CWESuhOqIpXGNzhNwdvX5NVlKoDu5v8Fa49yQwCZdN6vLQ6yVpigWo5ffb2n4xemSgpzTOapXku0KB9J6zoA2A7ErSzb__RTfiVY3W5_JY7aMP4a6w3O4-0df_LJsKsfHR/s1600/af.jpg" /></a><span style="text-align: left;"><span style="color: #76a5af;">O alvará de liberdade industrial não trouxe os benefícios que se poderia esperar, pois, em 1810, a Inglaterra exigiu o "pagamento" pelos serviços prestados a Portugal quando da vinda da Família Real.</span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #76a5af;">Nesse ano, Dom João assinou com os britânicos dois tratados muito importantes: o Tratado de Aliança e Amizade e o Tratado de Comercio e Navegação.</span></span><br />
<span style="text-align: left;"><span style="color: #76a5af;">Enquanto o primeiro versava sobre a redução gradual do comercio de escravos no Brasil, o segundo instituía novas tarifas alfandegarias. Por ele, os ingleses passaram ater privilégios nas importações brasileiras, pois os impostos aduaneiros ficaram assim divididos:</span></span><br />
<span style="text-align: left;"><span style="color: #76a5af;"><br /></span></span>
<span style="text-align: left;"><span style="color: #76a5af;">a)produtos ingleses: 15% </span></span><br />
<span style="text-align: left;"><span style="color: #76a5af;">b) produtos portugueses: 16%</span></span><br />
<span style="text-align: left;"><span style="color: #76a5af;">c) produtos dos demais países: 24%</span></span><br />
<span style="text-align: left;"><span style="color: #76a5af;"><br /></span></span>
<span style="text-align: left;"><span style="color: #76a5af;">Obviamente, como os produtos ingleses eram melhores e se tornavam agora mais baratos, os brasileiros passaram a consumir quase que exclusivamente os produtos britânicos, abafando, assim, a possibilidade de nascimento da industria nacional.</span></span><br />
<span style="text-align: left;"><span style="color: #76a5af;"><br /></span></span>
<span style="text-align: left;"><span style="color: #c27ba0;"><b>Realizações Administrativas</b></span></span><br />
<span style="text-align: left;"><span style="color: #76a5af;"><br /></span></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4s-5WgZWybvd4uK0jNFNutaDjO2zb-Q7KaSiTsOrb2roKrLU4L5IjeEses_E1-7VXpYQkbOmiHN_E02TQCndeiyhm5sPzHOvegZoTneOSegqkBtaO5vgkJvnpekzP0CsDmcPRU4shhJSl/s1600/afim.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="216" data-original-width="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4s-5WgZWybvd4uK0jNFNutaDjO2zb-Q7KaSiTsOrb2roKrLU4L5IjeEses_E1-7VXpYQkbOmiHN_E02TQCndeiyhm5sPzHOvegZoTneOSegqkBtaO5vgkJvnpekzP0CsDmcPRU4shhJSl/s1600/afim.jpg" /></a></div>
<span style="text-align: left;"><span style="color: #76a5af;">Como o Brasil passou a sede de todo o império português, Dom João, com a finalidade de adaptá-lo ás suas novas funções, criou várias instituições que concorreram para o progresso do país, nos variados níveis. Suas principais realizações foram:</span></span><br />
<span style="text-align: left;"><span style="color: #76a5af;"><br /></span></span>
<span style="text-align: left;"><span style="color: #76a5af;">1) instituição de ensino superior (curso medico) em Salvador</span></span><br />
<span style="text-align: left;"><span style="color: #76a5af;">2) criação do Real Arquivo Militar</span></span><br />
<span style="text-align: left;"><span style="color: #76a5af;">3)regulamentação da Imprensa Régia</span></span><br />
<span style="text-align: left;"><span style="color: #76a5af;">4) fundação do Arsenal da Marinha</span></span><br />
<span style="text-align: left;"><span style="color: #76a5af;">5) criação do Banco do Brasil</span></span><br />
<span style="text-align: left;"><span style="color: #76a5af;">6) instituição da Casa da Moeda</span></span><br />
<span style="text-align: left;"><span style="color: #76a5af;">7) instalação da Escola Anatômica Cirúrgica Médica do Rio de Janeiro</span></span><br />
<span style="text-align: left;"><span style="color: #76a5af;">8) criação de uma fábrica de pólvora</span></span><br />
<span style="text-align: left;"><span style="color: #76a5af;">9) inauguração do Horto Real, que deu origem ao atual Jardim Botânico</span></span><br />
<span style="text-align: left;"><span style="color: #76a5af;">10) instalação do Museu e Bibliotecal Real</span></span><br />
<span style="text-align: left;"><span style="color: #76a5af;"><br /></span></span>
<span style="text-align: left;"><span style="color: #76a5af;">Paralelamente a essas medidas, sem duvidas muito benéficas para o Brasil, houve alguns aspectos prejudiciais. dentre eles, podemos citar a criação de cargos inúteis, com a finalidade de empregar fidalgos portugueses, onerando, assim, o tesouro público. </span></span><br />
<span style="text-align: left;"><span style="color: #76a5af;"><br /></span></span>
<span style="text-align: left;"><span style="color: #e06666;"><b>Proibido Esquecer:</b></span></span><br />
<br />
<ul>
<li><span style="text-align: left;"><span style="color: #76a5af;">Napoleão decretou o Bloqueio Continental contra a Inglaterra</span></span></li>
<li><span style="text-align: left;"><span style="color: #76a5af;">1808- Vinda da Família Real Portuguesa. O Brasil passou a sede da Monarquia Portuguesa</span></span></li>
<li><span style="text-align: left;"><span style="color: #76a5af;">1808- A Abertura dos Portos às Nações Amigas por influencia do Visconde de Cairu.</span></span></li>
<li><span style="text-align: left;"><span style="color: #76a5af;">As tarifas alfandegárias foram regulamentadas pelo Tratado de Comercio e Navegação.</span></span></li>
</ul>
<div style="text-align: left;">
<span style="text-align: justify;"><span style="color: #c27ba0;"><b>Questionário</b></span></span><b><span style="color: #c27ba0;">:</span></b></div>
<div style="text-align: left;">
<span style="color: #93c47d;">1- Quais as causas da vinda da Família Real para o Brasil?</span></div>
<div style="text-align: left;">
<span style="color: #93c47d;">2- Qual a importância da Abertura dos Portos às Nações Amigas para a Independência do Brasil? </span></div>
<div style="text-align: left;">
<span style="color: #93c47d;">3- O que dispunha o Tratado de 1810 sobre as taxas alfandegárias?</span></div>
<div style="text-align: left;">
<span style="color: #93c47d;">4-Quais as principais realizações administrativas de Dom João?</span></div>
<br />
<span style="text-align: left;"><span style="color: #93c47d;"><br /></span></span>
<span style="text-align: left;"><span style="color: #93c47d;"><br /></span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #93c47d;"><br /></span></span></div>
<div style="text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAwL3TrQbwvIrQEXK4LKY4BFkV4xXkxr4LgmorbI1xvHFFXtYEorhO6qO4kiDVxKUVDg35EvEw3wOuHWq_p5g5ZINupIrqkKDISCDuNCBnXmSujnPjliKahOXB4ZkkPZfuBsxi_T1A9gE1/s1600/ofi.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="225" data-original-width="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAwL3TrQbwvIrQEXK4LKY4BFkV4xXkxr4LgmorbI1xvHFFXtYEorhO6qO4kiDVxKUVDg35EvEw3wOuHWq_p5g5ZINupIrqkKDISCDuNCBnXmSujnPjliKahOXB4ZkkPZfuBsxi_T1A9gE1/s1600/ofi.jpg" /></a></div>
<span style="color: #76a5af;"><br /></span></div>
</div>
Alcilene Rodrigues http://www.blogger.com/profile/17414530444203883851noreply@blogger.com0tag:blogger.com,1999:blog-6729285355160398173.post-61867469949441827712020-04-02T20:03:00.000-03:002020-05-05T12:43:53.232-03:00 O batismo...................profª Alcilene Rodrigues<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="text-align: justify;">
<span style="color: #6fa8dc;"><b><br /></b></span></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfHxIiXdYuT2UIXOu7EsVcwRG1f7ZcpawSwYXtxnysPV7LvKLncNmfbXtaJwF55mBHRfbc1M04ctFocTWW_emgw9Wmk11QNUhDOSz2VPpHEVdrphBHn3-acq5QtlsWniaguESkC1OBk0cC/s1600/aba.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="254" data-original-width="199" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfHxIiXdYuT2UIXOu7EsVcwRG1f7ZcpawSwYXtxnysPV7LvKLncNmfbXtaJwF55mBHRfbc1M04ctFocTWW_emgw9Wmk11QNUhDOSz2VPpHEVdrphBHn3-acq5QtlsWniaguESkC1OBk0cC/s1600/aba.jpg" /></a></div>
<span style="color: #6fa8dc;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #6fa8dc;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #6fa8dc;"><b>Pelo Batismo você:</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b> Entrou na comunidade cristã. </b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b> Tornou-se filho de Deus e herdeiro do céu.</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b> Começou a fazer parte do novo Povo de Deus.</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b> Torno-se irmão de todos os batizados.</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH13mBp94wdKiXKTcEfahfQYmUWq1sPraU8IA403l5edBKNrFPX-i_570hAAZJ5-eTAAjNjmOd6QziSJRTp-lRWBllLzHF5wGyFt03bABvNeQjLljXYiZT2GE2Blr-2MEy1BlrKBLPm6cX/s1600/bat3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="194" data-original-width="259" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH13mBp94wdKiXKTcEfahfQYmUWq1sPraU8IA403l5edBKNrFPX-i_570hAAZJ5-eTAAjNjmOd6QziSJRTp-lRWBllLzHF5wGyFt03bABvNeQjLljXYiZT2GE2Blr-2MEy1BlrKBLPm6cX/s1600/bat3.jpg" /></a></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>Como é a que a gente é batizado?</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>O padre derrama água sobre a cabeça da criança dizendo:</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>- Fulano de tal eu te batizo em nome do Pai, do Filho e do Espirito Santo.</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>Só o padre pode batizar?</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b> Geralmente é o padre, mas em caso de necessidade qualquer cristão pode batizar validamente.</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>O que é preciso para ser batizado?</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>Se a pessoa for adulta precisa ter fé e vontade de sempre seguir os ensinamentos de Cristo. Se for criança é preciso que os pais, os padrinhos vivam na fé e se comprometam a educar esta criança na fé.</b></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_pg-qv11BUuj4GbI0x-TBCIIh2rftIQkmxEfofPyPEGl1anAjFCyOMEw7t9xgXW7-NLDfG-Dl0kYdW8obMZx8QidEBxbL-Ypnt1jWehhrbsmvj4WCWelrHVvsNfiNd_SaXvm-TQsIob3L/s1600/bat4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="259" data-original-width="194" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_pg-qv11BUuj4GbI0x-TBCIIh2rftIQkmxEfofPyPEGl1anAjFCyOMEw7t9xgXW7-NLDfG-Dl0kYdW8obMZx8QidEBxbL-Ypnt1jWehhrbsmvj4WCWelrHVvsNfiNd_SaXvm-TQsIob3L/s1600/bat4.jpg" /></a></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>O que é mais importante no batismo?</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>É a fé e o desejo de viver esta fé. Fazendo o bem e evitando o mal.</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>Basta a gente ser batizado para se salva?</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>Não, é necessário instruir-se na religião, procurar acertar sempre, corrigir os erros, viver o amor e aumentar a fé.</b></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMnqAlAAjGalAl1brNpbvC-1GuptNXrQTaOWhhs67vhn3D9E0jWFWsWmNQjYHbOWfsFi5bGRSWwDi2ReS5nP7hgx3ijebOmvGDRXvzoOCqcxY8rVDrNO2Kt3tipebSg73W2c_ucA2ss-gP/s1600/bat2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="1000" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMnqAlAAjGalAl1brNpbvC-1GuptNXrQTaOWhhs67vhn3D9E0jWFWsWmNQjYHbOWfsFi5bGRSWwDi2ReS5nP7hgx3ijebOmvGDRXvzoOCqcxY8rVDrNO2Kt3tipebSg73W2c_ucA2ss-gP/s320/bat2.png" width="320" /></a></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>Exercícios:</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>1- Em que dia você foi batizado?.........................................................</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>2- Quem foram seus padrinhos?..........................................................</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>3- Qual o nome do padre ou representante cristão que o batizou?.............................................</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>4- Em que igreja recebeu o sacramento do batismo?.....................................................</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>5- Você acha importante ser batizado? Porque?.............................................................</b></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcNozqaWTVMAI7e-N-nGLBr8G45S6Drsql_Q_X5q5C17t2-mPW9R18mHrpLh2Yl54FhhyphenhyphenxtA0O2PLS64kxNn5SHRYJpF5LELwKacmi5O6o4OwvHWWLB-aEZBAskGbh8VRj-tAUoSmevQH5/s1600/bat8.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="262" data-original-width="343" height="244" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcNozqaWTVMAI7e-N-nGLBr8G45S6Drsql_Q_X5q5C17t2-mPW9R18mHrpLh2Yl54FhhyphenhyphenxtA0O2PLS64kxNn5SHRYJpF5LELwKacmi5O6o4OwvHWWLB-aEZBAskGbh8VRj-tAUoSmevQH5/s320/bat8.jpg" width="320" /></a></div>
<br />
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #c27ba0;"><b>Ler Mt 3, 13-17 e Jo 3, 1-5 na Bíblia Sagrada.</b></span></div>
<div style="text-align: justify;">
<span style="color: #c27ba0;"><b>Com auxilio do professor, responda agora estas perguntas:</b></span></div>
<div style="text-align: justify;">
<span style="color: #c27ba0;"><b>1- Quem batizou Jesus?..........................................................</b></span></div>
<div style="text-align: justify;">
<span style="color: #c27ba0;"><b>2- Onde jesus foi batizado?....................................................</b></span></div>
<div style="text-align: justify;">
<span style="color: #c27ba0;"><b>3- Em Mt 28-19, Jesus fez um pedido muito importante. Que pedido é este?....................</b></span></div>
<div style="text-align: justify;">
<span style="color: #c27ba0;"><b>................................................................................................</b></span></div>
<div style="text-align: justify;">
<span style="color: #c27ba0;"><b>4- O que Jesus pediu em Mt 28-20? Copie a primeira parte deste </b></span><span style="color: #c27ba0;"><b>versículo :....................</b></span></div>
<div style="text-align: justify;">
<span style="color: #c27ba0;"><b>................................................................................................</b></span></div>
<div style="text-align: justify;">
<span style="color: #c27ba0;"><b>5- Na sua opinião, por que tantos batizados não vivem o seu batismo?.............................</b></span></div>
<div style="text-align: justify;">
<span style="color: #c27ba0;"><b>.................................................................................................</b></span></div>
<div style="text-align: justify;">
<span style="color: #c27ba0;"><b>6- Na sua casa se fala, de vez em quando, sobre o valor do batismo?.................................</b></span></div>
<div style="text-align: justify;">
<span style="color: #c27ba0;"><b>................................................................................................</b></span></div>
<div style="text-align: justify;">
<span style="color: #c27ba0;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #c27ba0;"><b>Se você quiser saber mais alguma coisa sobre o sacramento do batismo, faça perguntas ao professor ou aos pais se forem cristãos. Caso contrário não pergunte nada.</b></span></div>
<div style="text-align: justify;">
<span style="color: #c27ba0;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #c27ba0;"><b>este espaço esta a sua disposição para agradecer a Jesus, aos pais e padrinhos pelo batismo que recebeu por meio deles:.............................................................................................................</b></span></div>
<div style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJwk2ObZlSaenRey6B0RtRSW0eCFYLTBoAIf2Gq_tHWnQC7tF0X4uqKglZU3Atyv7X1FF1MwExgRxl5uLuWkmVnTk4xrDAxL2nBK1DDAoQlpL2rF49Tak-VOT-bCES594mZ0ZUHSmZha6E/s1600/bat9.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="314" data-original-width="237" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJwk2ObZlSaenRey6B0RtRSW0eCFYLTBoAIf2Gq_tHWnQC7tF0X4uqKglZU3Atyv7X1FF1MwExgRxl5uLuWkmVnTk4xrDAxL2nBK1DDAoQlpL2rF49Tak-VOT-bCES594mZ0ZUHSmZha6E/s1600/bat9.jpg" /></a><span style="color: #c27ba0;"><b>....................................................................................................................................................</b></span></div>
<div style="text-align: justify;">
<span style="color: #c27ba0;"><b>....................................................................................................................................................</b></span></div>
<div style="text-align: justify;">
<span style="color: #c27ba0;"><b><br /></b></span></div>
<div style="text-align: justify;">
<b><span style="color: #93c47d;">Tarefa: participar, com o professor ou pais cristãos da cerimonia do batismo na igreja de sua comunidade. Quem for maior de idade pode ir sozinho será bem vindo.</span></b></div>
<div style="text-align: justify;">
<b><span style="color: #93c47d;"><br /></span></b></div>
<div style="text-align: justify;">
<span style="color: #c27ba0;"><b><br /></b></span></div>
<div style="text-align: justify;">
<b><span style="color: #f6b26b;">Recordando o meu batismo:</span></b></div>
<div style="text-align: justify;">
<b><span style="color: #6fa8dc;">Eu quero hoje, agradecer aos que tudo fizeram por mim e que me ajudam ainda. Quero lembrar aquelas pessoas que acreditaram em mim.</span></b></div>
<div style="text-align: justify;">
<b><span style="color: #6fa8dc;">Meus pais me esperavam com alegria. Um dia a esperança deles se tornou realidade: foi no dia que eu nasci. A alegria deles foi intensa, mas o trabalho deles também aumentou. Eles gostavam de mim. Por isso o serviço não era pesado.</span></b></div>
<div style="text-align: justify;">
<b><span style="color: #6fa8dc;">Assim chegou o dia em que meus pais, acompanhados dos meus padrinhos, me levaram à igreja. Na presença de Deus juraram que fariam tudo para que eu fosse feliz na vida.</span></b></div>
<div style="text-align: justify;">
<b><span style="color: #6fa8dc;">Foi o dia do meu batismo, na presença do sacerdote, o representante de Cristo. Eu fui batizada, porque meus pais e padrinhos tinham fé e estavam dispostos a me educar nesta fé.</span></b></div>
<div style="text-align: justify;">
<b><span style="color: #6fa8dc;">neste dia aconteceu algo muito importante: eu recebi uma missão: A missão de ser cristã.</span></b></div>
<div style="text-align: justify;">
<span style="color: #6fa8dc;"><b>Missão que me deu o direito de ser filha de Deus, merecedora do céu e participante da família de Deus, que é:</b></span></div>
<div style="text-align: left;">
<span style="color: #6fa8dc;"><b>A grande família de todos os batizados. Agora estou comprometida com essa </b></span><span style="text-align: left;"><span style="color: #6fa8dc;"><b>família. Esta família é a minha comunidade. Eu preciso trabalhar por ela e com alegria servir aos meus irmãos.</b></span></span></div>
<div style="text-align: left;">
<span style="text-align: left;"><span style="color: #6fa8dc;"><b>Ser cristã é atender ao pedido de Jesus: Ide a todas as nações, batizai-as em nome do Pai, do Filho e do Espirito Santo. </b></span></span></div>
<div style="text-align: left;">
<span style="text-align: left;"><span style="color: #6fa8dc;"><b>Eu preciso cuidar da minha vida e valorizar este belíssimo presente que recebi.</b></span></span></div>
<div style="text-align: left;">
<span style="text-align: left;"><span style="color: #6fa8dc;"><b>Obrigada Senhor: pelos meus pais, pelos meus padrinhos, pelo sacerdote que me batizou, pela minha comunidade. Eu vou aproveitar o meu batismo e vou tornar este mundo melhor. Amém.</b></span></span></div>
<div style="text-align: justify;">
<span style="color: #c27ba0;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #c27ba0;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #c27ba0;"><b><br /></b></span></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="text-align: justify;">
<span style="color: #c27ba0;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #c27ba0;"><b><br /></b></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0gEKsnfxffQqoO7Ol4Z_uzvBZVkUT4uBVsC0Yml67vBboV-tIXUkypHMZs5QWE_Zopdkz6Nyg8O4M4MId7-8V0ZZ6GvdZmrEufsSMrce-QYVF_h1woK9K_FzoyLdVBxtGjla08pTFVxbQ/s1600/bat7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="718" data-original-width="1275" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0gEKsnfxffQqoO7Ol4Z_uzvBZVkUT4uBVsC0Yml67vBboV-tIXUkypHMZs5QWE_Zopdkz6Nyg8O4M4MId7-8V0ZZ6GvdZmrEufsSMrce-QYVF_h1woK9K_FzoyLdVBxtGjla08pTFVxbQ/s320/bat7.jpg" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzn63PzvppSWB0Y1jSd2q8_mUWPvF1qWOTjO0MinumjUrxucNq7_fI2VYLcHcujp85yisx3W7-c7RFxBcM0_BCRGdE6cyJqQ1q0kygnpqHJs4_VoJF2TaoqXoOOMR8RccKJnhTCPeXeOz3/s1600/bat6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="280" data-original-width="496" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzn63PzvppSWB0Y1jSd2q8_mUWPvF1qWOTjO0MinumjUrxucNq7_fI2VYLcHcujp85yisx3W7-c7RFxBcM0_BCRGdE6cyJqQ1q0kygnpqHJs4_VoJF2TaoqXoOOMR8RccKJnhTCPeXeOz3/s320/bat6.jpg" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="text-align: justify;">
<span style="color: #c27ba0;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #c27ba0;"><b><br /></b></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicq1Nz3eLMAj6yvQjvi5B2VUUyiHXI9_UkswcJncwuO-5iWIHMdTeagOYUg9o9xahDOS8-UuIfsvPS8pctp3NTfcFSc7vGeiipgXeDnP2cgSx5_i8SiPlr8oBiNAtjOR22Q2Ld8ywiIRWy/s1600/13321891_1059171350831152_4441758676043748740_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="621" data-original-width="626" height="317" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicq1Nz3eLMAj6yvQjvi5B2VUUyiHXI9_UkswcJncwuO-5iWIHMdTeagOYUg9o9xahDOS8-UuIfsvPS8pctp3NTfcFSc7vGeiipgXeDnP2cgSx5_i8SiPlr8oBiNAtjOR22Q2Ld8ywiIRWy/s320/13321891_1059171350831152_4441758676043748740_n.jpg" width="320" /></a></div>
<br /></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div style="text-align: justify;">
<b><br /></b></div>
<div style="text-align: justify;">
<b><br /></b></div>
<div style="text-align: justify;">
<br /></div>
</div>
Alcilene Rodrigues http://www.blogger.com/profile/17414530444203883851noreply@blogger.com0tag:blogger.com,1999:blog-6729285355160398173.post-81664431286518624962020-03-17T18:23:00.002-03:002020-03-17T20:40:15.173-03:00Prevalência das doenças nutricionais na população.....profª Alcilene Rodrigues<div dir="ltr" style="text-align: left;" trbidi="on">
<b><span style="color: #b6d7a8;">Ciências.</span></b><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8v_6H9UMLkmuizsNbPolx0R3h54HxG-K_00Ge0VGKv2TCKrAI1jGccIMtgzuQhy5AgZjYH2U6AsNqnYX5mNhw-jCBMHX8MMdDUAICo_1hyphenhyphen4HJhlmqH_TNYrdkpqh3uvErodjpHtfWSBPR/s1600/images.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="168" data-original-width="299" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8v_6H9UMLkmuizsNbPolx0R3h54HxG-K_00Ge0VGKv2TCKrAI1jGccIMtgzuQhy5AgZjYH2U6AsNqnYX5mNhw-jCBMHX8MMdDUAICo_1hyphenhyphen4HJhlmqH_TNYrdkpqh3uvErodjpHtfWSBPR/s1600/images.jpg" /></a></div>
<br />
<div style="text-align: justify;">
<span style="color: #e06666;"><b>Prevalência é o número de casos clínicos ou o número de portadores de uma doença existente num determinado momento em uma comunidade. A prevalência reflete a incidência da doença num instante. A seguir faremos um estudo da prevalência de algumas doenças nutricionais na população.</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div style="text-align: justify;">
<b><span style="color: #c27ba0;">1- Anemia</span></b></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>A Anemia pode ser definida como diminuição do número de glóbulos vermelhos do sangue. Há vários tipos de anemia</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b> mas destacaremos aqui as carências, resultantes da deficiência isolada de várias substancias ou de combinações delas. Estas substancias são, entre outras o ferro, a vitamina b 12, o ácido fólico, a vitamina b 6 e as proteínas.</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>De grande importância são as anemias por deficiência de ferro (ferroprivas) que podem ser detectadas pela dosagem de hemoglobina ou ferro no sangue.</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>No Brasil, embora não existam estatísticas globais, sabe-se que é elevado o índice de anemias nutricionais principalmente na área rural e nos centros rurais de baixo padrão sócio-econômico.</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>Em inquérito nutricional brasileiro efetuado, casos examinados apresentavam baixo nível de hemoglobina, esses dados servem para dar ideia da prevalência de anemia em nosso meio.</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div style="text-align: justify;">
<b><span style="color: #76a5af;">2- Raquitismo </span></b></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>O raquitismo é uma doença da infância causada por avitaminose D. A vitamina D encontra-se em várias fontes como o óleo de fígado de peixe e gema de ovo. Essa vitamina pode ser sintetizada na pele desde que submetida ás irradiações solares. Isso é possível porque há na pele uma substancia, o 7 deidrocolesterol, que sob ação das radiações ultra violeta do sol, é convertida em vitamina D.</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>O raquitismo manifesta-se por deformidades do esqueleto pois, na falta de vitamina D, a formação dos ossos torna-se irregular e a calcificação pode ser interrompida. Com isso, os ossos tornam-se sem resistência e cedem a cargas e tensões.</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b> A necessidade diária de vitamina D na infância é de 400 unidades e recomenda-se dar, preventivamente a partir da segunda semana de vida.</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>O excesso de vitamina D é prejudicial e causa hipervitaminose. Esta se caracteriza por pertubações digestivas, perdas de apetite e peso sendo que, em casos extremos, pode levar a morte.</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>Quanto à prevalência da doença, o raquitismo é mais frequente em crianças de 6 a 18 meses e em regiões onde há pouca irradiação solar.</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>Hoje em dia, os médicos prescrevem a vitamina D, às pessoas a partir dos 40 anos e mulheres em fase de menopausa.</b></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwmd1V5T7XjkHhRp2PIY5pIXFK9eb3UOJbpFCoQks-UwajVEwqprbGzI1xb5xjsjUKNoWDU6Y85gPITkXW2Vn73UxyilWzBC1DbErh89RiZjwmeqCEcFJ8ZfTgaC6Z9M4PB5yAcJvuOYDF/s1600/desimages.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="168" data-original-width="299" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwmd1V5T7XjkHhRp2PIY5pIXFK9eb3UOJbpFCoQks-UwajVEwqprbGzI1xb5xjsjUKNoWDU6Y85gPITkXW2Vn73UxyilWzBC1DbErh89RiZjwmeqCEcFJ8ZfTgaC6Z9M4PB5yAcJvuOYDF/s1600/desimages.jpg" /></a></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div style="text-align: justify;">
<b><span style="color: #f6b26b;">4- Desnutrição</span></b></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>As deficiências alimentares levam à desnutrição. Fundamentalmente há dois tipos de desnutrição:</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>a) desnutrição devida á carência de proteínas sendo normal a ingestão de calorias.É o que se observa na doença denominada Kwashiorkor.</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>b) desnutrição devida á diminuição total da ingestão calórica-proteica, é observada na doença denominada marasmo.</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>A desnutrição é hoje considerada como problema nutricional de maior prioridade no mundo devido á sua alta prevalência. No Brasil, ela é mais frequente nas regiões meridionais, mas encontra-se espalhada em todo o país, mesmo nos centros urbanos mais desenvolvidos.</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>pesquisa efetuadas revelaram que o Kwashiorkor se apresenta mais frequente no Norte e Nordeste de nosso país.</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUT8_vPhtwUbF6W7tDKbwB6rJxV2nN70UI6DAi2F1v3MRXd9AwbTbgcgBYTEtBUAZQnyQbN2JyUU34J71VH00f1HLsx2KtnvHMQ1_I4aKSm04MeJaZaDChAZnc68DcXIrHW4ypvW2fDOkm/s1600/crianas_principal1-1900x900_c.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="758" data-original-width="1600" height="151" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUT8_vPhtwUbF6W7tDKbwB6rJxV2nN70UI6DAi2F1v3MRXd9AwbTbgcgBYTEtBUAZQnyQbN2JyUU34J71VH00f1HLsx2KtnvHMQ1_I4aKSm04MeJaZaDChAZnc68DcXIrHW4ypvW2fDOkm/s320/crianas_principal1-1900x900_c.jpg" width="320" /></a></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #6fa8dc;"><b>3- Xeroftalmia</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>É um ressecamento do globo ocular devido à avitaminose A. A falta de vitamina A, além da xeroftalmia, causa cegueira noturna, ressecamento de membranas mucosas e torna a pele áspera e seca.</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>A vitamina A só existe em tecidos animais. Em várias plantas encontram-se precursores ou pró-vitaminas dos quais o mais importante é o B caroteno. </b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>As principais fontes dessa vitamina são o óleo de figado de peixe, manteiga, gema de ovo, fígado, creme de leite, queijo, folhas comestíveis e vegetais amarelos.</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>O excesso leva à hipervitaminose A que se caracteriza por fragilidade óssea, falta de apetite, irritabilidade, ressecamento e descamação da pele e perda de cabelos.</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>Quanto à prevalência, a xeroftalmia tem frequência elevada na América Central, Nordeste do Brasil, Africa e </b></span><span style="text-align: left;"><span style="color: #e06666;"><b>Índia.</b></span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #e06666;"><b>Como ja dissemos, o nível aceitável de vitamina A corresponde a taxas maiores que 20 ug / 100 ml.</b></span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #e06666;"><b>Estudos feitos no Nordeste do Brasil revelaram que 10% dos maiores de 6 anos e 30% dos maiores de 5 anos de idade apresentavam níveis plasmáticos de vitamina A inferiores a 10 ug/100ml.</b></span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #e06666;"><b><br /></b></span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #93c47d;"><b>5- Obesidade</b></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8LbHCcHwVZu3ZdFEAjDAwbZepzmBrz8rAi90mrBoBHnSQ0tRgQJNUCnpa9V9QECQ0FKmYC7yPQgURAZ_3fuS6EwzhVoXNbEh5b7n0phPrBTt-07KaTy1ZEVyn2HlvL1z7g8N979J_mrnp/s1600/obesidade_infantil.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="760" data-original-width="1140" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8LbHCcHwVZu3ZdFEAjDAwbZepzmBrz8rAi90mrBoBHnSQ0tRgQJNUCnpa9V9QECQ0FKmYC7yPQgURAZ_3fuS6EwzhVoXNbEh5b7n0phPrBTt-07KaTy1ZEVyn2HlvL1z7g8N979J_mrnp/s320/obesidade_infantil.jpg" width="320" /></a></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #e06666;"><b><br /></b></span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #e06666;"><b><br /></b></span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #e06666;"><b>A obesidade pode ser definida como um aumento de peso que seja de pelo menos 20% superior ao peso recomendado, de acordo com a estatura e a idade para ambos dos sexos.</b></span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #e06666;"><b>A obesidade resulta do acúmulo de quantidades excessivas de gordura no organismo. Nas pessoas normais, que não apresentam distúrbios glandulares, esse acumulo é devido á ingestão de calorias acima das necessidades requeridas pelo organismo.</b></span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #e06666;"><b>Os alimentos, de acordo com sua qualidade, apresentam valores caloríficos diferentes. É sempre bom lembrar que os alimentos ricos em carboidratos são os mais energéticos.</b></span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #e06666;"><b>Uma pessoa para emagrecer deve utilizar alimentos energéticos, pois, restringindo a oferta de calorias ao organismo, perderá peso.</b></span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #e06666;"><b>Alem disso, a atividade física e exercícios facilitarão o emagrecimento por ajudar no consumo de calorias.</b></span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #e06666;"><b>A obesidade não implica apenas no problema estético da aparencia do individuo. Antes, ela é um problema de saúde, pois sabe-se que a duração da vida do obeso é inferior á das pessoas com peso certo.</b></span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #e06666;"><b>Pessoas portadoras de diabetes, hipertensão arterial e doenças cardíacas apresentam maior risco de vida quando obesas.</b></span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #e06666;"><b>Quanto à prevalência da o obesidade, lembremos que enquanto 2/3 da humanidade é considerada desnutrida, cerca de 1/15 da população mundial é obesa. Nos países mais abastados, como os Estados Unidos, cerca de 25% dos habitantes apresenta obesidade.</b></span></span></div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #e06666;"><b><br /></b></span></span></div>
<div style="text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKZKz0_lXKKKgyrCZkNjSc-r-8xctDHyhSYWzqg9gM3gCgNtR0zt2_NHq1Mvhzt7V-GrkLtvvtlpqalCzhKgnGHhrX_mYF92Kq5g5QwS22f82RGrhsSf8sXxoaX5rCbg0T_SglZAEFe-GO/s1600/images.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="111" data-original-width="452" height="78" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKZKz0_lXKKKgyrCZkNjSc-r-8xctDHyhSYWzqg9gM3gCgNtR0zt2_NHq1Mvhzt7V-GrkLtvvtlpqalCzhKgnGHhrX_mYF92Kq5g5QwS22f82RGrhsSf8sXxoaX5rCbg0T_SglZAEFe-GO/s320/images.png" width="320" /></a></div>
<br /></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div style="text-align: justify;">
<b><span style="color: #76a5af;">Questões e testes:</span></b></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>1- O que é prevalência?</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>2- O que é anemia e quais as suas causas?</b></span></div>
<div style="text-align: justify;">
<b><span style="color: #e06666;">3- Complete: Fontes e </span><span style="color: #c27ba0;">Doenças Carenciais</span></b></div>
<div style="text-align: justify;">
<b><span style="color: #e06666;">Vitamina A - ...................... </span><span style="color: #c27ba0;">................................</span></b></div>
<div style="text-align: justify;">
<b><span style="color: #e06666;">Vitamina D-........................ </span><span style="color: #c27ba0;">...............................</span></b></div>
<div style="text-align: justify;">
<b><span style="color: #e06666;">Vitamina E- Germe de trigo, </span><span style="color: #c27ba0;">Anemia e dermatites em lactantes.</span></b></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>verduras foliáceas. Azeites. </b></span></div>
<div style="text-align: justify;">
<b><span style="color: #e06666;">Gema de ovo. Leguminosas </span><span style="color: #c27ba0;">Aumento do tempo de coagulação sanguínea. Hemorragias.</span></b></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>Vitamina K - Espinafre. Couve-flor</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>óleo de soja, óleo vegetal.</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>4- A foto abaixo sugere:</b></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5D7RPgmHXvCIqH1K45VMx480Xg3CsqY6Uq27j-8FQTVWtk1ZgKbgBLSTzmDOMyEShqYQJy9q6R7o87QgJAz41Z9OmJ0Vjs9WiLy9xvPhC8kiebNQhwSM35W2DmixGoH1GRDXaB3RaFbxl/s1600/desnutricao_infantil_coreia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="921" data-original-width="740" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5D7RPgmHXvCIqH1K45VMx480Xg3CsqY6Uq27j-8FQTVWtk1ZgKbgBLSTzmDOMyEShqYQJy9q6R7o87QgJAz41Z9OmJ0Vjs9WiLy9xvPhC8kiebNQhwSM35W2DmixGoH1GRDXaB3RaFbxl/s320/desnutricao_infantil_coreia.jpg" width="257" /></a></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>a) raquitismo</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>b) xeroftalmia</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>c) desnutrição </b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>d) obesidade.</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>5- O que é obesidade?</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>6-Fragilidade óssea, falta de apetite, irritabilidade, ressecamento e descamação da pele, perda de cabelos caracterizam:</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>a) hipervitaminose D</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>b) hipovitaminose A</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>c) desnutrição</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>d) hipovitaminose D</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>e) hipervitaminose A</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>7- A cegueira noturna (nictalopia ou hemeralopia) caracteriza-se como dificuldade de adaptação de visão em locais mal iluminados. É devida a falta de vitamina:</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>a) B 1</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>b) D</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>c) K</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>d) E</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>e) A</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>8- Desnutrição devida à carência de proteínas sendo normal a ingestão de calorias. Trata-se de:</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>a) Marasmo</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>b) Kwashiorkor</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>c) Marasmo e Kwashiorkor</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>d) Anemia</b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b>e) N.D.A </b></span></div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghE5CV90oF19TO7XYCFY0oL5adoFe4y5HQSfVghTyeVzjqpuhFYJMhYBt8PlziHbzkVERXKExYuPRWyKn3lU3drUCnEam3vKe3iVZw6vY4yZflXNThkfd_5-YFURYLzws8SmLcZI6vlVJO/s1600/content_id.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="600" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghE5CV90oF19TO7XYCFY0oL5adoFe4y5HQSfVghTyeVzjqpuhFYJMhYBt8PlziHbzkVERXKExYuPRWyKn3lU3drUCnEam3vKe3iVZw6vY4yZflXNThkfd_5-YFURYLzws8SmLcZI6vlVJO/s320/content_id.jpg" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="text-align: justify;">
<span style="color: #e06666;"><b><br /></b></span></div>
</div>
Alcilene Rodrigues http://www.blogger.com/profile/17414530444203883851noreply@blogger.com0tag:blogger.com,1999:blog-6729285355160398173.post-21196297194006354922020-02-01T16:51:00.001-03:002020-02-01T16:58:33.810-03:00Os procedimentos legais para se casar...profª Alcilene Rodrigues<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="color: #ea9999;"><b>Direito Civil</b></span><br />
<span style="color: #ea9999;"><b><br /></b></span>
<span style="color: #ea9999;"><b><br /></b></span>
<span style="color: #ea9999;"><b><br /></b></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoyVp5nlRLNGjUf9ocNNHqyQRg0COf8K2xsyRb8GRJR5yXJQjVTktg8q7Y-iv-nultt3N2gt7lt13wuqQ_s_Vm0fHgPsoZqWdTEJvaiRI9I296-JSBAdteAZ7aSr3sO1WIWmrOFnfC9Krd/s1600/aca.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="542" data-original-width="566" height="306" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoyVp5nlRLNGjUf9ocNNHqyQRg0COf8K2xsyRb8GRJR5yXJQjVTktg8q7Y-iv-nultt3N2gt7lt13wuqQ_s_Vm0fHgPsoZqWdTEJvaiRI9I296-JSBAdteAZ7aSr3sO1WIWmrOFnfC9Krd/s320/aca.jpg" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<b style="color: #a64d79; text-align: justify;"> O casamento é um contrato solene que, além de ter importância sentimental e afetiva, gera efeitos jurídicos.</b><br />
<div style="text-align: justify;">
<span style="color: #a64d79;"><b> O casamento civil,parecido com o que temos hoje no Brasil, surgiu na Holanda, em 1580. Para poder se casar, todos aqueles que não seguissem a religião calvinista eram obrigados a comparecer perante um magistrado civil. No Brasil, antes de oficializar a união legal, é necessário tomar algumas providenciarias. </b></span><br />
<span style="color: #a64d79;"><b>É isso que veremos agora:</b></span><br />
<b><span style="color: #93c47d;">Que documentos levar ao cartório de registro civil?</span></b></div>
<div style="text-align: justify;">
<span style="color: #a64d79;"><b>. Certidão de nascimento ou documentos equivalente.</b></span></div>
<div style="text-align: justify;">
<span style="color: #a64d79;"><b>.Declaração de duas testemunhas maiores que atestem que que conhecem os nubentes e que não existem impedimentos para o casamento </b></span></div>
<div style="text-align: justify;">
<span style="color: #a64d79;"><b>. Declaração de estado civil e da residencia dos contraentes e de seus pais, se conhecidos.</b></span></div>
<div style="text-align: justify;">
<span style="color: #a64d79;"><b>. Certidão de óbito( se alguém for viúvo), registro do divórcio (se divorciado).</b></span></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZYxNaNmAleSPjvX05b7RbzH79IN__euLrrVSLj9L5v5zkIjhwDPRSF4vaNr5X_9iQrvPHKGOo-OqddaP0hiC9tRiAlHDnXHw1ZYZI_Z4Zl_ZLcZyKafXQSwjqyZQ7gjt6o5nznt_LPPwE/s1600/acanel.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="510" data-original-width="600" height="272" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZYxNaNmAleSPjvX05b7RbzH79IN__euLrrVSLj9L5v5zkIjhwDPRSF4vaNr5X_9iQrvPHKGOo-OqddaP0hiC9tRiAlHDnXHw1ZYZI_Z4Zl_ZLcZyKafXQSwjqyZQ7gjt6o5nznt_LPPwE/s320/acanel.jpg" width="320" /></a></div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="text-align: justify;">
<span style="color: #a64d79;"><b><br /></b></span></div>
<div style="text-align: justify;">
<b><span style="color: #a64d79;"> </span><span style="color: #6fa8dc;">Como é o procedimento no cartório?</span></b></div>
<div style="text-align: justify;">
<span style="color: #a64d79;"><b>Apresentados os documentos acima, é feito o requerimento de habilitação do casamento. O oficial do cartório informa o Ministério Público. Estando em ordem a documentação, o oficial extrai um edital que fica afixado durante 15 dias no Cartório de Registro Civil dos nubentes, sendo publicado em imprensa local (geralmente Diário Oficial). Passado esse prazo o oficial do registro libera certidão de habilitação (tem duração de ate 90 dias). Assim, dentro desse prazo, o casamento é realizado em dia, hora e local determinado.</b></span></div>
<div style="text-align: justify;">
<b><span style="color: #a64d79;"> </span><span style="color: #6fa8dc;"> O casamento religioso tem os mesmos efeitos que o casamento civil?</span></b></div>
<div style="text-align: justify;">
<span style="color: #a64d79;"><b>Sim, desde que seja feito seu registro em Cartório de Registro Civil, com previa habilitação no prazo máximo de 90 dias.</b></span></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLaEJCelvZ6OGF4okrS2BZMfP1K9Q-3lU3auap5C8qAzZwJ79lWvXIHU2AZHNuCIBFDJu53_ydDPStJpGtrjnx2nD5lfZEv07h9xwTB8ZunRLstLqTkr1tWoPVDxPB3dE7ePtzy3eo4U5a/s1600/alcinoivo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="552" data-original-width="408" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLaEJCelvZ6OGF4okrS2BZMfP1K9Q-3lU3auap5C8qAzZwJ79lWvXIHU2AZHNuCIBFDJu53_ydDPStJpGtrjnx2nD5lfZEv07h9xwTB8ZunRLstLqTkr1tWoPVDxPB3dE7ePtzy3eo4U5a/s320/alcinoivo.jpg" width="236" /></a></div>
<div style="text-align: justify;">
<span style="color: #a64d79;"><b><br /></b></span></div>
<div style="text-align: justify;">
<b><span style="color: #93c47d;">Lei permite casar sem gastar nada.</span></b></div>
<div style="text-align: justify;">
<span style="color: #a64d79;"><b>É importante saber que no caso de pessoas declaradas juridicamente pobres, que não disponham de meios </b></span><span style="text-align: left;"><span style="color: #a64d79;"><b>econômicos e que queiram se casar, a lei garante a gratuidade do casamento civil. Ou seja: elas não devem pagar nada na habilitação do casamento, registro e primeira certidão.</b></span></span></div>
<div style="text-align: justify;">
<div style="text-align: justify;">
<span style="text-align: left;"><b><span style="color: #93c47d;">Como obter esse beneficio?</span></b></span></div>
</div>
<div style="text-align: justify;">
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #a64d79;"><b>Consulte o Cartório de Registro Civil para saber se você se enquadra nessa situação.</b></span></span></div>
</div>
<div style="text-align: justify;">
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #a64d79;"><b><br /></b></span></span></div>
</div>
<div style="text-align: justify;">
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #a64d79;"><b><br /></b></span></span></div>
</div>
<div style="text-align: justify;">
<span style="text-align: left;"><span style="color: #a64d79;"><b><br /></b></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0M5aa5duoMc2WP-wI4rSFWxIwT6wT7tQIpxohfi0kyfe-L1MktJQ4ODSaJb03DbiJ6LCbKcOe36WhMdGouH3Y0d0hmytekHjgqJoLyUq8rVjCYhR2RwBDSspwK2zpp63JAE1l_kxvInSo/s1600/aci.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="480" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0M5aa5duoMc2WP-wI4rSFWxIwT6wT7tQIpxohfi0kyfe-L1MktJQ4ODSaJb03DbiJ6LCbKcOe36WhMdGouH3Y0d0hmytekHjgqJoLyUq8rVjCYhR2RwBDSspwK2zpp63JAE1l_kxvInSo/s320/aci.jpg" width="240" /></a></div>
<div style="text-align: justify;">
<b><span style="color: #6fa8dc;"><br /></span></b></div>
</div>
Alcilene Rodrigues http://www.blogger.com/profile/17414530444203883851noreply@blogger.com0tag:blogger.com,1999:blog-6729285355160398173.post-40784997612583123002020-01-15T17:26:00.005-03:002020-01-15T17:28:13.096-03:00 A nova hora legal do Brasil....prof Alcilene Rodrigues<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<b><span style="color: magenta;">Geografia</span></b><br />
<span style="color: #93c47d;"><b><br /></b></span>
<br />
<span style="color: #93c47d;"><b><br /></b></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<span style="color: #93c47d;"><b><br /></b></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDTq4nQ1k-EIagkjFgJbdxpCeue3y0ZDHGs_ub1nZW6L9-5NEV05QmlA96jIcxE4UiohA0CS3HORU0V1NIFLSirvk1S-ZGtPjJRAUAeF4vL6-vnWYfEQidCg_iDA3lTUV2LZtoryE6EInh/s1600/a+bras.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="149" data-original-width="338" height="176" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDTq4nQ1k-EIagkjFgJbdxpCeue3y0ZDHGs_ub1nZW6L9-5NEV05QmlA96jIcxE4UiohA0CS3HORU0V1NIFLSirvk1S-ZGtPjJRAUAeF4vL6-vnWYfEQidCg_iDA3lTUV2LZtoryE6EInh/s400/a+bras.jpg" width="400" /></a></div>
<span style="color: #93c47d;"><b><br /></b></span>
<br />
<span style="color: #93c47d;"><b><br /></b></span>
<br />
<div style="text-align: justify;">
<span style="color: #93c47d;"><b> Antes de 1914, cada localidade brasileira marcava o tempo segundo o movimento aparente do Sol, que atinge o ponto mais alto(ou culminante) ás 12 horas, era assim que se obtinha a hora local, que muda de acordo com a posição geográfica de cada região. Depois desse ano, o governo instituiu a hora legal, ou oficial, que tem por base o horário de Brasilia.</b></span></div>
<div style="text-align: justify;">
<span style="color: #93c47d;"><b> A partir de hora de 24/06/2008, três Estados mudaram seu fuso horário: Acre, Amazonas e Pará. Com a mudança o Acre, que estava 2 horas atras em relação ao horário de Brasilia (fuso 5), fica com 1 hora de diferença (fuso 4). O Para ficara com a mesma hora do Distrito de Brasilia (fuso 3). No amazonas, onde parte dos municípios tinha 2 horas de diferença com a capital federal e outra parte tinha 1 hora, terá 1 hora de diferença em relação a Brasilia em todo o Estado (fuso 4).</b></span><br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<span style="color: #93c47d;"><b> O Brasil foi dividido em três zonas geográficas, cada uma delas com uma hora legal diferente. Veja a seguir (sem horário de verão).</b></span><br />
<div class="separator" style="clear: both; text-align: center;">
<span style="color: #93c47d;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhA5864Fffa5EoyGaI5olms7wUKJzLvEvnPv9qiUAlSFWohZGXHjEGETtjyP1sONck-1Fhsh-ZFLgC44yulrqKycG7cuecfU4PV3qxmNyb3lQk1ZDkmPg3RQnlBWIH9L68kZVrJ9EjAVcpM/s1600/a+hora.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="400" data-original-width="453" height="282" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhA5864Fffa5EoyGaI5olms7wUKJzLvEvnPv9qiUAlSFWohZGXHjEGETtjyP1sONck-1Fhsh-ZFLgC44yulrqKycG7cuecfU4PV3qxmNyb3lQk1ZDkmPg3RQnlBWIH9L68kZVrJ9EjAVcpM/s320/a+hora.gif" width="320" /></a></b></span></div>
<br />
<br />
<ol>
<li><span style="color: #93c47d;"><b>A primeira zona abrange as Ilhas de Fernando de Noronha e Trindade: o tempo legal ali é </b></span><b style="color: #93c47d;">de 2 horas menos que em Greenwich (Londres).</b></li>
<li><b style="color: #93c47d;"> A segunda zona abrange os Estados de Goias, Para, </b><span style="color: #93c47d;"><b>Amapá</b></span><b style="color: #93c47d;">, Tocantins e Minas Gerais, e todos os outros Estados litorâneos.Nesta zona, a hora legal (ou de Brasilia) é de 3 horas menos que a de Greenwich.</b></li>
<li><b style="color: #93c47d;">A terceira zona abrange o Mato Grosso, Mato Grosso do Sul, Roraima, </b><span style="color: #93c47d;"><b>Rondônia</b></span><b style="color: #93c47d;">, Amazonas e Acre. O tempo legal ali é de 4 horas menos que em Greenwich.</b></li>
</ol>
<div>
<span style="color: #93c47d;"><b><br /></b></span></div>
<div>
<span style="color: #93c47d;"><b><br /></b></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH8GdsWL1dLeEGZuqzFIRqw67nGls7Uo92RunRggG1KvctaePg3AcC2JX8x4XQFp9i4zeHBdWSayqYrQj7C8fzzumYfScpSRv5x0_K57zcW3hSud1ItD5qSjrqDVjWmLE94DHAdYPCncY2/s1600/ahu.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="274" data-original-width="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH8GdsWL1dLeEGZuqzFIRqw67nGls7Uo92RunRggG1KvctaePg3AcC2JX8x4XQFp9i4zeHBdWSayqYrQj7C8fzzumYfScpSRv5x0_K57zcW3hSud1ItD5qSjrqDVjWmLE94DHAdYPCncY2/s1600/ahu.gif" /></a></div>
<div>
<span style="color: #93c47d;"><b><br /></b></span></div>
<div>
<span style="color: #93c47d;"><b> </b></span></div>
<span style="background-color: black;"><br /></span>
<span style="background-color: black; color: #3d85c6;"><span style="font-family: "arial" , sans-serif; font-size: 16px; text-align: left;"> <b>E como acerta o seu relógio? Na década de 90, o meio mais usado era ligar para o número 130 e se informar da </b></span><b><span style="font-family: arial, sans-serif; font-size: 16px; text-align: left;">hora</span><span style="font-family: "arial" , sans-serif; font-size: 16px; text-align: left;"> oficial do país. Agora, para não perder compromissos, e deixar os ponteiros no lugar certo, você pode procurar o </span><span style="font-family: arial, sans-serif; font-size: 16px; text-align: left;">Observatório Nacional</span><span style="font-family: "arial" , sans-serif; font-size: 16px; text-align: left;">, responsável por fornecer a "</span><span style="font-family: arial, sans-serif; font-size: 16px; text-align: left;">Hora</span><span style="font-family: "arial" , sans-serif; font-size: 16px; text-align: left;"> Legal Brasileira".</span></b></span></div>
<div style="text-align: justify;">
<span style="color: #93c47d;"><b><br /></b></span></div>
</div>
Alcilene Rodrigues http://www.blogger.com/profile/17414530444203883851noreply@blogger.com0tag:blogger.com,1999:blog-6729285355160398173.post-76747752193109911842019-11-26T15:55:00.001-03:002019-11-26T15:56:22.935-03:00Região Nordeste............................profª Alcilene Rodrigues<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="color: #8e7cc3;"> <b>Geografia do Brasil </b></span><br />
<br />
<br />
<span style="color: #3d85c6;"><b>Região Nordeste</b></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1zhQv9pIlDMF0YatjRLw2bnVl5QHaRQr0MLbJBlaLcwuKVsx9Bf4R6zFo6wBYwuRQtVn-TdSO3nCJIrssDO76jgkESeRrvgERDFbkocmw829ekbT6nl0IJAT5NIzS9rR8RilGiTJM2ldU/s1600/reg.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="640" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1zhQv9pIlDMF0YatjRLw2bnVl5QHaRQr0MLbJBlaLcwuKVsx9Bf4R6zFo6wBYwuRQtVn-TdSO3nCJIrssDO76jgkESeRrvgERDFbkocmw829ekbT6nl0IJAT5NIzS9rR8RilGiTJM2ldU/s320/reg.jpg" width="320" /></a></div>
<br />
<b><br /></b>
<div style="text-align: justify;">
<b> <span style="color: #6aa84f;"> A região nordeste é a terceira maior do Brasil, embora seja uma das menores regiões brasileiras, contem muitos habitantes, predominando em sua população os mestiços, os negros e os brancos, embora haja muitos índios.</span></b></div>
<div style="text-align: justify;">
<span style="color: #6aa84f;"><b> Na maior parte do território o clima é quente e seco. A paisagem vegetal típica da região é a catinga ou caatinga, uma floresta de árvores tortuosas, que perdem as folhas por ocasião das secas e entre as quais geralmente aparecem o mandacaru e o xique-xique (cactáceas).</b></span></div>
<div style="text-align: justify;">
<span style="color: #6aa84f;"><b> Na agricultura esta região apresenta o algodão e a cana de açúcar, duas culturas seculares, daí existirem nela o engenho e usinas, que produzem açúcar. Também é importante a extradição da cera de carnaúba, coco babaçu, do sal marinho,etc.</b></span></div>
<div style="text-align: justify;">
<span style="color: #6aa84f;"><b> Existem nove Estados e um Distrito Estadual: Maranhão, capital São Luis do Maranhão, Piauí, capital Terezina, Ceára, capital Fortaleza, Rio Grande do Norte, capital Natal, Paraíba, capital João Pessoa, Pernambuco capital Recife, Alagoas, capital Maceió Sergipe, capital Aracaju, Bahia, capital Salvador.</b></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNQXbqKnVnOf0TN23lL7y2VgM0EQRkCLIudvIY7JG9OwvE_mwxuOsrhnfUGuSWYuObXgPupGvUWnPDk7m60DSXiEB9auYWWqq9fI6TQ2W6skqFwPbb1gXjA2PT3vEW64MmX3az4mw5FvXD/s1600/fernando+de+noronha.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><span style="color: #6aa84f;"><b><img border="0" data-original-height="183" data-original-width="275" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNQXbqKnVnOf0TN23lL7y2VgM0EQRkCLIudvIY7JG9OwvE_mwxuOsrhnfUGuSWYuObXgPupGvUWnPDk7m60DSXiEB9auYWWqq9fI6TQ2W6skqFwPbb1gXjA2PT3vEW64MmX3az4mw5FvXD/s1600/fernando+de+noronha.jpg" /></b></span></a></div>
<div style="text-align: justify;">
<span style="color: #6aa84f;"><b> Fernando de Noronha foi um arquipélago conhecido como território federal a partir de 1942 por causa da segunda Guerra Mundial, simples base militar que se achava em pleno Oceano Atlântico, no caminho da Africa ocidental cuja sigla era FN. Voltou a ser administrado pelo estado de Pernambuco em 1988.</b></span></div>
<b><br /></b>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLdS8cQKhocdFnlh6Shz7aFQmpTmw-8iTaqYP0-GUigI0JnjpbP7MCNCWF9AeWTrGSuEZFTepQob7gCd6aWDT3DerJKsmE4VDyJvRdZodD2XLdgGoW9cPZGrySAoGxTevdFAAdircWO9mP/s1600/fernando+de+noronha2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><b><img border="0" data-original-height="208" data-original-width="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLdS8cQKhocdFnlh6Shz7aFQmpTmw-8iTaqYP0-GUigI0JnjpbP7MCNCWF9AeWTrGSuEZFTepQob7gCd6aWDT3DerJKsmE4VDyJvRdZodD2XLdgGoW9cPZGrySAoGxTevdFAAdircWO9mP/s1600/fernando+de+noronha2.png" /></b></a></div>
<div class="separator" style="clear: both; text-align: center;">
<b><br /></b></div>
<div class="separator" style="clear: both; text-align: center;">
<b><br /></b></div>
<div style="text-align: justify;">
<b> <span style="color: #6aa84f;">A mais importante cidade do Nordeste é a do Recife, a seu lado, outras se salientam. Macau e Mossoró são duas importantes cidades do Rio Grande do Norte, muito conhecidas pelas suas salinas.</span></b></div>
<div style="text-align: justify;">
<span style="color: #6aa84f;"><b> Relevo: maciço Nordestino: serras Maranhenses e serras do Nordeste- Planícies costeiras.</b></span></div>
<div style="text-align: justify;">
<b><span style="color: #6aa84f;"> </span><span style="color: #6aa84f;">Hidrografia</span><span style="color: #6aa84f;">: alguns rios da bacia do São Francisco. Rios das bacias Secundárias: Mearim, Gurupi, Turiaçu, e Itapecuru, no Maranhão, Parnaíba, no Piauí, Jaguaribe, no Ceará, Apodi, no rio Grande do Norte , Paraíba do Norte, Beberibe e Capibaribe em Pernambuco.O único rio navegável dessa região é o rio Parnaíba.</span></b></div>
<div style="text-align: justify;">
<span style="color: #6aa84f;"><b> Lagoas: Viana, no Maranhão, Apodi no Rio Grande do Norte, Manguaba, em Alagoas</b></span></div>
<div style="text-align: justify;">
<span style="color: #6aa84f;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #6aa84f;"><b><br /></b></span></div>
<div style="text-align: justify;">
<b><span style="color: #6aa84f;"> </span><span style="color: #a64d79;"> Exercícios:</span></b></div>
<div style="text-align: justify;">
<span style="color: #a64d79;"><b> Responda, complete ou dê o que se pede:</b></span></div>
<div style="text-align: justify;">
<span style="color: #a64d79;"><b>1- Quais os Estados da região Nordeste e suas respectivas capitais?</b></span></div>
<div style="text-align: justify;">
<span style="color: #a64d79;"><b>2- Qual arquipélago foi considerado território nacional a parir de 1942?</b></span></div>
<div style="text-align: justify;">
<span style="color: #a64d79;"><b>3- o rio importante que serve de limite entre Maranhão e Piauí é......................................</b></span></div>
<div style="text-align: justify;">
<span style="color: #a64d79;"><b>4- A cidade mais importante do Nordeste é.......................................................................</b></span></div>
<div style="text-align: justify;">
<span style="color: #a64d79;"><b>5- na região Nordeste possui duas importantes riquezas agricolas que são:.....................</b></span></div>
<div style="text-align: justify;">
<span style="color: #a64d79;"><b>...........................e.................................</b></span></div>
<div style="text-align: justify;">
<span style="color: #a64d79;"><b>6- O menor estado nordestino é......................................e o maior é.................................</b></span></div>
<div style="text-align: justify;">
<span style="color: #a64d79;"><b>7- Em Pernambuco, a cultura de...............................................é muito desenvolvida, havendo muitos engenhos.</b></span></div>
<div style="text-align: justify;">
<span style="color: #a64d79;"><b>8-Entre os estados do Alagoas e Bahia acha-se a Cachoeira de................................................</b></span></div>
<div style="text-align: justify;">
<span style="color: #a64d79;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #6aa84f;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #6aa84f;"><b> .</b></span></div>
<div style="text-align: justify;">
<span style="color: #6aa84f;"><b> </b></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="color: #6aa84f;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLWY9mTkkgJ08agbLFoYqaQfU58kSkD_Yq-N6-D9J3EtfwVHL0p9sbjcMv5aIyuKv6ggYlnLDne6zVEoUSw5RgNPGfgTp9agUX7etYzTjhcfYI5r0C0fiPejCmsaJJ61rtt3ZtbhkCe36O/s1600/12144779_928876703868428_916917323718764519_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><b><img border="0" data-original-height="640" data-original-width="960" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLWY9mTkkgJ08agbLFoYqaQfU58kSkD_Yq-N6-D9J3EtfwVHL0p9sbjcMv5aIyuKv6ggYlnLDne6zVEoUSw5RgNPGfgTp9agUX7etYzTjhcfYI5r0C0fiPejCmsaJJ61rtt3ZtbhkCe36O/s320/12144779_928876703868428_916917323718764519_n.jpg" width="320" /></b></a></span></div>
<b><br /></b>
<div style="text-align: justify;">
<span style="background-color: white; font-family: "arial" , sans-serif; font-size: 16px; text-align: left;"><span style="color: #6aa84f;"><b> </b></span></span></div>
<div style="text-align: justify;">
<br /></div>
</div>
Alcilene Rodrigues http://www.blogger.com/profile/17414530444203883851noreply@blogger.com0tag:blogger.com,1999:blog-6729285355160398173.post-22131006847816390802019-10-08T15:57:00.000-03:002019-10-08T15:57:30.686-03:00Regiões do Brasil......profª Alcilene Rodrigues<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="color: #e06666;"><b>Geografia </b></span><br />
<span style="color: #e06666;"><br /></span>
<span style="color: #e06666;"> </span><span style="color: #93c47d;"><b>Regiões em que está dividido o Brasil</b></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQY5WT2FHi7wMTnhlXEIOoM7fJ3Xi3JQ-Ay_WFUr-jKekinZseDvux88blRZtV4pVHjouRMSNri5nNrgNGiB0ZGokQZco1L8pZypTtES3B7sNE8nYAmZI6FTspYzEsBZSYHQiDaXH_0LeQ/s1600/regioes.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="307" data-original-width="307" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQY5WT2FHi7wMTnhlXEIOoM7fJ3Xi3JQ-Ay_WFUr-jKekinZseDvux88blRZtV4pVHjouRMSNri5nNrgNGiB0ZGokQZco1L8pZypTtES3B7sNE8nYAmZI6FTspYzEsBZSYHQiDaXH_0LeQ/s1600/regioes.jpg" /></a></div>
<span style="color: #93c47d;"><b><br /></b></span>
<span style="color: #93c47d;"><b><br /></b></span>
<br />
<div style="text-align: justify;">
<span style="color: #e06666;"><b><span style="color: #e06666;"> </span><span style="color: #c27ba0;">Para podermos estudar, com maiores particularidades o Brasil, é indispensável dividi-lo em grandes áreas, em que existem certas semelhanças e que são chamadas regiões geográficas.</span></b></span><br />
<span style="color: #c27ba0;"><b>São cinco as regiões brasileiras: região norte,região nordeste região sudeste, região sul, região centro-oeste.</b></span><br />
<span style="color: #c27ba0;"><b> A região norte e centro-oeste são as mais extensas das cinco regiões, porém são menos habitadas. </b></span><br />
<span style="color: #c27ba0;"><b> A região sudeste é a mais populosa, seguindo-se a região sul.</b></span><br />
<span style="color: #e06666;"><b><br /></b></span>
<span style="color: #e06666;"><b><br /></b></span>
<span style="color: #e06666;"><b><span style="color: #e06666;"> </span><span style="color: #6aa84f;">Região Norte</span></b></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3VtADpYfyb_iPmIq_3O-ltJlb0vpay8H1kB9d6u7V4w1lg6mTX5Don2GMEfefYZUkh19vc3h48kUVHj71NU7sw2L5dyD1jbJ6l9Hc2-zIPU4KXCKWs7yy4ziDA5nn0wCRvcvDOpcZUX4v/s1600/regi%25C3%25A3o+norte.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="386" data-original-width="575" height="214" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3VtADpYfyb_iPmIq_3O-ltJlb0vpay8H1kB9d6u7V4w1lg6mTX5Don2GMEfefYZUkh19vc3h48kUVHj71NU7sw2L5dyD1jbJ6l9Hc2-zIPU4KXCKWs7yy4ziDA5nn0wCRvcvDOpcZUX4v/s320/regi%25C3%25A3o+norte.jpg" width="320" /></a></div>
<span style="color: #e06666;"><b><br /></b></span>
<span style="color: #e06666;"><b> Das regiões do Brasil, a região norte é a maior em superfície, porém a que possui menor número de habitantes.</b></span><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuuGjwMPtm4YIKwqYb4QZAwtpglpm9CE39XUVUHX3jtowtpba_JT3Ih71NpOTr8f5-VUFUhdavTSiv-S3G7HYAHaAD32feH0gHDFR9pYrabUPw6vUaiIiKYPC0UOlE-6aQbvjds86htueb/s1600/images.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="194" data-original-width="259" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuuGjwMPtm4YIKwqYb4QZAwtpglpm9CE39XUVUHX3jtowtpba_JT3Ih71NpOTr8f5-VUFUhdavTSiv-S3G7HYAHaAD32feH0gHDFR9pYrabUPw6vUaiIiKYPC0UOlE-6aQbvjds86htueb/s1600/images.jpg" /></a><span style="color: #e06666;"><b> Esta região compreende toda a Planície </b></span><span style="color: #e06666;"><b>Amazônica, coberta por uma das mais importantes florestas do mundo: a Floresta Amazônica e onde desliza mansamente o caudaloso Amazonas.</b></span><br />
<span style="color: #e06666;"><b> A população dedica-se especialmente à extração da borracha, da castanha e também, à pesca. Os tipos característicos dessa região são:o pescador, seringueiro, vaqueiro, etc.</b></span><br />
<span style="color: #e06666;"><b> O clima nesta região é quente e muito úmido.</b></span><br />
<span style="color: #e06666;"><b> Fazem parte os Estados: Pará, capital, Belém, Amazonas, capital Manaus, Acre capital Rio Branco, Roraima capital Boa Vista, Amapá, capital Macapá, Rondônia, capital Porto Velho e Tocantins, capital Palmas.</b></span><br />
<span style="color: #e06666;"><b> As mais importantes cidades são Belém, capital Pará, porto na Baia de Guajará, e Manaus, capital do Amazonas situada à margem esquerda do Rio Negro, afluente do rio Amazonas. As demais cidades são pequenas.</b></span><br />
<div class="separator" style="clear: both; text-align: center;">
<span style="color: #e06666;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7YwThJofCOV3SguiAZDCvZoXpdJG0EZCY45YxUziLgRQcu3ul65zAk0gKySMVol3pA-Tu5bxvDL0m8Nt4N43pNDTF60tCgdKD4WUcbPhKbhRpcwToxXCRCF2gAgbJRCeXIZzbXn2QLCYi/s1600/regi%25C3%25A3o+norte.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="658" data-original-width="945" height="222" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7YwThJofCOV3SguiAZDCvZoXpdJG0EZCY45YxUziLgRQcu3ul65zAk0gKySMVol3pA-Tu5bxvDL0m8Nt4N43pNDTF60tCgdKD4WUcbPhKbhRpcwToxXCRCF2gAgbJRCeXIZzbXn2QLCYi/s320/regi%25C3%25A3o+norte.jpg" width="320" /></a></b></span></div>
<br />
<span style="color: #e06666;"><b> Relevo- maciço Guiano e Planície </b></span><span style="color: #e06666;"><b>Amazônica.</b></span><br />
<span style="color: #e06666;"><b> Pontos culminantes - Pico da Neblina e Monte Roraima.</b></span><br />
<span style="color: #e06666;"><b> Hidrografia - Bacia Amazônica (rio Amazonas e seus afluentes - rio Tocantins) Rio Oiapoque, separando a Guiana Francesa do Amapá.</b></span><br />
<span style="color: #e06666;"><b> Lagoas - Aiamá, Anamá e Codajaz, no Amazonas, Arari no Pará.</b></span><br />
<span style="color: #e06666;"><b> Litoral:</b></span><br />
<span style="color: #e06666;"><b> Cabos- Orange, Norte e Casiporé no Amapá, Ponta de Maguari, na Ilha de Marajó.</b></span><br />
<span style="color: #e06666;"><b> Ilhas Maracá, no Amapá, Marajó, Caviana e Mexiana no Pará.</b></span><br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikldBsiWYNH6axSVfi0xaH08IF1AGXa7TGmHjvx_o53g5wMG13axyPZgAVpVIp0JRBJplN9Ip3QZOrkGTu89SNXBrDSXABe4JApFASi5BkUH81fYvBLcyRqF2sTEMr7ugt4MAFRX59S_Oe/s1600/A%252BRegi%25C3%25A3o%252BNorte%252Bpossui%252Bhabitantes%252C%252B7%2525%252Bda%252Bpopula%25C3%25A7%25C3%25A3o%252Btotal%252Bdo%252Bpa%25C3%25ADs.%252BSua%252Bdensidade%252Bdemogr%25C3%25A1fica%252B%25C3%25A9%252Ba%252Bmais%252Bbaixa%252Bentre%252Btodas%252Bas%252Bregi%25C3%25B5es%252Bgeogr%25C3%25A1ficas%252C%252Bcom%252B3%252C77%252Bhabitantes%252Bpor%252Bkm2.%252BA%252Bmaior%252Bparte%252Bda%252Bpopula%25C3%25A7%25C3%25A3o%252Bda%252Bregi%25C3%25A3o%252BNort.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikldBsiWYNH6axSVfi0xaH08IF1AGXa7TGmHjvx_o53g5wMG13axyPZgAVpVIp0JRBJplN9Ip3QZOrkGTu89SNXBrDSXABe4JApFASi5BkUH81fYvBLcyRqF2sTEMr7ugt4MAFRX59S_Oe/s320/A%252BRegi%25C3%25A3o%252BNorte%252Bpossui%252Bhabitantes%252C%252B7%2525%252Bda%252Bpopula%25C3%25A7%25C3%25A3o%252Btotal%252Bdo%252Bpa%25C3%25ADs.%252BSua%252Bdensidade%252Bdemogr%25C3%25A1fica%252B%25C3%25A9%252Ba%252Bmais%252Bbaixa%252Bentre%252Btodas%252Bas%252Bregi%25C3%25B5es%252Bgeogr%25C3%25A1ficas%252C%252Bcom%252B3%252C77%252Bhabitantes%252Bpor%252Bkm2.%252BA%252Bmaior%252Bparte%252Bda%252Bpopula%25C3%25A7%25C3%25A3o%252Bda%252Bregi%25C3%25A3o%252BNort.jpg" width="320" /></a></div>
<span style="color: #e06666;"><b><br /></b></span>
<b><span style="color: #93c47d;">Responda: Regiões brasileiras:Região Norte</span></b><br />
<span style="color: #e06666;"><b>1- Quais são as regiões Brasileiras?</b></span><br />
<span style="color: #e06666;"><b>2- Qual região mais populosa?</b></span><br />
<span style="color: #e06666;"><b>3- Quais as regiões mais extensas?</b></span><br />
<span style="color: #e06666;"><b>4- Que Estados a região Norte compreende?</b></span><br />
<span style="color: #e06666;"><b>5- Enumere os tipos característicos da região Norte?</b></span><br />
<span style="color: #e06666;"><b>6- Olhe no mapa, verifique e diga o nome de quatro países que se limitam com o Estado do Amazonas:...................................................................................................................</b></span><br />
<span style="color: #e06666;"><b>7- O clima da região Norte é.....................................e muito....................................</b></span><br />
<span style="color: #e06666;"><b>8- A maior ilha da região Norte é...........................................</b></span><br />
<span style="color: #e06666;"><b>9- O país que limita Rondônia é.............................................</b></span><br />
<span style="color: #e06666;"><b>10- O maciço que se estende ao Norte do Pará é o maciço das...............................</b></span><br />
<span style="color: #e06666;"><b>11- Os habitantes da região Norte dedicam-se à extração da................................e da....................</b></span><br />
<span style="color: #e06666;"><b>12- No estado do Amazonas distinguimos as mais importantes lagoas de.....................................</b></span><br />
<span style="color: #e06666;"><b>13- A planície da Região Norte é..............................................</b></span><br />
<span style="color: #e06666;"><b>14- Risque o certo: Os habitantes da região Norter dedicam-se ao garimpo- à pesca- à plantação do café.</b></span><br />
<span style="color: #e06666;"><b><br /></b></span>
<span style="color: #e06666;"><b><br /></b></span>
<span style="color: #e06666;"><b><br /></b></span>
<span style="color: #e06666;"><b><br /></b></span>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCcEVWPwfF6EAZcbA1NjBPFaLYpy_fLFGOGLRcdP7gzcm2hKn4uoszd1wMJTjd-UD2hL_Jlc0OHaA59Wuf2Diivht4hFJ6vZq4g8Pk2Q2BaS_v6eT_r16fbRBAF3MVsy0y7N75JpAYv_XA/s1600/12417702_761850603917013_8153807577828198138_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="537" data-original-width="480" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCcEVWPwfF6EAZcbA1NjBPFaLYpy_fLFGOGLRcdP7gzcm2hKn4uoszd1wMJTjd-UD2hL_Jlc0OHaA59Wuf2Diivht4hFJ6vZq4g8Pk2Q2BaS_v6eT_r16fbRBAF3MVsy0y7N75JpAYv_XA/s320/12417702_761850603917013_8153807577828198138_n.jpg" width="286" /></a></div>
<span style="color: #e06666;"><b><br /></b></span>
<span style="color: #e06666;"><b><br /></b></span></div>
</div>
Alcilene Rodrigues http://www.blogger.com/profile/17414530444203883851noreply@blogger.com0tag:blogger.com,1999:blog-6729285355160398173.post-14465190253296055292019-09-03T14:44:00.000-03:002019-11-26T15:57:56.578-03:00Clima brasileiro...............prof.ª Alcilene Rodrigues<div dir="ltr" style="text-align: left;" trbidi="on">
<b><span style="color: #d5a6bd;">Geografia</span></b><br />
<br />
<b><span style="color: blue;"><br /></span></b>
<span style="color: #ea9999;"><b>Clima </b><b>brasileiro</b></span><br />
<span style="color: #6fa8dc;"><b><br /></b></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3JgE7i2ifzuxqSfAbWhphbIywMtOPpD63FZ-sNDHa_rxNe6q6mpvGcBVjVD0693dweCwUkkVmIzmVRTtgKhOXaFbmdMdbJJKL8nZ9rlVPAGlYTj8NoUv9mlZqgz0-WfJFJL4slhgsxp1j/s1600/climas-do-brasil.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="261" data-original-width="368" height="226" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3JgE7i2ifzuxqSfAbWhphbIywMtOPpD63FZ-sNDHa_rxNe6q6mpvGcBVjVD0693dweCwUkkVmIzmVRTtgKhOXaFbmdMdbJJKL8nZ9rlVPAGlYTj8NoUv9mlZqgz0-WfJFJL4slhgsxp1j/s320/climas-do-brasil.jpg" width="320" /></a></div>
<br />
<span style="color: #6fa8dc;"><b><br /></b></span>
<br />
<div style="text-align: justify;">
<span style="color: #6fa8dc;"><b>O Brasil, por sua enorme extensão, não apresenta só um tipo de clima. Embora ainda mal conhecido, podem-se reconhecer pelo menor dois tipos climáticos em nosso país: a maior parte do território brasileiro possui um clima quente, com algumas modalidades porque se acha na zona tropical da Terra. O restante pode ser considerado com temperado embora sem ser muito característico.</b></span></div>
<div style="text-align: justify;">
<span style="color: #6fa8dc;"><b>certos trechos como a Planície Amazônica, serra do Mar, recebem uma grande quantidade de chuvas, em outras regiões, como no interior do Nordeste, elas são muito escassas.</b></span></div>
<div style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjX114uyO2fGLJOUvAZWY84mBIaVdItewkKxDQi-gIICYkqS7hlbd1BiNganYoPW_X0K-w7ptex52L9BAN_c1iwxlSpnhWoVmPW6_SvSWE6MW5pn_e0quMALIFXAs9ph8jUQyNjWh8Ao0OM/s1600/clima-brasileiro-3-638.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="479" data-original-width="638" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjX114uyO2fGLJOUvAZWY84mBIaVdItewkKxDQi-gIICYkqS7hlbd1BiNganYoPW_X0K-w7ptex52L9BAN_c1iwxlSpnhWoVmPW6_SvSWE6MW5pn_e0quMALIFXAs9ph8jUQyNjWh8Ao0OM/s320/clima-brasileiro-3-638.jpg" width="320" /></a><span style="color: #6fa8dc;"><b><br /></b></span></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjexzxKt2h_-vtYJtTbWCn0Z-IMratV1G97U-__JdZnHQY3gXfrseT3yr2xa0Y5SV3KFrTpd5VJ4fhkW5VaXQ1KRvaVXFJtdmJ8mKv-YLzTE6oVBRqT3tYhyphenhyphenB1fVi9KPr7Zb5Ae3Lg4b5Bq/s1600/clima-brasileiro-4-638.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="479" data-original-width="638" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjexzxKt2h_-vtYJtTbWCn0Z-IMratV1G97U-__JdZnHQY3gXfrseT3yr2xa0Y5SV3KFrTpd5VJ4fhkW5VaXQ1KRvaVXFJtdmJ8mKv-YLzTE6oVBRqT3tYhyphenhyphenB1fVi9KPr7Zb5Ae3Lg4b5Bq/s320/clima-brasileiro-4-638.jpg" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEix-6hGe6xper9D9kaMMNd4ffalTkU0Ab-FfwW49lGY-OJlPgk_HMOwuDxNCp24Td0ownPvbMy9wPLCfvk7aMiDedaU0MYA_GRmypjK6B3dQaw0IRpYk9wjRaK7WhShI6Bh7GB0FAAeM3CM/s1600/clima-brasileiro-5-638.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="479" data-original-width="638" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEix-6hGe6xper9D9kaMMNd4ffalTkU0Ab-FfwW49lGY-OJlPgk_HMOwuDxNCp24Td0ownPvbMy9wPLCfvk7aMiDedaU0MYA_GRmypjK6B3dQaw0IRpYk9wjRaK7WhShI6Bh7GB0FAAeM3CM/s320/clima-brasileiro-5-638.jpg" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8Rgjc42b9avbXe98vjZ3lIsv_Yp7xTg_FfJTS7sL2d6T5TN_Kl5zL9huvj7yhdhC5D499a23sTehyphenhyphennUBpHaZHvg-CKTRtXnMPViBAGKi-biZTylsOShCwMurK9oBRAFw6w9_ZxZBZ1qa7/s1600/clima-brasileiro-6-638.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="479" data-original-width="638" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8Rgjc42b9avbXe98vjZ3lIsv_Yp7xTg_FfJTS7sL2d6T5TN_Kl5zL9huvj7yhdhC5D499a23sTehyphenhyphennUBpHaZHvg-CKTRtXnMPViBAGKi-biZTylsOShCwMurK9oBRAFw6w9_ZxZBZ1qa7/s320/clima-brasileiro-6-638.jpg" style="cursor: move;" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcgWCg0hQyu7NBYLzyb_7mbIAWGfYMcLX_qAT1BSCgCtJWuRxzA983VQZtypgBoBfYY_NKbBScgJd0MroKOX65jib2cgFm7157s_dbl0w4gGj9Zr9VL1-4WmN553DHiNwhVfm-JOEEK2Jl/s1600/clima-brasileiro-7-638+%25281%2529.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="479" data-original-width="638" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcgWCg0hQyu7NBYLzyb_7mbIAWGfYMcLX_qAT1BSCgCtJWuRxzA983VQZtypgBoBfYY_NKbBScgJd0MroKOX65jib2cgFm7157s_dbl0w4gGj9Zr9VL1-4WmN553DHiNwhVfm-JOEEK2Jl/s320/clima-brasileiro-7-638+%25281%2529.jpg" width="320" /></a></div>
<div style="text-align: justify;">
<span style="color: #6fa8dc;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #6fa8dc;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #6fa8dc;"><b><br /></b></span></div>
<div style="text-align: justify;">
<b><span style="color: #93c47d;"> Responda, complete ou dê o que se pede:</span></b></div>
<div style="text-align: justify;">
<b><span style="color: #93c47d;"><br /></span></b></div>
<div style="text-align: justify;">
<b style="color: #6fa8dc;">1- Porque o Brasil não apresenta um só tipo de clima?</b></div>
<div style="text-align: justify;">
<b style="color: #6fa8dc;">2- Qual o clima da maior parte do </b><span style="color: #6fa8dc;"><b>território</b></span><b style="color: #6fa8dc;"> brasileiro?</b></div>
<div style="text-align: justify;">
<b style="color: #6fa8dc;">3- Em que trechos de nosso </b><span style="color: #6fa8dc;"><b>território</b></span><b style="color: #6fa8dc;"> as chuvas são mais abundantes?</b></div>
<div style="text-align: justify;">
<b style="color: #6fa8dc;">4- Onde as chuvas são mais escassas?</b></div>
<div style="text-align: justify;">
<b style="color: #6fa8dc;">5- Em que zona da Terra fica a maior parte do território brasileiro?</b></div>
<div style="text-align: justify;">
<span style="color: #6fa8dc;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #6fa8dc;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="color: #6fa8dc;"><b><br /></b></span></div>
</div>
Alcilene Rodrigues http://www.blogger.com/profile/17414530444203883851noreply@blogger.com0tag:blogger.com,1999:blog-6729285355160398173.post-9269082472297273492019-08-06T14:22:00.000-03:002019-08-06T14:57:48.003-03:00Vegetação brasileira........profª Alcilene Rodrigues<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="color: #6fa8dc;"><b>Geografia</b></span><br />
<span style="color: #6fa8dc;"><b><br /></b></span>
<span style="color: #6fa8dc;"><b><br /></b></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEip1US-W8bKH0QCl_SOmcQdyx8SN1iwQPbFXLbsUXMxuvgyWl5QkGwzYLT1UWac3BX6G3WAy79q4DprYRs82z5fCMKr556tqkq9oSVZSk5NPoGEXXdvVA73BXxnjP4t2OGxnjrauTZ5xgA0/s1600/vegetao-do-brasil-1-638.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="479" data-original-width="638" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEip1US-W8bKH0QCl_SOmcQdyx8SN1iwQPbFXLbsUXMxuvgyWl5QkGwzYLT1UWac3BX6G3WAy79q4DprYRs82z5fCMKr556tqkq9oSVZSk5NPoGEXXdvVA73BXxnjP4t2OGxnjrauTZ5xgA0/s320/vegetao-do-brasil-1-638.jpg" width="320" /></a></div>
<span style="color: #6aa84f;"><b><br /></b></span>
<span style="color: #6aa84f;"><b><br /></b></span>
<span style="color: #6aa84f;"><b>Vegetação e Fauna brasileiras</b></span><br />
<span style="color: #6aa84f;"><b><br /></b></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<span style="color: #6aa84f;"><b><br /></b></span>
<b><span style="color: #c27ba0;">A vegetação brasileira não é um só tipo, apresentando muitos contrastes.</span></b><br />
<b><span style="color: #c27ba0;">As maiores áreas são ocupadas pelas florestas, isto nas regiões onde caem mais chuvas.</span></b><br />
<span style="color: #c27ba0;"><b>As principais regiões florestais são: Floresta Amazônica, Mata Atlântica e Mata dos Pinhais.</b></span><br />
<span style="color: #c27ba0;"><b>A Floresta Amazônica ou Hileia Brasileira esta localizada na </b></span><span style="color: #c27ba0;"><b>Amazônia</b></span><br />
<span style="color: #c27ba0;"><b><br /></b></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiS7WAWJg8VdBb0w9zsJQSz_plvuSlIKhm7QOZCNrEpDalf9tGfZZJPf-0J5xjaHhOlFMUUH1jahMWzbcmKYF40OkmmilN_nEIUks1nEyrMSaUHunmTj3AHfhIZS5o8rgJdA3yaTxnAwmfv/s1600/images.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="162" data-original-width="311" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiS7WAWJg8VdBb0w9zsJQSz_plvuSlIKhm7QOZCNrEpDalf9tGfZZJPf-0J5xjaHhOlFMUUH1jahMWzbcmKYF40OkmmilN_nEIUks1nEyrMSaUHunmTj3AHfhIZS5o8rgJdA3yaTxnAwmfv/s1600/images.jpg" /></a></div>
<span style="color: #c27ba0;"><b><br /></b></span>
<span style="color: #c27ba0;"><b><br /></b></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<span style="color: #c27ba0;"><b></b></span></div>
<br />
<span style="color: #c27ba0;"><b>A Mata Atlântica compreende a Serra do Mar, indo do sul da Bahia ao Rio Grande do Sul.</b></span><br />
<span style="color: #c27ba0;"><b>A Mata dos Pinhais ou na Floresta Araucária aparece em grande parte no Planalto Meridional.</b></span><br />
<span style="color: #c27ba0;"><b>Além desses tipos há matas do Parana, a Mata dos Cocais, as caatingas do Nordeste, os Cerrados no Planalto Central e os campos no Rio Grande do Sul,Parana, São Paulo, bacia do São Francisco,etc.</b></span><br />
<span style="color: #c27ba0;"><b><br /></b></span><span style="color: #c27ba0;"><b></b></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<span style="color: #c27ba0;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioBr0Pn-kU24XEVOM_gF4V3pxkYxebDnkBpqZZkx_RbwnWyDkjwIcZxZ0O9a6HRymCuMeMtjx3xoDkRvKZgliySYFtXddDNEt2UAPWuQmSEZWBIT2v-HaY57KhND3My6cFFDrkuHTtQlf5/s1600/capa-galeria-45.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="450" data-original-width="560" height="257" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioBr0Pn-kU24XEVOM_gF4V3pxkYxebDnkBpqZZkx_RbwnWyDkjwIcZxZ0O9a6HRymCuMeMtjx3xoDkRvKZgliySYFtXddDNEt2UAPWuQmSEZWBIT2v-HaY57KhND3My6cFFDrkuHTtQlf5/s320/capa-galeria-45.jpg" width="320" /></a></b></span></div>
<span style="color: #c27ba0;"><b><span style="color: #c27ba0;"><b><br /></b></span></b></span>
<span style="color: #c27ba0;"><b><br /></b></span>
<b><span style="color: #76a5af;">Fauna</span></b><br />
<b><span style="color: #76a5af;"><br /></span></b>
<b><span style="color: #76a5af;"><br /></span></b>
<b><span style="color: #76a5af;"><br /></span></b>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUpqy1BZmreQqGJMA3gmCtQaEV6EBNq33df6dPWggXgRe47TOIZ8hXkYci5KZ7QoDkt3iOKjcN6b7JuigOAJbyvYTJQxb56J3ToAOMT3IMNoiItBVhZWjPiRjuZuCVxZ1chgwYG_qSHsTa/s1600/Cerrado+Fauna.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="225" data-original-width="400" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUpqy1BZmreQqGJMA3gmCtQaEV6EBNq33df6dPWggXgRe47TOIZ8hXkYci5KZ7QoDkt3iOKjcN6b7JuigOAJbyvYTJQxb56J3ToAOMT3IMNoiItBVhZWjPiRjuZuCVxZ1chgwYG_qSHsTa/s320/Cerrado+Fauna.jpg" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<span style="color: #ea9999;"><b>Os maiores animais da fauna</b><b> </b><b>aquática brasileira acham-se nas lagoas da Amazônia e do Pantanal. Na nossa fauna predominam os desdentados, macacos, aves e insetos e na fauna aquática os jacarés, peixe-boi e pirarucu (bacalhau brasileiro).</b></span><br />
<span style="color: #ea9999;"><b><br /></b></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7pZ0YCCg5Z245MBgAhr1_8kznbEP37HRsMwtWlKOYExJSM7KEaN0X30kJPz4QfdjaAqoChMHbUK3hqr0J0QB3lEG-PsPfPn1qg8LmACnymtpPBfGH7T_58ReIJcuFVxJiQwhPkML5ObOM/s1600/50869038_1194695007360655_742838834420325379_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="480" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7pZ0YCCg5Z245MBgAhr1_8kznbEP37HRsMwtWlKOYExJSM7KEaN0X30kJPz4QfdjaAqoChMHbUK3hqr0J0QB3lEG-PsPfPn1qg8LmACnymtpPBfGH7T_58ReIJcuFVxJiQwhPkML5ObOM/s320/50869038_1194695007360655_742838834420325379_n.jpg" width="320" /></a></div>
<span style="color: #ea9999;"><b><br /></b></span>
<span style="color: #ea9999;"><b><br /></b></span>
<b><span style="color: #a64d79;">Exercícios:</span></b><br />
<span style="color: #ea9999;"><b>1- Qual vegetação das regiões onde caem mais chuvas</b></span><br />
<span style="color: #ea9999;"><b>2- Quais as três áreas florestais do Brasil?</b></span><br />
<span style="color: #ea9999;"><b>3- Que tipo de vegetação apresenta a Amazônia? E a Serra do Mar?</b></span><br />
<span style="color: #ea9999;"><b>4- Qual o outro nome das Matas dos Pinhais e onde aparecem?</b></span><br />
<span style="color: #ea9999;"><b>5- Quais o outros tipos de vegetação além dos três acima citados?</b></span><br />
<span style="color: #ea9999;"><b>6- Onde se acham os maiores animais, da nossa fauna</b></span><br />
<span style="color: #ea9999;"><b>7- Que animais predominam na fauna brasileira?</b></span><br />
<span style="color: #ea9999;"><b><br /></b></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<span style="color: #ea9999;"><b><br /></b></span>
<span style="color: #ea9999;"><b><br /></b></span>
<span style="color: #ea9999;"><b><br /></b></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLLy8un0Mz7f3AUfbzpdYNqfZeMhcGbHF53cAZUi67XJeIlwSPc3a88LEofg8aQg-9Hw0uheGnSSo6vqIfdYFPbcIpsNeq2U1icu4BP9t7W1plvnO6poR71KxK8PbMopqmX4rQIGUivYLi/s1600/images+%25281%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="225" data-original-width="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLLy8un0Mz7f3AUfbzpdYNqfZeMhcGbHF53cAZUi67XJeIlwSPc3a88LEofg8aQg-9Hw0uheGnSSo6vqIfdYFPbcIpsNeq2U1icu4BP9t7W1plvnO6poR71KxK8PbMopqmX4rQIGUivYLi/s1600/images+%25281%2529.jpg" /></a></div>
<br />
<br />
<span style="color: #ea9999;"><b><br /></b></span>
<span style="color: #c27ba0;"><b><br /></b></span>
<span style="color: #c27ba0;"><b><br /></b></span></div>
Alcilene Rodrigues http://www.blogger.com/profile/17414530444203883851noreply@blogger.com0tag:blogger.com,1999:blog-6729285355160398173.post-59138391172334233372019-06-25T13:53:00.002-03:002019-06-25T13:53:53.690-03:00Cabos e Ilhas...profª Alcilene Rodrigues<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="color: #76a5af;"><b>Geografia</b></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0EGnDIF63lChXoO5iReGU5ngVmkTaCLd4tzv-cIks1crzbbn_j8OEr5RPzgRYzN_wLE9T5Zz5z0_kL77rlo_MfGEJJjfHvTGFelNG0fCoH_7tMfbfy6KFczlr9abnWrZINKaZTg_XooZL/s1600/mapa-brasil.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="580" data-original-width="566" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0EGnDIF63lChXoO5iReGU5ngVmkTaCLd4tzv-cIks1crzbbn_j8OEr5RPzgRYzN_wLE9T5Zz5z0_kL77rlo_MfGEJJjfHvTGFelNG0fCoH_7tMfbfy6KFczlr9abnWrZINKaZTg_XooZL/s320/mapa-brasil.jpg" width="312" /></a></div>
<span style="color: #76a5af;"><b><br /></b></span>
<span style="color: magenta;"><b>Cabos</b></span><br />
<span style="color: magenta;"><b><br /></b></span>
<span style="color: #c27ba0;"><b>Os cabos do Brasil são:Ponta de maguari, na Ilha do Marajó, no Pará.</b></span><br />
<span style="color: #c27ba0;"><b>Cabo de Orange, norte e Cassiporé no Amapá.</b></span><br />
<span style="color: #c27ba0;"><b>Cabo de São Roque, no Rio Grande do Norte.</b></span><br />
<span style="color: #c27ba0;"><b>Cabo Branco, na Paraíba.</b></span><br />
<span style="color: #c27ba0;"><b>Cabo Santo Agostinho e Ponta das Pedras, em Pernambuco.</b></span><br />
<span style="color: #c27ba0;"><b>Cabo de Santo Antonio, na Bahia.</b></span><br />
<span style="color: #c27ba0;"><b>Cabo de São Tomé e Cabo Frio, no Rio de Janeiro.</b></span><br />
<span style="color: #c27ba0;"><b>Cabo de Santa Marta Grande e Santa Marta Pequena em Santa Catarina.</b></span><br />
<span style="color: #c27ba0;"><b><br /></b></span>
<span style="color: #6aa84f;"><b>Ilhas</b></span><br />
<span style="color: #c27ba0;"><b><br /></b></span>
<span style="color: #c27ba0;"><b>As principais ilhas do Brasil são: Maraca, no Amapá, Marajó, Caviana e Mexicana no Pará.</b></span><br />
<span style="color: #c27ba0;"><b>São Luis, no Maranhão.</b></span><br />
<span style="color: #c27ba0;"><b>Itamaracá, em Pernambuco.</b></span><br />
<span style="color: #c27ba0;"><b>Tinharé, Itaparica, Boipeba e Recife dos Abrolhos na Bahia.</b></span><br />
<span style="color: #c27ba0;"><b>Espirito Santo, no Espirito Santo.</b></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8r7C6YuEkUqas7YWSYN40zseWznmibBLs0Eca5SsFUeDN31YL1o93ncl4CFTNHVkxZQubC9MIXrxGcrafeTenyOyTkEODEwFx5XDyzDx2FtrdLXjjvSxtUmRrVGnr7b1SE9g9rae0gau6/s1600/mapa-localizacao-morro-de-sao-paulo.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="625" data-original-width="791" height="252" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8r7C6YuEkUqas7YWSYN40zseWznmibBLs0Eca5SsFUeDN31YL1o93ncl4CFTNHVkxZQubC9MIXrxGcrafeTenyOyTkEODEwFx5XDyzDx2FtrdLXjjvSxtUmRrVGnr7b1SE9g9rae0gau6/s320/mapa-localizacao-morro-de-sao-paulo.jpg" width="320" /></a></div>
<span style="color: #c27ba0;"><b>Comprida, Grande, Gipoia, Viana, </b></span><b style="color: #c27ba0;">Governador, Paqueta, Vilegagnon, Cobras, Enxadas, Flores, na baia de Guanabara, Rio de Janeiro.</b><br />
<b style="color: #c27ba0;">São Sebastião, São Vicente, Santo Amaro, </b><span style="color: #c27ba0;"><b>Cananeia</b></span><b style="color: #c27ba0;"> e Cardoso em São Paulo.</b><br />
<b style="color: #c27ba0;">Figueira e Mel no Parana.</b><br />
<div class="separator" style="clear: both; text-align: center;">
<b style="color: #c27ba0;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDxbDElbncLEFDquNICkLGwfpmI2d1EbNxa5-UHaip5Mk_tKxIpFauAtYojsuMXaiAZ1Xyx8QUN952iSwK2kMu_PN5Cc6At5T_x44OfzbqyMnLeRASFlvKdqOPHvRj5vPAEnf3nyJDrzuL/s1600/Mapa-Placa-Ilha-do-Mel-1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1231" data-original-width="1600" height="246" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDxbDElbncLEFDquNICkLGwfpmI2d1EbNxa5-UHaip5Mk_tKxIpFauAtYojsuMXaiAZ1Xyx8QUN952iSwK2kMu_PN5Cc6At5T_x44OfzbqyMnLeRASFlvKdqOPHvRj5vPAEnf3nyJDrzuL/s320/Mapa-Placa-Ilha-do-Mel-1.jpg" width="320" /></a></b></div>
<br />
<b style="color: #c27ba0;">São Francisco e Santa Catarina, em Santa Catarina.</b><br />
<b style="color: #c27ba0;">Marinheiros, no Rio Grande do Sul.</b><br />
<b style="color: #c27ba0;">As ilhas afastadas da costa são:</b><br />
<b style="color: #c27ba0;">Arquipélago Fernando de Noronha, na direção do Rio Grande do Norte.</b><br />
<b style="color: #c27ba0;">Martin Vaz e Trindade, na direção do Espirito Santo.</b><br />
<b style="color: #c27ba0;">Há ainda as ilhas fluviais do Bananal, no rio Araguaia em Goias e Tupinambarana, no rio Amazonas.</b><br />
<b style="color: #c27ba0;">A maior ilha do Brasil é a Ilha de Marajó.(</b><span style="color: #c27ba0;"><b>marítima</b></span><b style="color: #c27ba0;">)</b><br />
<b style="color: #c27ba0;"><br /></b>
<b><span style="color: #76a5af;">Responda, complete, ou dê o que se pede:</span></b><br />
<b><span style="color: #76a5af;"><br /></span></b>
<b><span style="color: #76a5af;">1- Quais os cabos do:</span></b><br />
<b><span style="color: #76a5af;">Rio Grande do Norte-..................................................</span></b><br />
<b><span style="color: #76a5af;">Paraiba-........................................................................</span></b><br />
<b><span style="color: #76a5af;">Bahia-...........................................................................</span></b><br />
<b><span style="color: #76a5af;">2- Quais os cabos de Santa Catarina?</span></b><br />
<b><span style="color: #76a5af;">.......................................................................................</span></b><br />
<b><span style="color: #76a5af;">3- Onde se localizam os cabos:</span></b><br />
<b><span style="color: #76a5af;">Orange, Norte e Cassiporé-........................................</span></b><br />
<b><span style="color: #76a5af;">......................................................................................</span></b><br />
<b><span style="color: #76a5af;">4- Onde se localizam as pontas:</span></b><br />
<b><span style="color: #76a5af;">Maguari-......................................................................</span></b><br />
<b><span style="color: #76a5af;">Ponta das Pedras.........................................................</span></b><br />
<b><span style="color: #76a5af;">5- Qual a maior ilha do Brasil?.................................</span></b><br />
<b><span style="color: #76a5af;">6- Quais as ilhas da Bahia?........................................</span></b><br />
<b><span style="color: #76a5af;">......................................................................................</span></b><br />
<b><span style="color: #76a5af;">7- Quais as ilhas de São Paulo?.................................</span></b><br />
<b><span style="color: #76a5af;">......................................................................................</span></b><br />
<span style="color: #76a5af;"><b>8- Florianópolis fica situada na ilha de ..................</b></span><br />
<span style="color: #76a5af;"><b>......................................................................................</b></span><br />
<span style="color: #76a5af;"><b>9- A capital do Maranhão fica situada na ilha de...</b></span><br />
<span style="color: #76a5af;"><b>..............................................., assim como a capital do Espirito Santo localiza-se na ilha do....</b></span><br />
<span style="color: #76a5af;"><b>....................................................................................</b></span><br />
<span style="color: #76a5af;"><b>10- Onde se localizam as ilhas:</b></span><br />
<span style="color: #76a5af;"><b>Itamaracá.................................................................</b></span><br />
<span style="color: #76a5af;"><b>Governador...............................................................</b></span><br />
<span style="color: #76a5af;"><b>Figueira.....................................................................</b></span><br />
<span style="color: #76a5af;"><b>São Francisco...........................................................</b></span><br />
<span style="color: #76a5af;"><b>Itaparica...................................................................</b></span><br />
<span style="color: #76a5af;"><b>11- Quais as ilhas do Estado do Rio de Janeiro?...</b></span><br />
<span style="color: #76a5af;"><b>...................................................................................</b></span><br />
<span style="color: #76a5af;"><b>12- As ilhas afastadas da costa são:.......................</b></span><br />
<span style="color: #76a5af;"><b>..................................................................................</b></span><br />
<span style="color: #76a5af;"><b>13-A ilha fluvial do .......................................está, situada no rio Araguaia.</b></span><br />
<span style="color: #76a5af;"><b>14- No rio Amazonas temos a ilha fluvial de................................................</b></span><br />
<span style="color: #76a5af;"><b>15- Numere a coluna da direita, de acordo com a da esquerda:</b></span><br />
<span style="color: #76a5af;"><b>1-Vilagaignon ( ) São Paulo</b></span><br />
<span style="color: #76a5af;"><b>2-Cardoso ( ) Pernambuco</b></span><br />
<span style="color: #76a5af;"><b>3-Itaparica ( ) Rio Grande do Sul</b></span><br />
<span style="color: #76a5af;"><b>4-Itamaracá ( ) Bahia</b></span><br />
<span style="color: #76a5af;"><b>5-Marinheiros ( ) b</b>aia do Guanabara,<b>Rio de Janeiro</b></span><br />
<span style="color: #76a5af;"><b><br /></b></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqynGCWC5zEqTB6ZM3uOjm5QI6_E1QorCvNxDfLCnIBp3eOMCO_TSeD-fdTxN6FVIJECOexqIiqo6ko4q_UbEtKr3nvpr8UbqAO20wTqWjb0QzZUlhNNijLQ_3l-cGUtjgdFFG6jGKK2TP/s1600/1620949_994573143942396_6900682954135060186_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="600" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqynGCWC5zEqTB6ZM3uOjm5QI6_E1QorCvNxDfLCnIBp3eOMCO_TSeD-fdTxN6FVIJECOexqIiqo6ko4q_UbEtKr3nvpr8UbqAO20wTqWjb0QzZUlhNNijLQ_3l-cGUtjgdFFG6jGKK2TP/s320/1620949_994573143942396_6900682954135060186_n.jpg" width="266" /></a></div>
<b><span style="color: #76a5af;"><br /></span></b>
<span style="color: #76a5af;"><span style="color: #c27ba0;"><b><br /></b></span>
<span style="color: #c27ba0;"><b><br /></b></span></span>
<span style="color: #c27ba0;"><b><br /></b></span>
</div>
Alcilene Rodrigues http://www.blogger.com/profile/17414530444203883851noreply@blogger.com0tag:blogger.com,1999:blog-6729285355160398173.post-42112583733407781482019-05-03T12:05:00.000-03:002019-05-03T12:05:42.763-03:00O cubismo...por profª Alcilene Rodrigues<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
<span style="color: #d5a6bd;"><b>Artes</b></span>
<span style="color: #d5a6bd;"><b><br /></b></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU73xAm9stxE0-BtOOKGJvdMYKN4S5jP5nblZ5ahgUKy123Pt0uvXAnq6hC97sKnCBLqJSiZhp8QcTIvnhdYp5zUEZFRNwm1eCCGmYg8GH1-YmTMHQum2-abUbKDbtKz3MsLckLMccxemY/s1600/ABAAAfo7cAB-1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU73xAm9stxE0-BtOOKGJvdMYKN4S5jP5nblZ5ahgUKy123Pt0uvXAnq6hC97sKnCBLqJSiZhp8QcTIvnhdYp5zUEZFRNwm1eCCGmYg8GH1-YmTMHQum2-abUbKDbtKz3MsLckLMccxemY/s320/ABAAAfo7cAB-1.jpg" width="320" /></a></div>
<span style="color: #d5a6bd;"><b><br /></b></span>
<span style="color: #d5a6bd;"><b><br /></b></span>
<b style="color: #d5a6bd;">O movimento cubista foi, nas artes visuais, uma revolução tão completa que os meios pelos quais as imagens podiam ser formalizadas na pintura modificaram -se mais durante os anos de 1907-1914 do que se haviam modificado desde o Renascimento. Suas invenções corresponderam tão diretamente aos problemas artísticos do início do século XX que o próprio cubismo mal havia aparecido quando seus recursos formais começaram a influenciar as outras artes, em particular a arquitetura e as artes aplicadas, mas também a poesia e a música.</b><br />
<b style="color: #d5a6bd;"><br /></b>
<b style="color: #d5a6bd;"><br /></b>
<b style="color: #d5a6bd;"><br /></b></div>
<div style="text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjozb3Ettn-MFydBuUjcnarV0poJ6SFjCsezXb9XeB7ARxn-wYVGFOs5m5YcMWjb2AVg8rtYT0mH0VzUYa_7f-wpy-m0weOHa2KCjLQnAoohBQ5Vh4rGCIWNqS6fiF5f8I8T0G4a74cGqLz/s1600/picasso3+S_Chorando_jpg.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="479" data-original-width="386" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjozb3Ettn-MFydBuUjcnarV0poJ6SFjCsezXb9XeB7ARxn-wYVGFOs5m5YcMWjb2AVg8rtYT0mH0VzUYa_7f-wpy-m0weOHa2KCjLQnAoohBQ5Vh4rGCIWNqS6fiF5f8I8T0G4a74cGqLz/s320/picasso3+S_Chorando_jpg.jpg" width="257" /></a></div>
<span style="color: #d5a6bd;"><b> </b></span></div>
<div style="text-align: justify;">
<div style="text-align: center;">
<span style="color: #f6b26b;"><b>Mulher chorando, de Pablo Picasso, principal representante do Cubismo, escola que valoriza as formas geométricas e explorava diferentes maneiras de representar a profundidade no plano. Ao mesmo tempo, questionava a leitura de mundo a partir de uma unica perspectiva: assim, vários aspectos do que estava sendo retratado eram mostrados simultaneamente: a mulher esta de perfil, mas o observador vê os seus dois olhos,como se ela estivesse de frente . </b></span></div>
<div style="text-align: center;">
<span style="color: #f6b26b;"><b><br /></b></span></div>
<div style="text-align: center;">
<br /></div>
</div>
<div style="text-align: justify;">
<span style="color: #d5a6bd;"><b>Durante 500 anos. desde o início da Renascença italiana, os artistas tinham sido guiados pelos princípios da perspectiva matemática e cientifica, de acordo com os quais o artista via o seu modelo ou objeto de um único ponto de vista estacionário. Agora, é como se Picasso tivesse andado 180 graus em redor do seu modelo e tivesse sintetizado suas sucessivas impressões numa única imagem. O rompimento com a perspectiva tradicional resultaria, nos anos seguintes, no que os críticos da época chamaram visão simultânea, a fusão de varias vistas de uma figura ou objeto numa unica imagem.</b></span></div>
<div style="text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdYE1-qlZEfXFCCzadFGiwvs-FN4jFpywkF7BdoGc5rq72optNE6V1ZETHC5WBxF-FdJRdYmIr3RjuooQWBoucteArJhJ9MW5DtrsrXRt7-FSKCtrNWUWkoz3Q1N97L74LRdXs2TsKALN2/s1600/50-pinturas-famosas-no-mundo-23-638.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="359" data-original-width="638" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdYE1-qlZEfXFCCzadFGiwvs-FN4jFpywkF7BdoGc5rq72optNE6V1ZETHC5WBxF-FdJRdYmIr3RjuooQWBoucteArJhJ9MW5DtrsrXRt7-FSKCtrNWUWkoz3Q1N97L74LRdXs2TsKALN2/s400/50-pinturas-famosas-no-mundo-23-638.jpg" width="400" /></a></div>
<span style="color: #d5a6bd;"><b>O espanhol Pablo Picasso, radicado em Paris, e o francês Georges Braque podem ser considerados os iniciadores do movimento cubista. Particularmente, era o atelier de Picasso o palco de encontro de artistas que discutiam novas formas de representarem a realidade. Robert Delaunay, Juan Gris, Jean Metzinger e Fernand Leger foram astistas que se destacaram na fase heroica do Cubismo. </b></span><br />
<br />
<span style="color: #d5a6bd;"><b><br /></b></span>
<span style="color: #d5a6bd;"><span style="color: #d5a6bd; font-weight: bold;"> </span></span><br />
<div class="separator" style="clear: both; color: #d5a6bd; font-weight: bold; text-align: center;">
<span style="color: #d5a6bd;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggtV02eohxRmEvEj7OErSa1qSTXIRsR71TcYixEGj7tW9bwjNikYunYT4TFE7eTjqm5S1BuoDdCGmgVLD8feT7d94DSWO-p0qfGs4iw2hK6iX6ESWZl6AIfwdAtFFrjojkIUyn4b9r5-VA/s1600/Jean_Metzinger%252C_Le_go%25C3%25BBter%252C_Tea_Time%252C_1911%252C_75.9_x_70.2_cm%252C_Philadelphia_Museum_of_Art.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1473" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggtV02eohxRmEvEj7OErSa1qSTXIRsR71TcYixEGj7tW9bwjNikYunYT4TFE7eTjqm5S1BuoDdCGmgVLD8feT7d94DSWO-p0qfGs4iw2hK6iX6ESWZl6AIfwdAtFFrjojkIUyn4b9r5-VA/s320/Jean_Metzinger%252C_Le_go%25C3%25BBter%252C_Tea_Time%252C_1911%252C_75.9_x_70.2_cm%252C_Philadelphia_Museum_of_Art.jpg" width="294" /></a></span></div>
<div class="separator" style="clear: both; color: #d5a6bd; font-weight: bold; text-align: center;">
<span style="color: #d5a6bd;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="color: #d5a6bd;"><span style="color: #f6b26b;"><b>Nesse quadro batizado por alguns de A Monalisa do Cubismo, observa-se a geometrização do corpo nu da moça e a perspectiva simultânea da xícara e do pires ( o conjunto aparece cortado ao meio, visto de dois ângulos distintos)</b></span></span></div>
<div class="separator" style="clear: both; font-weight: bold; text-align: center;">
<span style="color: #d5a6bd;"><span style="color: #f6b26b;"><br /></span></span></div>
<div class="separator" style="clear: both; color: #d5a6bd; font-weight: bold; text-align: justify;">
<span style="color: #d5a6bd;">Exercicio:</span></div>
<div class="separator" style="clear: both; color: #d5a6bd; font-weight: bold; text-align: justify;">
<span style="color: #d5a6bd;">1- Quais são obras de Pablo Picasso?</span></div>
<div class="separator" style="clear: both; color: #d5a6bd; font-weight: bold; text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwl2A2FUvRSG8aYCLKFHkoLnU12ONKp_EsHv5RQlGd7qFPCM46f0stU67BXFuGT2_uqSikpEZTYZtddT0DA1kVF_YsvZE1F21wxZkePQmnibEIEPpNCvsNzi63aExb_sVZLrgFeYE4QHv-/s1600/untitled.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="244" data-original-width="207" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwl2A2FUvRSG8aYCLKFHkoLnU12ONKp_EsHv5RQlGd7qFPCM46f0stU67BXFuGT2_uqSikpEZTYZtddT0DA1kVF_YsvZE1F21wxZkePQmnibEIEPpNCvsNzi63aExb_sVZLrgFeYE4QHv-/s1600/untitled.png" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKKJpZCWq8V2CccA_v2Xet8B_VpfeoW9RjAUVRcKbO06b5a6V46r9JurWgxMc4bzagAxNFCnac2eWkvE_6uG9Z_-r-EOtuv7AWoUGOjBOlR1TJFG-n24f7xGGMp2ncfvRncZotVxisRWnA/s1600/cubismo04.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="350" data-original-width="350" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKKJpZCWq8V2CccA_v2Xet8B_VpfeoW9RjAUVRcKbO06b5a6V46r9JurWgxMc4bzagAxNFCnac2eWkvE_6uG9Z_-r-EOtuv7AWoUGOjBOlR1TJFG-n24f7xGGMp2ncfvRncZotVxisRWnA/s320/cubismo04.jpg" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7iOhq3jW2FVAM-zeKhx2ftwYFzEqv48y0YRUkXg7edlQX6A1v-_699IGadgKI2P74ClOQdax9bST481gP64uFwzyj-sVdKeDx-fXLDvv1i7fsKYXMQdr3K6256yNa8l3vpmJvxq6oWB6e/s1600/O+BEIJO.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="240" data-original-width="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7iOhq3jW2FVAM-zeKhx2ftwYFzEqv48y0YRUkXg7edlQX6A1v-_699IGadgKI2P74ClOQdax9bST481gP64uFwzyj-sVdKeDx-fXLDvv1i7fsKYXMQdr3K6256yNa8l3vpmJvxq6oWB6e/s1600/O+BEIJO.jpg" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg62EatmHmQgNCDu5CBoFb9jsBx-GpZ3ieKCnp6wKOzFm2laMui64TM224yUvqqXkgh6zt1e97x_ms4svndlmykUIB24Zv6rFeiZXHV2vSVot5-aWlKGqwWWPA94-y1EnWWUTawnbS8RFa/s1600/poster-pintura-cubista-1574750.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="500" data-original-width="375" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg62EatmHmQgNCDu5CBoFb9jsBx-GpZ3ieKCnp6wKOzFm2laMui64TM224yUvqqXkgh6zt1e97x_ms4svndlmykUIB24Zv6rFeiZXHV2vSVot5-aWlKGqwWWPA94-y1EnWWUTawnbS8RFa/s320/poster-pintura-cubista-1574750.jpg" width="240" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIPpTSJLHEgEv1kn99uJW1ljR718wy6if3xx-sv_bs96kPxUWYSAhpbCqpAWtYMrEz6_w01p5JijoUS4jn52OfvTWROlEDcbUx_ZvHJTk8Oc5XSnlA-qQy0fuRndDCuPUdzlfLbpr1dfUp/s1600/464px-JuanGris_Portrait_of_Picasso.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="320" data-original-width="247" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIPpTSJLHEgEv1kn99uJW1ljR718wy6if3xx-sv_bs96kPxUWYSAhpbCqpAWtYMrEz6_w01p5JijoUS4jn52OfvTWROlEDcbUx_ZvHJTk8Oc5XSnlA-qQy0fuRndDCuPUdzlfLbpr1dfUp/s1600/464px-JuanGris_Portrait_of_Picasso.jpg" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdrPeFljr8VtAe6ddGnCFGq1FTA0hPqHsZYxKMlU06BE2CleiF_mqdg3d2eplS7jXjOQUxSsrTWkQbVHorx9CfvvSIDOfxUSmOxEBHegLfhUSDSTJ5RkIxVxW7I0EaFZ26r88ovWfEu3mF/s1600/pablo_2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="318" data-original-width="251" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdrPeFljr8VtAe6ddGnCFGq1FTA0hPqHsZYxKMlU06BE2CleiF_mqdg3d2eplS7jXjOQUxSsrTWkQbVHorx9CfvvSIDOfxUSmOxEBHegLfhUSDSTJ5RkIxVxW7I0EaFZ26r88ovWfEu3mF/s1600/pablo_2.jpg" /></a></div>
<div class="" style="clear: both; color: #d5a6bd; font-weight: bold; text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; color: #d5a6bd; font-weight: bold; text-align: center;">
<span style="color: #d5a6bd;"><br /></span></div>
<div class="separator" style="clear: both; color: #d5a6bd; font-weight: bold; text-align: center;">
<span style="color: #d5a6bd;"><br /></span></div>
<div class="separator" style="clear: both; color: #d5a6bd; font-weight: bold; text-align: center;">
<span style="color: #d5a6bd;"><br /></span></div>
<div class="separator" style="clear: both; color: #d5a6bd; font-weight: bold; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; color: #d5a6bd; font-weight: bold; text-align: center;">
<span style="color: #d5a6bd;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOlewpdEyi77tP3YTWMbY-0vepG4CMuhitN0YwuLYKiqXLbMtkrD4kEAql6TuCfkxa9ongJYXz7wj2uoweUELLMlVb-COAOo50EGzTEKXYjcCNGS3QXWks49HP1zzFvU5Pz8ZYDQaW4f6M/s1600/pablo-picasso-e-o-cubismo-11-728.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="546" data-original-width="728" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOlewpdEyi77tP3YTWMbY-0vepG4CMuhitN0YwuLYKiqXLbMtkrD4kEAql6TuCfkxa9ongJYXz7wj2uoweUELLMlVb-COAOo50EGzTEKXYjcCNGS3QXWks49HP1zzFvU5Pz8ZYDQaW4f6M/s320/pablo-picasso-e-o-cubismo-11-728.jpg" width="320" /></a></span></div>
<div style="color: #d5a6bd; font-weight: bold;">
<br /></div>
<div class="separator" style="clear: both; color: #d5a6bd; font-weight: bold; text-align: center;">
<span style="color: #d5a6bd;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj434jStamuGNefufwjcqsWrr9QkqQi8jdTGZ7bXCUetMnVOROokqimg5o9r-aSuhTghBYGi4W5O1zbzc7dgKBfCAeYvKPtxPyJdU-WWrNVpty_Egfz4e33a-5gbggOVet2Pop4YkLFvkrC/s1600/Cubismo%252Bno%252BBrasil_.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="793" data-original-width="1058" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj434jStamuGNefufwjcqsWrr9QkqQi8jdTGZ7bXCUetMnVOROokqimg5o9r-aSuhTghBYGi4W5O1zbzc7dgKBfCAeYvKPtxPyJdU-WWrNVpty_Egfz4e33a-5gbggOVet2Pop4YkLFvkrC/s320/Cubismo%252Bno%252BBrasil_.jpg" width="320" /></a></span></div>
<div style="color: #d5a6bd; font-weight: bold;">
<br /></div>
<div class="separator" style="clear: both; color: #d5a6bd; font-weight: bold; text-align: center;">
</div>
<div class="separator" style="clear: both; color: #d5a6bd; font-weight: bold; text-align: center;">
<span style="color: #d5a6bd;"><br /></span></div>
<div class="separator" style="clear: both; color: #d5a6bd; font-weight: bold; text-align: center;">
<span style="color: #d5a6bd;"><br /></span></div>
</div>
</div>
Alcilene Rodrigues http://www.blogger.com/profile/17414530444203883851noreply@blogger.com0