<?xml version='1.0' encoding='UTF-8'?><rss xmlns:atom="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/" xmlns:blogger="http://schemas.google.com/blogger/2008" xmlns:georss="http://www.georss.org/georss" xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr="http://purl.org/syndication/thread/1.0" version="2.0"><channel><atom:id>tag:blogger.com,1999:blog-4142337697934659319</atom:id><lastBuildDate>Thu, 19 Dec 2024 03:22:40 +0000</lastBuildDate><category>As Três Graças</category><category>Botticelli - A Vênus Vestida</category><category>Botticelli - Suas Mulheres</category><category>Delacroix - Um Quadro em Prosa</category><category>Flora</category><category>Isso é Arte?</category><category>Vênus e o Espelho</category><title>AcroArte</title><description></description><link>http://acroarte.blogspot.com/</link><managingEditor>noreply@blogger.com (Luis Alfredo Moutinho da Costa)</managingEditor><generator>Blogger</generator><openSearch:totalResults>9</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4142337697934659319.post-2472795972631848417</guid><pubDate>Tue, 26 Apr 2011 10:28:00 +0000</pubDate><atom:updated>2011-12-05T10:57:22.889-08:00</atom:updated><title>Isso é Arte???</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;i&gt;&quot;Arte é Arte ou é Merda&quot;&lt;/i&gt; &lt;br /&gt;
&lt;i&gt;(Portinari, apud E. Galeano em Espelhos)&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhc0g3ohTlDNO2T5EZm7lClTc7Udlch_CUT0qDAoT1s4G5TAaJZYiP_jTc1BSFOY5qx4fH03W2exxTC21W4BFXm4LvUcDcHy67S36ZKjnxunLQozovGiJvC2t4gD51rSz1C_XRSxdUMz4k/s1600-h/Augusto%20de%20Campos%5B4%5D.jpg&quot;&gt;&lt;img align=&quot;right&quot; alt=&quot;Augusto de Campos&quot; border=&quot;0&quot; height=&quot;122&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhC98YVWCyrO4sG3lAKWlHV-94y1xS4PhU-qhML1fw-ZpZubqIssHoOTsLwIJtE4QEtv8FL90H3JJCdkPsb5SdbehOAVd3mL72-ToF9cP0BSLYmn3WHmreChePdWJqzYiyOQRavh3z9wy0/?imgmax=800&quot; title=&quot;Augusto de Campos&quot; width=&quot;152&quot; /&gt;&lt;/a&gt; &lt;/i&gt; &lt;br /&gt;
&lt;i&gt;“Pós-tudo, ex-tudo, nada”&lt;/i&gt;&lt;br /&gt;
&lt;b&gt;Augusto de Campos&lt;/b&gt; (15/09/2005) &lt;br /&gt;
Uma artista inglesa expôs e vendeu a uma galeria, por 350 mil dólares, a cama onde ela passou a noite trepando e onde havia várias camisinhas usadas. Isso é arte?&lt;br /&gt;
O artista belga Win Delvoye enviou para a Bienal de Veneza uma lata contendo seu cocô. A obra foi denominada “Merda do artista”. No ano seguinte, ele industrializou o processo, criando, com um projeto de 200 mil dólares, uma engenhoca que fabrica merda, vendendo cada latinha dessa merda por 1.000 dólares. Em 2002 uma dessas latinhas foi comprada pela Tate Galery por quase um milhão de libras. Isso é cocô, quer dizer, isso é arte? &lt;br /&gt;
Vito Aconti, ex-marido de Marina Abramovic montou numa galeria uma instalação chamada &lt;i&gt;Seedbed&lt;/i&gt;, que consistia em que ele ficasse sobre um estrado se masturbando durante oito horas por dia, durante duas semanas, dizendo em voz alta todas as fantasias que os assistentes lhe despertavam. Arte? &lt;br /&gt;
Haggens descobriu um método de plastificar os cadáveres e realizou algumas exposições com esses seres mortos que passaram por esse processo (pós-moderno) de mumificação. Aí havia gente com o ventre aberto, fetos, animais pela metade, enfim, aquilo que se chama de “museu de horrores”. &lt;br /&gt;
Na Feira Internacional de Arte Contemporânea, em Paris, em 1975, a &lt;i&gt;performance&lt;/i&gt; de Herman Nitsch, patrocinada pela galeria Rodolf Stadler, consistia numa série de missas negras. Resultado: no dia seguinte ainda havia 2 cm de sangue sobre os 250 metros da galeria.&lt;br /&gt;
Marina Abramovic, em 1972, apresentou a obra &lt;i&gt;Ritmo 0&lt;/i&gt;, que consistiu em ficar parada junto a uma mesa sobre a qual havia alguns objetos: uma arma, um machado, mel, tinta, perfume, baton, azeite, etc. Ela ficava ali exposta e à disposição dos expectadores que tinham num cartaz orientação de como atuar naquela obra de arte: “há 72 objetos sobre a mesa que podem ser usados em mim conforme desejado. Eu sou o objeto”. Como noticiou a imprensa, “seis horas depois suas roupas haviam sido rasgadas e a arma tinha sido apontada para sua cabeça”. Assim ela apenas radicalizou outra performance quando, certa feita, passou 12 dias na Sean Kelly Galery totalmente exposta à curiosidade do público enquanto passantes, bêbados, operários curiosos viam todas as suas intimidades. &lt;br /&gt;
Esses são apenas alguns dos exemplos das dezenas de obras de “arte contemporânea” que têm seu estatuto de valor estético questionado por Affonso Romano de Sant&#39;Anna no seu ousado livro &lt;i&gt;Desconstruir Duchamp: arte na hora da revisão&lt;/i&gt; (editora Vieira &amp;amp; Lent, 2003). A partir da grande receptividade de um artigo publicado no jornal &lt;i&gt;O Globo&lt;/i&gt;, no ano de 2001, denominado “Arte – um equívoco alarmante”, Sant&#39;Anna acabou escrevendo mais 50 artigos. Eles são saborosos de se ler, instigantes na suas argumentações e ousados em suas proposições sobre os rumos da arte atual. &lt;br /&gt;
O livro dá o diagnóstico: a arte meteu-se num grande &lt;i&gt;imbróglio&lt;/i&gt;. Os culpados: Duchamp e uma legião de curadores, leiloeiros, &lt;i&gt;marchands&lt;/i&gt; e galeristas que decidem o que é arte e o que tem valor enquanto tal. Pouco resta aos críticos, ensaístas e historiadores da arte, condenados ao silêncio e ao temor da contestação à ordem artística vigente.&lt;br /&gt;
E ao artista resta alguma decisão? Quantos artistas não estão traumatizados, paralisados, congelados de medo diante do desejo de pintar figuras, como se os talibãs os fossem pegar em flagrante?, questiona Sant&#39;Anna. &lt;br /&gt;
Mas, diz o autor, é preciso começar a contestar os próprios contestadores que, de um momento para outro, se petrificaram, se academizaram, se midiatizaram. Segundo seu diagnóstico, Duchamp deu um xeque-mate na arte há quase 100 anos e, desde então, ela ficou paralisada, prisioneira de sua própria revolução. E é Duchamp, pai da arte conceitual, e seus correligionários, os alvos principais dos ataques de Sant&#39;Anna.&lt;br /&gt;
Afinal, não foi o próprio abusado Duchamp que dizia que seus seguidores haviam se tornaram vítimas de sua própria artimanha? “Joguei o urinol na cara deles como desafio e agora eles o admiram como um objeto de arte por sua beleza estética”.&lt;br /&gt;
“Embora o urinol tivesse desaparecido daquela exposição em Nova York, para onde Duchamp o enviou, ele começou a produzir cópias de seu urinol, a assiná-las para diversos museus para inseri-las no sistema artístico que condenara. Só em 1964 autenticou oito outras peças semelhantes, caindo na repetição que tantas vezes condenou. O anti-artista virou artista, a anti-arte, arte. O feitiço virou contra o feiticeiro. O contestador sucumbiu à cultura do mercado. E, no final da década de 90, a Tate Gallery de Londres comprou uma das cópias por quase um milhão de libras”, diz Sant ´Anna. &lt;br /&gt;
Pensar Duchamp através de suas próprias problematizações é desconstruir o desconstrutor. O livro se encarrega dessa tarefa blasfema com muita propriedade.&lt;br /&gt;
O urinol nos revelou que todos podemos ser artistas, basta termos a atitude de escolher um objeto qualquer e denominá-lo arte. O trabalho braçal teve dessa forma seus dias contados (técnica para quê?). O que interessa é a receita, não o bolo. Interessa o conceito, não o fazer. Dessa forma tudo pode ser arte... se assim o quisermos. &lt;br /&gt;
Se tudo é arte, nada é arte. Se uma gosma espermática ou um bule velho de café podem ser arte, qualquer leigo, sem o mínimo talento para a arte, poderia se perguntar: por que não eu também? Calma lá, tudo bem que democratizamos o “talento”, mas nem todos podem ser chamados de “artista”. Apenas os que o sistema artístico, composto por leiloeiros, curadores, galeristas e divulgadores (não críticos de arte), amparados numa estratégia de &lt;i&gt;marketing&lt;/i&gt; que renderá alguns bons dólares, decidir chamar de artista será artista. Estes produzirão o que veremos nas Bienais distribuídas pelo mundo afora. &lt;br /&gt;
Interrogações: quem nunca sentiu uma enorme insatisfação, um tremendo vazio, diante de uma coleção de obras “contemporâneas” expostas nas mais famosas galerias e bienais de arte do mundo? Quem nunca sentiu que ali não havia grande coisa para se apreciar ou que desse o que pensar? Quem é que após estar diante da presença arrebatadora da pintura de um Edward Munch, de um Francis Bacon (participantes anos atrás da Bienal de São Paulo na seção “histórica”), quem é que num momento desse não percorreu a Bienal com tremendo desgosto pelo que era ali exposto como o melhor da criação “contemporânea” (arte é contemporânea? Goya e Rembrandt são apenas o passado, ou o presente e o futuro também?). Não seria, pensamos, uma covardia expor esses gigantes diante das míseras expressões artísticas contemporâneas? Aliás, a curadora da próxima Bienal de São Paulo já se encarregou de desfazer essa humilhação, retirando o “núcleo histórico” da próxima exposição. &lt;br /&gt;
Texto extraído de: &lt;a href=&quot;http://www.digestivocultural.com/colunistas/coluna.asp?codigo=1709&quot;&gt;http://www.digestivocultural.com/colunistas/coluna.asp?codigo=1709 &lt;/a&gt; &lt;br /&gt;
&lt;br /&gt;
E agora ouçam &lt;b&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;Bienal&lt;/span&gt;&lt;/b&gt;, de Zeca Baleiro&amp;nbsp; e José Ramalho,&amp;nbsp; cantada por Zeca Baleiro.&amp;nbsp; Até que ponto chegou esta merda de arte contemporrânea? Zeca Baleiro responde (dica de&lt;b&gt; &lt;a href=&quot;http://julliomachado.blogspot.com/&quot;&gt;Júlio Machado&lt;/a&gt;, poeta atento)&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
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&lt;br /&gt;
&lt;b&gt;Sumário de Acroarte&lt;/b&gt;&lt;br /&gt;
&lt;a href=&quot;http://acroarte.blogspot.com/2010/08/isso-e-arte.html&quot;&gt;Isso é Arte?&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://acroarte.blogspot.com/2010/09/botticelli-uma-deusa-vestida.html&quot;&gt;Botticelli-Uma Deusa Vestida&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://acroarte.blogspot.com/2010/08/botticelli-virgem-maria-despida.html&quot;&gt;Botticelli-A Virgem Maria Despida&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://acroarte.blogspot.com/2010/08/botticelli-suas-mulheres.html&quot;&gt;Botticelli-Suas Mulheres&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://acroarte.blogspot.com/2010/08/delacroix-um-quadro-em-prosa.html&quot;&gt;Delacroix-Um Quadro em Prosa&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://acroarte.blogspot.com/2010/08/venus-e-o-espelho.html&quot;&gt;Vênus ao Espelho&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://acroarte.blogspot.com/2010/08/as-3-gracas-2.html&quot;&gt;As Três Graças&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://acroarte.blogspot.com/2010/08/flora.html&quot;&gt;Flora-Deusa das Flores&lt;/a&gt;  &lt;/div&gt;</description><link>http://acroarte.blogspot.com/2011/04/isso-e-arte.html</link><author>noreply@blogger.com (Luis Alfredo Moutinho da Costa)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhC98YVWCyrO4sG3lAKWlHV-94y1xS4PhU-qhML1fw-ZpZubqIssHoOTsLwIJtE4QEtv8FL90H3JJCdkPsb5SdbehOAVd3mL72-ToF9cP0BSLYmn3WHmreChePdWJqzYiyOQRavh3z9wy0/s72-c?imgmax=800" height="72" width="72"/><thr:total>10</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4142337697934659319.post-1745992385839397116</guid><pubDate>Wed, 13 Oct 2010 11:15:00 +0000</pubDate><atom:updated>2010-10-15T17:39:42.764-07:00</atom:updated><title>Botticelli – A Virgem Maria Despida</title><description>&lt;p&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBYFSBSXgPQl5nR_p6VZwsHOB8DgB6Dlh0lpqz8Vae8t56X-EfZaI0wKVU5JyXSFAMPMI6c2Dxn0jtj2hKvPVjMMaJ3_dGhC4ycDyK7PSV_N-dAGJGDiLT74VtwENhH5RsRsubHctATfI/s1600-h/clip_image006%5B1%5D.jpg&quot;&gt;&lt;img style=&quot;border-right-width: 0px; display: block; float: none; border-top-width: 0px; border-bottom-width: 0px; margin-left: auto; border-left-width: 0px; margin-right: auto&quot; title=&quot;clip_image006&quot; border=&quot;0&quot; alt=&quot;clip_image006&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-nm1GD9VbDkM330-E0TChfteW8KdjZXxD_kLeuWD9JTXpI78clTN-Z3-q3LVPLjyJLnoWJC6jet7HQdor-TqhVOVP6kk0sMgJ93Y2H_lFLwcYuiqY6h8jMqUFpwuGXdjUF0DKJd2tMXc/?imgmax=800&quot; width=&quot;521&quot; height=&quot;357&quot;&gt;&lt;/a&gt;  &lt;p&gt;No &lt;em&gt;Nascimento de Venus&lt;/em&gt; (1486), ao inverso do quadro &lt;em&gt;Primavera&lt;/em&gt;, Botticelli despe a&lt;b&gt; Virgem Maria&lt;/b&gt; (ver neste Blog &lt;i&gt;Botticelli – Uma Deusa Vestida&lt;/i&gt;).&lt;/p&gt; &lt;p&gt;Vênus foi concebida quando o Titã Cronos castrou o deus Urano e os seus genitais caíram ao oceano, fecundando-o. É a Vênus Anadyomene, aquela que&amp;nbsp; sai da “espuma &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg43zhyphenhyphen7NolUGbz7PnuB0Ba9dSTs4_S-WCXwaXrmfozBknl_F2I5gjwxxKpBCfeTkNVmvr31YctuLgBLuuuRpGEV3Dk5oam4eG2cYP4AFPVMHy6TYNNcMHzLMXhc2ZilpvcBvhYIKbn324/s1600-h/clip_image004%5B1%5D.jpg&quot;&gt;&lt;img style=&quot;border-right-width: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; margin-left: 0px; border-left-width: 0px; margin-right: 0px&quot; title=&quot;clip_image004&quot; border=&quot;0&quot; hspace=&quot;12&quot; alt=&quot;clip_image004&quot; align=&quot;right&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgP7uLamvlcuH_iqz5jtYzylZFoNWHQAzdXxqVQizTDFrvONMFosGyMRZnWorNxWgMDvzkebqhZSymxg4CAaBYvVSzmSyEkgoSgBtYTF3FuKzy7OuuDZlwfoX9rOVQgC3QDUgPjRxmDkFw/?imgmax=800&quot; width=&quot;121&quot; height=&quot;143&quot;&gt;&lt;/a&gt;do mar”. Botticelli apresenta uma deusa desnuda, desembarcando na ilha de Chipre em uma concha aberta, impulsionada pelo deus do vento e sob uma chuva de rosas brancas. O quadro é uma pintura alegórica que justapõe, não só elementos mitológicos gregos e romanos, como também funde a deusa pagã com a Virgem cristã.&lt;br&gt;A figura da direita representa a ninfa Flora, que personifica a primavera. Em seu movimento, ela se adianta para cobrir a nudez da deusa. Seu vestido e manto, ambos estampados de flores, são mais uma alusão à primavera, estação onde os poderes sensuais de Vênus estão no auge. &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJXzx3D11S1-VNPTnQC9FLWqS0vKZ_kdv618vd60MuE3ycdmd87diHeFcfjWHtEPxSD53kkQPm585T2-hJfvnpor52yvciUO7Iwjzet37BH38yNukxEbY0LMys7Fy3J1fBG2cTetQor6o/s1600-h/clip_image007%5B1%5D.jpg&quot;&gt;&lt;img style=&quot;border-right-width: 0px; margin: 0px 5px 0px 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px&quot; title=&quot;clip_image007&quot; border=&quot;0&quot; hspace=&quot;12&quot; alt=&quot;clip_image007&quot; align=&quot;left&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuJTw_hOpUOfUh9nHIS64f-5Yqoy5wflV4MXuoaK3YlBkrQS2BMYMiP_smlwnp_FQs7lyWdEyNItKj0Iy7iv10kz5IiPbiV4WawI9jFFbfxsMk4sSafpK18yxpRcOIzlnTulixvEEN6ao/?imgmax=800&quot; width=&quot;92&quot; height=&quot;88&quot;&gt;&lt;/a&gt;À esquerda está Zéfiro, deus do vento do ocidente, com a esposa raptada – Clóris. No quadro &lt;i&gt;Primavera&lt;/i&gt; Botticelli também retrata as duas ninfas, ilustrando um poema de Ovídio, no flagrante onde Zéfiro transforma Clóris em Flora, a deusa das flores. &lt;/p&gt; &lt;p&gt;Assim como ocorreu no quadro Primavera, também aqui não parece haver muita dúvida sobre a intenção do pintor de representar a transfiguração de um sincretismo religioso. Botticelli fora largamente influenciado pela obra do filósofo florentino Marsilio Ticino. Nessa obra, &lt;em&gt;&quot;Ficino tentava mesclar as concepções pagãs e a teologia medieval em uma única doutrina. Por oposição a uma Vênus inferior, terrena, sua Vênus Celeste simbolizava a humanidade, a compaixão, o amor, e sua beleza abria as portas do céu aos mortais&quot;&lt;/em&gt; (Rose Marie &amp;amp; Rainer Hagen, 1997).&lt;/p&gt; &lt;p&gt;O casal Hagen vai ainda mais longe. Na Idade Média, atribuíam-se os símbolos tradicionais de Vênus, as rosas, por exemplo, à personagem que dominava o cenário artístico e era o polo oposto, a Virgem Maria. &lt;em&gt;“Acontece o mesmo com a &lt;strong&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKmhqJdwRJIKin3Qi3bre5earAKEuFlNSNh7hMAb8K2gKtFevtMERe1pxMa2vQf7CW-X2M8i7R4OlGxPW3_ajCgC6XCvCoGQ5vnc4OSBRMPycVMmSx4mUNfUSBqnOcywYWfbTDLhWrjp4/s1600-h/Shell%5B4%5D.jpg&quot;&gt;&lt;img style=&quot;border-bottom: 0px; border-left: 0px; display: inline; margin-left: 0px; border-top: 0px; margin-right: 0px; border-right: 0px&quot; title=&quot;Shell&quot; border=&quot;0&quot; alt=&quot;Shell&quot; align=&quot;left&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiebXl3nVKEpZn-_ABmkpq5wFmNcJ8uLdn4naZZnP7PkKtvXtEvEgTz6UOqVN2Lx6qSp9S0QG2IsBOJueWwNveKo2I5mEIPZJZwISc3Z_czFhpvCk0yqokEZRFgyvjRHscRxEPIIlyNh9M/?imgmax=800&quot; width=&quot;64&quot; height=&quot;59&quot;&gt;&lt;/a&gt;&lt;/strong&gt;concha. Em relação com a deusa pagã, a concha representava, tal como a água, a fertilidade e ainda, devido à sua semelhança com o sexo feminino, o prazer dos sentidos e a sexualidade”.&lt;/em&gt;&amp;nbsp; “&lt;em&gt;Mas, quando forma uma abóboda sobre a madona do retábulo de São Barnabé &lt;/em&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAOVNyu1SKJ315JP9hGcMQE-1PhTo9w9JqKv2cSmcY1FftXKwSuZxR-SbvLWIHtQTT-IP7_CGtzT9UjCDSiMAvcEm_GoimJddxSu3FR_VRmv_3rZ3p9gRxNduSM-TK3LSMyC9cbG-omMw/s1600-h/clip_image0022.jpg&quot;&gt;&lt;em&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlxSl9lD8avNVQEzuPJK9_sINVRFV4G9vYCD5jUYrPACA3zjRa7OY_W5yz3JbcISMP7jmQY9Izpg3LwvHIi-eIE8M3SNmjaT_PhxhbdJM4QNPe1g1rFxr0GwohOl8D19RoyE0pKtEzxJ4/s1600-h/clip_image0026.jpg&quot;&gt;&lt;img style=&quot;border-right-width: 0px; margin: 0px 5px 0px 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px&quot; title=&quot;clip_image002&quot; border=&quot;0&quot; hspace=&quot;12&quot; alt=&quot;clip_image002&quot; align=&quot;left&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWSTh2IpGpRTwpARGFJh03VYmOW_xKsOsWNiptuahQVbcmf3D9RvbMLByd1cJkaIE6qTa-HQGWwiH82w2ZjTWQucJ3pfcffzSyhr3ISgX5PhHUQ5waV7_DoPlI1LXh9agi5VJ5agPfbXk/?imgmax=800&quot; width=&quot;96&quot; height=&quot;101&quot;&gt;&lt;/a&gt;&lt;/em&gt;&lt;/a&gt;(à direita, em baixo) &lt;em&gt;simboliza a virgindade”.&lt;/em&gt; A ambivalência desse símbolo indica mais um ponto em comum entre as figuras míticas da Antiguidade e da Idade Média. &lt;/p&gt; &lt;p&gt;&lt;em&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjogyRBN_vUfaDNC1F0tU88w_tzTsyT1CTdaxj7c_7k7ldUEdgnYl_rotmypwLrlS4vZO-dV3KpcBRHLo6iIwN66_tCVFS2SAhWnuy3ASeDzjX-tAZUFSGYet-Nf-3U2v1ID_Fu4iFeeZ8/s1600-h/clip_image008%5B1%5D.jpg&quot;&gt;&lt;img style=&quot;border-bottom: 0px; border-left: 0px; margin: 0px 0px 0px 5px; display: inline; border-top: 0px; border-right: 0px&quot; title=&quot;clip_image008&quot; border=&quot;0&quot; hspace=&quot;12&quot; alt=&quot;clip_image008&quot; align=&quot;right&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg8P1nnV2k2qYfYNYBcKHh6DLGGCxiHLSUfp7Zwlx7-01hPurv0km7Z9kCXgEG5N_2UIgIm_ow04QUlAVb75ZUp3U7GYDSGr-90upG-Svdcyyi6MFnoOgLTSVBsFWuPi_8GV5aqHdfoN4/?imgmax=800&quot; width=&quot;102&quot; height=&quot;131&quot;&gt;&lt;/a&gt;&lt;/em&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg34t0Qq_plLmIgV1JFmxY2XuDU5KGYYJkT_Crhg5ZzbdE8lZOSdJoPx6TvdPoZAyeBZQkUkUi3v3aX29L4K8OiZUoJL5meHpVJB6v3YFNEJnb-dSVrympnCRcw6doEmkfin2IV9id0SKY/s1600-h/clip_image0022.jpg&quot;&gt;&lt;/a&gt;&lt;/p&gt; &lt;table border=&quot;0&quot; cellspacing=&quot;0&quot; cellpadding=&quot;2&quot; width=&quot;236&quot;&gt; &lt;tbody&gt; &lt;tr&gt; &lt;td valign=&quot;top&quot; width=&quot;30&quot;&gt;&amp;nbsp;&lt;/td&gt; &lt;td valign=&quot;top&quot; width=&quot;204&quot;&gt; &lt;p align=&quot;center&quot;&gt;&lt;strong&gt;Botticelli despe a Virgem&lt;br&gt;&lt;strong&gt;inverte a concha&lt;/strong&gt; &lt;br&gt;&lt;strong&gt;e dá à luz Vênus&lt;/strong&gt;&lt;/strong&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt; &lt;p align=&quot;left&quot;&gt;Reparem que Botticelli poderia até mesmo ter usado o mesmo modelo nas duas representações.&lt;/p&gt;  </description><link>http://acroarte.blogspot.com/2010/10/botticelli-virgem-maria-despida.html</link><author>noreply@blogger.com (Luis Alfredo Moutinho da Costa)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-nm1GD9VbDkM330-E0TChfteW8KdjZXxD_kLeuWD9JTXpI78clTN-Z3-q3LVPLjyJLnoWJC6jet7HQdor-TqhVOVP6kk0sMgJ93Y2H_lFLwcYuiqY6h8jMqUFpwuGXdjUF0DKJd2tMXc/s72-c?imgmax=800" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4142337697934659319.post-662516598775142294</guid><pubDate>Tue, 07 Sep 2010 11:39:00 +0000</pubDate><atom:updated>2010-10-15T13:46:18.881-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Isso é Arte?</category><title>Isso é Arte?</title><description>&lt;div style=&quot;font-family: arial,helvetica,sans-serif&quot;&gt;&lt;span style=&quot;color: black; font-size: small&quot;&gt;&lt;i&gt;&quot;Arte é Arte ou é Merda&quot;&lt;/i&gt;&lt;/span&gt;&lt;br&gt;&lt;span style=&quot;color: black; font-size: small&quot;&gt;&lt;i&gt;(Portinari, apud E. Galeano em Espelhos)&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhc0g3ohTlDNO2T5EZm7lClTc7Udlch_CUT0qDAoT1s4G5TAaJZYiP_jTc1BSFOY5qx4fH03W2exxTC21W4BFXm4LvUcDcHy67S36ZKjnxunLQozovGiJvC2t4gD51rSz1C_XRSxdUMz4k/s1600-h/Augusto%20de%20Campos%5B4%5D.jpg&quot;&gt;&lt;img style=&quot;border-bottom: 0px; border-left: 0px; display: inline; margin-left: 0px; border-top: 0px; margin-right: 0px; border-right: 0px&quot; title=&quot;Augusto de Campos&quot; border=&quot;0&quot; alt=&quot;Augusto de Campos&quot; align=&quot;right&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhC98YVWCyrO4sG3lAKWlHV-94y1xS4PhU-qhML1fw-ZpZubqIssHoOTsLwIJtE4QEtv8FL90H3JJCdkPsb5SdbehOAVd3mL72-ToF9cP0BSLYmn3WHmreChePdWJqzYiyOQRavh3z9wy0/?imgmax=800&quot; width=&quot;152&quot; height=&quot;122&quot;&gt;&lt;/a&gt; &lt;/i&gt;&lt;/span&gt;&lt;br&gt;&lt;br&gt;&lt;span style=&quot;color: black; font-size: small&quot;&gt;&lt;i&gt;“Pós-tudo, ex-tudo, nada”&lt;/i&gt;&lt;br&gt;&lt;b&gt;Augusto de Campos&lt;/b&gt; (15/09/2005)&lt;br&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt; &lt;div style=&quot;font-family: arial,helvetica,sans-serif&quot;&gt;&lt;span style=&quot;color: black; font-size: small&quot;&gt;Uma artista inglesa expôs e vendeu a uma galeria, por 350 mil dólares, a cama onde ela passou a noite trepando e onde havia várias camisinhas usadas. Isso é arte?&lt;br&gt;&lt;br&gt;O artista belga Win Delvoye enviou para a Bienal de Veneza uma lata contendo seu cocô. A obra foi denominada “Merda do artista”. No ano seguinte, ele industrializou o processo, criando, com um projeto de 200 mil dólares, uma engenhoca que fabrica merda, vendendo cada latinha dessa merda por 1.000 dólares. Em 2002 uma dessas latinhas foi comprada pela Tate Galery por quase um milhão de libras. Isso é cocô, quer dizer, isso é arte? &lt;br&gt;&lt;br&gt;Vito Aconti, ex-marido de Marina Abramovic montou numa galeria uma instalação chamada &lt;i&gt;Seedbed&lt;/i&gt;, que consistia em que ele ficasse sobre um estrado se masturbando durante oito horas por dia, durante duas semanas, dizendo em voz alta todas as fantasias que os assistentes lhe despertavam. Arte? &lt;br&gt;&lt;br&gt;Haggens descobriu um método de plastificar os cadáveres e realizou algumas exposições com esses seres mortos que passaram por esse processo (pós-moderno) de mumificação. Aí havia gente com o ventre aberto, fetos, animais pela metade, enfim, aquilo que se chama de “museu de horrores”. &lt;br&gt;&lt;br&gt;Na Feira Internacional de Arte Contemporânea, em Paris, em 1975, a &lt;i&gt;performance&lt;/i&gt; de Herman Nitsch, patrocinada pela galeria Rodolf Stadler, consistia numa série de missas negras. Resultado: no dia seguinte ainda havia 2 cm de sangue sobre os 250 metros da galeria.&lt;br&gt;&lt;br&gt;Marina Abramovic, em 1972, apresentou a obra &lt;i&gt;Ritmo 0&lt;/i&gt;, que consistiu em ficar parada junto a uma mesa sobre a qual havia alguns objetos: uma arma, um machado, mel, tinta, perfume, baton, azeite, etc. Ela ficava ali exposta e à disposição dos expectadores que tinham num cartaz orientação de como atuar naquela obra de arte: “há 72 objetos sobre a mesa que podem ser usados em mim conforme desejado. Eu sou o objeto”. Como noticiou a imprensa, “seis horas depois suas roupas haviam sido rasgadas e a arma tinha sido apontada para sua cabeça”. Assim ela apenas radicalizou outra performance quando, certa feita, passou 12 dias na Sean Kelly Galery totalmente exposta à curiosidade do público enquanto passantes, bêbados, operários curiosos viam todas as suas intimidades. &lt;br&gt;&lt;br&gt;Esses são apenas alguns dos exemplos das dezenas de obras de “arte contemporânea” que têm seu estatuto de valor estético questionado por Affonso Romano de Sant&#39;Anna no seu ousado livro &lt;i&gt;Desconstruir Duchamp: arte na hora da revisão&lt;/i&gt; (editora Vieira &amp;amp; Lent, 2003). A partir da grande receptividade de um artigo publicado no jornal &lt;i&gt;O Globo&lt;/i&gt;, no ano de 2001, denominado “Arte – um equívoco alarmante”, Sant&#39;Anna acabou escrevendo mais 50 artigos. Eles são saborosos de se ler, instigantes na suas argumentações e ousados em suas proposições sobre os rumos da arte atual. &lt;br&gt;&lt;br&gt;O livro dá o diagnóstico: a arte meteu-se num grande &lt;i&gt;imbróglio&lt;/i&gt;. Os culpados: Duchamp e uma legião de curadores, leiloeiros, &lt;i&gt;marchands&lt;/i&gt; e galeristas que decidem o que é arte e o que tem valor enquanto tal. Pouco resta aos críticos, ensaístas e historiadores da arte, condenados ao silêncio e ao temor da contestação à ordem artística vigente.&lt;br&gt;&lt;br&gt;E ao artista resta alguma decisão? Quantos artistas não estão traumatizados, paralisados, congelados de medo diante do desejo de pintar figuras, como se os talibãs os fossem pegar em flagrante?, questiona Sant&#39;Anna. &lt;br&gt;&lt;br&gt;Mas, diz o autor, é preciso começar a contestar os próprios contestadores que, de um momento para outro, se petrificaram, se academizaram, se midiatizaram. Segundo seu diagnóstico, Duchamp deu um xeque-mate na arte há quase 100 anos e, desde então, ela ficou paralisada, prisioneira de sua própria revolução. E é Duchamp, pai da arte conceitual, e seus correligionários, os alvos principais dos ataques de Sant&#39;Anna.&lt;br&gt;&lt;br&gt;Afinal, não foi o próprio abusado Duchamp que dizia que seus seguidores haviam se tornaram vítimas de sua própria artimanha? “Joguei o urinol na cara deles como desafio e agora eles o admiram como um objeto de arte por sua beleza estética”.&lt;br&gt;&lt;br&gt;“Embora o urinol tivesse desaparecido daquela exposição em Nova York, para onde Duchamp o enviou, ele começou a produzir cópias de seu urinol, a assiná-las para diversos museus para inseri-las no sistema artístico que condenara. Só em 1964 autenticou oito outras peças semelhantes, caindo na repetição que tantas vezes condenou. O anti-artista virou artista, a anti-arte, arte. O feitiço virou contra o feiticeiro. O contestador sucumbiu à cultura do mercado. E, no final da década de 90, a Tate Gallery de Londres comprou uma das cópias por quase um milhão de libras”, diz Sant ´Anna. &lt;br&gt;&lt;br&gt;Pensar Duchamp através de suas próprias problematizações é desconstruir o desconstrutor. O livro se encarrega dessa tarefa blasfema com muita propriedade.&lt;br&gt;&lt;br&gt;O urinol nos revelou que todos podemos ser artistas, basta termos a atitude de escolher um objeto qualquer e denominá-lo arte. O trabalho braçal teve dessa forma seus dias contados (técnica para quê?). O que interessa é a receita, não o bolo. Interessa o conceito, não o fazer. Dessa forma tudo pode ser arte... se assim o quisermos. &lt;br&gt;&lt;br&gt;Se tudo é arte, nada é arte. Se uma gosma espermática ou um bule velho de café podem ser arte, qualquer leigo, sem o mínimo talento para a arte, poderia se perguntar: por que não eu também? Calma lá, tudo bem que democratizamos o “talento”, mas nem todos podem ser chamados de “artista”. Apenas os que o sistema artístico, composto por leiloeiros, curadores, galeristas e divulgadores (não críticos de arte), amparados numa estratégia de &lt;i&gt;marketing&lt;/i&gt; que renderá alguns bons dólares, decidir chamar de artista será artista. Estes produzirão o que veremos nas Bienais distribuídas pelo mundo afora. &lt;br&gt;&lt;br&gt;Interrogações: quem nunca sentiu uma enorme insatisfação, um tremendo vazio, diante de uma coleção de obras “contemporâneas” expostas nas mais famosas galerias e bienais de arte do mundo? Quem nunca sentiu que ali não havia grande coisa para se apreciar ou que desse o que pensar? Quem é que após estar diante da presença arrebatadora da pintura de um Edward Munch, de um Francis Bacon (participantes anos atrás da Bienal de São Paulo na seção “histórica”), quem é que num momento desse não percorreu a Bienal com tremendo desgosto pelo que era ali exposto como o melhor da criação “contemporânea” (arte é contemporânea? Goya e Rembrandt são apenas o passado, ou o presente e o futuro também?). Não seria, pensamos, uma covardia expor esses gigantes diante das míseras expressões artísticas contemporâneas? Aliás, a curadora da próxima Bienal de São Paulo já se encarregou de desfazer essa humilhação, retirando o “núcleo histórico” da próxima exposição.&lt;/span&gt;&lt;br&gt;&lt;span style=&quot;color: black; font-size: small&quot;&gt;&lt;/span&gt;&lt;br&gt;&lt;span style=&quot;color: black; font-size: small&quot;&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt; &lt;div style=&quot;font-family: arial,helvetica,sans-serif&quot;&gt;&lt;span style=&quot;color: black; font-size: small&quot;&gt;Texto extraído de: &lt;a href=&quot;http://www.digestivocultural.com/colunistas/coluna.asp?codigo=1709&quot;&gt;http://www.digestivocultural.com/colunistas/coluna.asp?codigo=1709 &lt;/a&gt;&lt;/span&gt;&lt;br&gt;&lt;br&gt;&lt;/div&gt;&lt;span style=&quot;color: black; font-size: small&quot;&gt;&lt;span style=&quot;color: red&quot; class=&quot;Apple-style-span&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: x-large&quot; class=&quot;Apple-style-span&quot;&gt;Sumário de Acroarte&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br&gt;&lt;br&gt;&lt;a href=&quot;http://acroarte.blogspot.com/2010/08/isso-e-arte.html&quot;&gt;Isso é Arte?&lt;/a&gt;&lt;br&gt;&lt;a href=&quot;http://acroarte.blogspot.com/2010/09/botticelli-uma-deusa-vestida.html&quot;&gt;Botticelli-Uma Deusa Vestida&lt;/a&gt;&lt;br&gt;&lt;a href=&quot;http://acroarte.blogspot.com/2010/08/botticelli-virgem-maria-despida.html&quot;&gt;Botticelli-A Virgem Maria Despida&lt;/a&gt;&lt;br&gt;&lt;a href=&quot;http://acroarte.blogspot.com/2010/08/botticelli-suas-mulheres.html&quot;&gt;Botticelli-Suas Mulheres&lt;/a&gt;&lt;br&gt;&lt;a href=&quot;http://acroarte.blogspot.com/2010/08/delacroix-um-quadro-em-prosa.html&quot;&gt;Delacroix-Um Quadro em Prosa&lt;/a&gt;&lt;br&gt;&lt;a href=&quot;http://acroarte.blogspot.com/2010/08/venus-e-o-espelho.html&quot;&gt;Vênus ao Espelho&lt;/a&gt;&lt;br&gt;&lt;a href=&quot;http://acroarte.blogspot.com/2010/08/as-3-gracas-2.html&quot;&gt;As Três Graças&lt;/a&gt;&lt;br&gt;&lt;a href=&quot;http://acroarte.blogspot.com/2010/08/flora.html&quot;&gt;Flora-Deusa das Flores&lt;/a&gt;&lt;br&gt;&lt;/span&gt;  </description><link>http://acroarte.blogspot.com/2010/08/isso-e-arte.html</link><author>noreply@blogger.com (Luis Alfredo Moutinho da Costa)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhC98YVWCyrO4sG3lAKWlHV-94y1xS4PhU-qhML1fw-ZpZubqIssHoOTsLwIJtE4QEtv8FL90H3JJCdkPsb5SdbehOAVd3mL72-ToF9cP0BSLYmn3WHmreChePdWJqzYiyOQRavh3z9wy0/s72-c?imgmax=800" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4142337697934659319.post-4580872090637168154</guid><pubDate>Tue, 07 Sep 2010 11:38:00 +0000</pubDate><atom:updated>2010-09-07T04:38:12.474-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Delacroix - Um Quadro em Prosa</category><title>Delacroix - Um Quadro em Prosa</title><description>&lt;h2 style=&quot;font-family: Arial,Helvetica,sans-serif; margin: 0cm 0cm 0.0001pt;&quot;&gt;



&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkhl-Uo-oS_cZoT5D53ebxW2D8OVdbl-3ckyLCjS5oN-cgtRlC9X6o1mZsvAdUeKyCZBxTEvpL9Ves2MiMwzav0JLIeJj74j2IL6AAJYMBF5Aqte5lbQU6oVUXydliCTQ00l6XBkV_EkQ/s1600/Delacroix-LaGreceExpirant+sur+les+ruines+de+Missolonghi.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkhl-Uo-oS_cZoT5D53ebxW2D8OVdbl-3ckyLCjS5oN-cgtRlC9X6o1mZsvAdUeKyCZBxTEvpL9Ves2MiMwzav0JLIeJj74j2IL6AAJYMBF5Aqte5lbQU6oVUXydliCTQ00l6XBkV_EkQ/s320/Delacroix-LaGreceExpirant+sur+les+ruines+de+Missolonghi.jpg&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-style: normal; font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp; Essa pintura ilustra a capa dos&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt; Pequenos Poemas em Prosa&lt;/span&gt;&lt;span style=&quot;font-style: normal; font-weight: normal;&quot;&gt;,    de Charles Baudelaire (Cia das Letras, 1976), lido em 1980. Foi   somente  ao relê-lo, trinta anos depois (2010!), que notei o quadro de    Delacroix. Mais um amor a primeira vista!&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 11pt; font-style: normal; font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt; &lt;i&gt;(A    escolha do editor não se justifica, pois não há qualquer ligação  entre   os conteúdos dos poemas e da ilustração. Mas, valeu pelo  presente   fortuito e inesperado)&lt;/i&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;i&gt;.&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;font-weight: normal;&quot;&gt;Eugène &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Delacroix é considerado um dos maiores representantes do romantismo francês. Na sua obra convergem a &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;i style=&quot;font-weight: normal;&quot;&gt;“voluptuosidade   de Rubens, o refinamento de Veronese, a expressividade cromática de   Turner e o sentimento patético de seu grande amigo Géricault”.&lt;/i&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt; O pintor sublimava os sentimentos através da cor com maestria, Embora tenha escrito que &lt;/span&gt;&lt;i style=&quot;font-weight: normal;&quot;&gt;“nem sempre a pintura precisa de um tema”&lt;/i&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt; – um lema posterior das primeiras vanguardas, ele vai entrar em contradição com a maioria de suas obras.&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
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&lt;span style=&quot;font-style: normal; font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
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&lt;span style=&quot;font-style: normal; font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;I&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt;&lt;span style=&quot;font-style: normal; font-weight: normal;&quot;&gt;nspirado pela e durante a guerra de independência da Grécia (1821-1829), o artista vai produzir uma obra inigualável, “&lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;L&#39;espoir desarmé”&lt;/span&gt; - &lt;span style=&quot;font-style: normal;&quot;&gt;Ekphrasis&lt;/span&gt; &lt;span style=&quot;font-weight: normal;&quot;&gt;de&lt;/span&gt; &lt;span style=&quot;font-weight: normal;&quot;&gt;&quot;La Grèce expirant sur les ruines de Missolonghi”&lt;/span&gt;&lt;span style=&quot;font-style: normal; font-weight: normal;&quot;&gt;,    de 1827 (Museu de Bordeaux). Esse tributo se dá através de uma    quase-alegoria retratando o final da batalha de Scio (Quios), onde &lt;/span&gt;&lt;span style=&quot;font-style: normal; font-weight: normal;&quot;&gt;20.000 gregos foram mortos a facada pelos turcos. &lt;/span&gt;&lt;span style=&quot;font-style: normal; font-weight: normal;&quot;&gt;Uma mulher representando a Grécia, com toda sua majestade, de mãos e braços abertos, retrata a &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;“esperança desarmada”.&lt;/span&gt;&lt;span style=&quot;font-style: normal; font-weight: normal;&quot;&gt; &amp;nbsp;Seria o fim da Grécia “terminando em ruínas (“&lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;expirant sur les ruines”&lt;/span&gt;&lt;span style=&quot;font-style: normal; font-weight: normal;&quot;&gt;)?    Ao fundo, no canto direito superior, vê-se uma figura de um capitão    otomano em típica pose altiva de vitorioso. No canto inferior direito a    mão de um soldado comparece entre os escombros como testemunha dos    milhares de gregos massacrados. As cores se aproximam de uma paleta    monocromática, e o acentuado “claro-escuro” sublinha o aspecto funesto    do drama.&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-style: normal; font-weight: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; O termo grego &lt;/span&gt;&lt;i&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Ekphrasis&lt;/span&gt;&lt;/i&gt;&lt;span style=&quot;font-style: normal; font-weight: normal;&quot;&gt;&lt;i&gt; &lt;/i&gt;serve de prefácio enfático ao entendimento da obra. &lt;/span&gt;&lt;span style=&quot;font-style: normal; font-weight: normal;&quot;&gt;João    Adolfo Hansen, professor da FFLCH, da USP, explica: phrazô = “fazer    entender”, e a raiz ek=”até o fim”. O quadro é um discurso pictórico  que   põe sob os olhos com &lt;/span&gt;&lt;i&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;energeia&lt;/span&gt;&lt;/i&gt;&lt;span style=&quot;font-style: normal; font-weight: normal;&quot;&gt;&lt;i&gt; &lt;/i&gt;e    vividez aquilo que deve ser mostrado. Conheço poucas obras de arte  com   tal amalgamação e “continuidade” entre o título e seu conteúdo,  como  se  não pudesse existir um sem o outro. &amp;nbsp;O quadro a &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Primavera de Botticelli&lt;/span&gt;&lt;span style=&quot;font-style: normal; font-weight: normal;&quot;&gt; (examinado mais adiante), é uma delas, mas seu título não perde o significado pela ausência do mesmo. Pode-se dizer que &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;“La Grèce...”&lt;/span&gt;&lt;span style=&quot;font-style: normal; font-weight: normal;&quot;&gt;    comunga com uma “escrita pictórica”, se arriscamos inverter o sentido    &amp;nbsp;de “imagem escrita”, conceito esse introduzido e desenvolvido pela    escritora libanesa Nada Moghaizel em seu livro exemplar, &lt;/span&gt;&lt;i&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Images Écrites&lt;/span&gt;&lt;/i&gt;&lt;span style=&quot;font-style: normal; font-weight: normal;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-style: normal; font-weight: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;    Da Internet retirei o poema abaixo, com o mesmo título e em louvor ao    quadro de Delacroix. O autor, da Academia de Letras de Clermont   Ferrand,  França, assina com o bizarro codinome “mushroom”(!). Uma   tentativa de  qualquer homenagem é válida, mas o resultado é frustrado   por versos que  não retratam a intenção exposta pelo pintor. A poesia   está falando de  uma outra personagem, uma outra “mulher”. &amp;nbsp;Não há aqui a   mínima  Ekphrasis ligando o poema, aliás, um belo soneto, à  ilustração.  &lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;i&gt;&lt;span lang=&quot;FR&quot;&gt;Seule dans cette obscurité effrayant&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;i&gt;&lt;span lang=&quot;FR&quot;&gt;Cherchan toujours son amour évanoui&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;i&gt;&lt;span lang=&quot;FR&quot;&gt;Elle se perd dans ces noirceurs qui la tourmentent&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;i&gt;&lt;span lang=&quot;FR&quot;&gt;Et l&#39;oppressent. Elle n&#39;entend rien, plus aucun cris.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;i&gt;&lt;span lang=&quot;FR&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;i&gt;&lt;span lang=&quot;FR&quot;&gt;Sombres et immobiles, les pierres parsèment&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;i&gt;&lt;span lang=&quot;FR&quot;&gt;Le sol pour se faire happer par les abîmes.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;i&gt;&lt;span lang=&quot;FR&quot;&gt;A chaque pas, la lumière qu’elle sème&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;i&gt;&lt;span lang=&quot;FR&quot;&gt;Eclaire les ombres, même les plus infimes.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;i&gt;&lt;span lang=&quot;FR&quot;&gt;&amp;nbsp;Mais dans les méandres de ses froides pensées&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;i&gt;&lt;span lang=&quot;FR&quot;&gt;Un sentiment d’injustice naît et se propage.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;i&gt;&lt;span lang=&quot;FR&quot;&gt;Ces longs cheveux noirs finissent par se mêler&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;i&gt;&lt;span lang=&quot;FR&quot;&gt;Aux ombres de la mort. Et elle reste en cage&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;i&gt;&lt;span lang=&quot;FR&quot;&gt;Enchaînée à la bêtise la plus totale&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;i&gt;&lt;span lang=&quot;FR&quot;&gt;Impuissante à une mort aussi brutale&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvX7WEpHFw6BtO7PO2ffUWYYn75MHJM-OzCalehX2NDlHxz7SP55gONGfav3Epy_ZVbJfT80cT9_y8BC2C_5XDJKNz8lX2Y8bo99mldOrWQKQrqv6abDJPPbd0C04r8bo5bpP01VTC9hZx/s1600/Delacroix-La+Libert%C3%A9+guidant+le+peuple.jpg&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvX7WEpHFw6BtO7PO2ffUWYYn75MHJM-OzCalehX2NDlHxz7SP55gONGfav3Epy_ZVbJfT80cT9_y8BC2C_5XDJKNz8lX2Y8bo99mldOrWQKQrqv6abDJPPbd0C04r8bo5bpP01VTC9hZx/s200/Delacroix-La+Libert%C3%A9+guidant+le+peuple.jpg&quot; width=&quot;146&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2FHaWka5WbfDIVFLDlwT3WQM741tYmcYdwKFJJSSHjQHB2GjMyGqrXiw5PipVZeb-APTA36JteLGnahSmgp-sWLrmMX7aWmi8bbV5z1vWBbzEjiUR-DDvlJpR-N-TMBdIJxNQTahmmKqN/s1600/Delacroix-massacre+of+scio.jpg&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2FHaWka5WbfDIVFLDlwT3WQM741tYmcYdwKFJJSSHjQHB2GjMyGqrXiw5PipVZeb-APTA36JteLGnahSmgp-sWLrmMX7aWmi8bbV5z1vWBbzEjiUR-DDvlJpR-N-TMBdIJxNQTahmmKqN/s200/Delacroix-massacre+of+scio.jpg&quot; width=&quot;150&quot; /&gt;&lt;/a&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;    O poeta britânico Lorde Byron talvez nutrisse a mesma paixão de    Delacroix pela Grécia. Esse país sugeria todos os temas susceptíveis de    exaltar sua alma desejosa de libertação de um academicismo e prestes a    conquistar sua liberdade. A Grécia encarnava um apelo às origens de  uma   civilização ameaçada. Era uma &lt;span style=&quot;font-size: small;&quot;&gt;luta entre o berço da civilização dita “ocidental” e a civilização oriental. A morte de Byron na batalha de Missolonghi, em 1824&lt;b&gt;,&lt;/b&gt; leva essa exaltação ao seu paroxismo.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;O&lt;i&gt; “Massacre de Scio”&lt;/i&gt;    é um relato de Delacroix pintado no mesmo ano da batalha (à  esquerda).   &amp;nbsp;Finalmente, em 1830, o pintor vai então homenagear a  vitória grega   pintando &lt;i&gt;“La Liberté guidant les peuples”&lt;/i&gt; (acima, à direita). Essas duas obras estão expostas no Louvre.&lt;/span&gt;&lt;/div&gt;</description><link>http://acroarte.blogspot.com/2010/08/delacroix-um-quadro-em-prosa.html</link><author>noreply@blogger.com (Luis Alfredo Moutinho da Costa)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkhl-Uo-oS_cZoT5D53ebxW2D8OVdbl-3ckyLCjS5oN-cgtRlC9X6o1mZsvAdUeKyCZBxTEvpL9Ves2MiMwzav0JLIeJj74j2IL6AAJYMBF5Aqte5lbQU6oVUXydliCTQ00l6XBkV_EkQ/s72-c/Delacroix-LaGreceExpirant+sur+les+ruines+de+Missolonghi.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4142337697934659319.post-2484331819036475</guid><pubDate>Tue, 07 Sep 2010 11:32:00 +0000</pubDate><atom:updated>2010-09-07T04:32:31.893-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Botticelli - Suas Mulheres</category><title>Botticelli - Suas Mulheres</title><description>&lt;div align=&quot;left&quot;&gt;
Curiosidade: segundo alguns autores, durante mais    de três séculos as obras de Botticelli foram largamente ignoradas. No    século XIX o pintor passou por uma ressurreição. A recuperação é feita    inicialmente por dois ingleses, o celebrado crítico de arte John  Ruskin   (1819-1900) e o poeta e pintor Dante Rossetti (1828-1882). Até a  década   de 1860 havia a opinião generalizada que Botticelli limitava o  seu   atrativo à preferência dada às mulheres feias (?!). Pode? A  beleza de   suas ninfas, deusas e figuras femininas em geral é  incontestável. Vejam   alguns rostos irrepreensíveis, a seguir.&lt;/div&gt;
&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; style=&quot;width: 499px;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;td width=&quot;141&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLPEsahzd55YbRXqfwToRSczRVy8mIA9Ak851wxU40LGHl5TBUCsC7wDvhNTbFRoW_Z5OyLFRkw3RjhhUGvJSZ_QUSSQMLagf4XgknF0_SH8gSRCCJ6_Q-Ho14SOxgttTM962qYUnV2Ow/s1600-h/clip_image002%5B8%5D.jpg&quot;&gt;&lt;img alt=&quot;clip_image002&quot; border=&quot;0&quot; height=&quot;115&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij7BD_UK1DI4xqwgwKZmyN-7lvDtm4EVroIkoNVNhzEPgx8LJpSPfcgU95etSq_zy90FrVL2YXr5IRAEY7zdGtE1GhkZG-fEBeRbbWlCkpQktWm0FkZBOPdq5i94_f4Ld0JJlBf27EzKU/?imgmax=800&quot; style=&quot;border-width: 0px; display: inline;&quot; title=&quot;clip_image002&quot; width=&quot;116&quot; /&gt;&lt;/a&gt;&lt;/td&gt; &lt;td valign=&quot;top&quot; width=&quot;172&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUGREXzEyP_SrtNtCMWWzRYhbwMrytzpDkSDF8e1uQm49kAXKrYtzaXETXAYzJJfWJ-5ZdIGdGMdgIGMbb_Bli0Dfzlf3K8b_V-VKuar7XDfsxMzTJi942Ge4XaS_VYUmkQefJKGL0vF4/s1600-h/clip_image004%5B5%5D.jpg&quot;&gt;&lt;img alt=&quot;clip_image004&quot; border=&quot;0&quot; height=&quot;117&quot; hspace=&quot;12&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx01kOENaBCVLh4XItkMUTEtDKfwCcYxc_t2n-9XXWhjLRXsZb04MdEC-TS8hToihtKfw9nrifRrd7d5_hodb_M26DhnUvOeCK4Dlo61Rs6TdI28LXwSWlTOcB4B5pMmXD08bYBVQdDHc/?imgmax=800&quot; style=&quot;border-width: 0px; display: inline;&quot; title=&quot;clip_image004&quot; width=&quot;108&quot; /&gt;&lt;/a&gt;&lt;/td&gt; &lt;td valign=&quot;top&quot; width=&quot;184&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjslFq-olUBgdglbfluJQqzg3idMIrMFT3vq3bjvbROWNxRKlIGSASbHvD3PDbQUYbYrH19Is0iEBsd3vekO6J500tWOD8IkZnGMAlE8X4LPtx4S5AtZUGqHzHYUYEWWX6kArN1Jkz-lII/s1600-h/clip_image006%5B7%5D.jpg&quot;&gt;&lt;img align=&quot;left&quot; alt=&quot;clip_image006&quot; border=&quot;0&quot; height=&quot;113&quot; hspace=&quot;12&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiN2uyQavvPjAW-lx0V_2wOv_Q8A9765c_wiw20s-O6W9ZUWNHeEhqIXMULPdOw8_uWPbRWZ7jwuddRY_QRK27zh0pi_W3NDWY49kY1dortSugPSlVENVg6VE3Fixm1kD71lsm6MFnkgoc/?imgmax=800&quot; style=&quot;border-width: 0px; display: inline; margin-left: 0px; margin-right: 0px;&quot; title=&quot;clip_image006&quot; width=&quot;117&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt; &lt;td width=&quot;141&quot;&gt;&lt;div align=&quot;center&quot;&gt;
&lt;i&gt;Simonetta Vespucci&lt;br /&gt;
&lt;/i&gt;&lt;i&gt;Museu Städel, Frankfurt&lt;/i&gt;&lt;/div&gt;
&lt;/td&gt; &lt;td width=&quot;172&quot;&gt;&lt;div align=&quot;center&quot;&gt;
&lt;i&gt;Madonna da Eucaristia &lt;br /&gt;
&lt;/i&gt;&lt;i&gt;Isabella S.Gardner Museum,Boston&lt;/i&gt;&lt;/div&gt;
&lt;/td&gt; &lt;td width=&quot;184&quot;&gt;&lt;div align=&quot;center&quot;&gt;
&lt;i&gt;Minerva e o Centauro&lt;br /&gt;
&lt;/i&gt;&lt;i&gt;Galeria degli Uffizi&lt;/i&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt; &lt;td valign=&quot;top&quot; width=&quot;141&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuGs4QFeFhaCuxdw2Sr-QT6SdoatzUALuGgEzFE7Uxz7TO8KSPXxUukoZDXEFq71RbALe2jxKnBu8WMUYdqcqxu8MUtrzY4IbHnErToi8Uq_Nix5F-_qJbzwdFdho2Ei-oXe6ro_BTvq8/s1600-h/clip_image008%5B5%5D.jpg&quot;&gt;&lt;img alt=&quot;clip_image008&quot; border=&quot;0&quot; height=&quot;129&quot; hspace=&quot;12&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0rPbwvDJDR5cW8oBmrHmM_IgZtw38GZGR1fvya8QTHX0Ym1VI49unzoFGgtjdNSX97VoRBzFT7shMU38Dj4WKE_lmDA4BBQuUlrkIp4ZjvT7lMaomHlmu8pvFukGgZeQ7BSzhqdRuIRg/?imgmax=800&quot; style=&quot;border-width: 0px; display: inline;&quot; title=&quot;clip_image008&quot; width=&quot;98&quot; /&gt;&lt;/a&gt;&lt;/td&gt; &lt;td valign=&quot;top&quot; width=&quot;172&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIhkD24zKjsggQ5XyxzufA-lxavADs_N3rUKbOfmJVC9FBrs5zpxr2StwbrCsi0N4RL6A8oXIZEGFIkWaoNJLl0-gmKQ526-rYUF3R4vV0l6Uw4y3P6j0PZbvF_cFK6aOG5TT8Wo-JURY/s1600-h/clip_image010%5B10%5D.jpg&quot;&gt;&lt;img alt=&quot;clip_image010&quot; border=&quot;0&quot; height=&quot;127&quot; hspace=&quot;12&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieyd3qYG7KLMcmKZe_Fic2Bw_Yfxd4PWFFyCnlJ03uBckhX4fZz5iZCH53xYGEhQmAtFjUQ_Q2nWro5FC8SkA8ugg1wO_rDteNqgNcGill4o3gp-9w4A-_rDki2tkX546EuSEa3hfFYqc/?imgmax=800&quot; style=&quot;border-width: 0px; display: inline;&quot; title=&quot;clip_image010&quot; width=&quot;122&quot; /&gt;&lt;/a&gt;&lt;/td&gt; &lt;td valign=&quot;top&quot; width=&quot;184&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuhuU0BsORrexIGhyphenhyphenrr3c3_UEc0Nxmwlqsb9k2Ew2U4fZSgDW7fMVGvkRz2Bq910qXruEjarw5j7L2opVIeI2B3fgd7AcHHe9dChUOR_TbwIRK6yDQf7xMH1kPhJFgUIBBiM98g9KoVv4/s1600-h/clip_image012%5B7%5D.jpg&quot;&gt;&lt;img alt=&quot;clip_image012&quot; border=&quot;0&quot; height=&quot;137&quot; hspace=&quot;12&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9ZlxIhmLCKurqr8EDANE91_VZ6WY9TBf0PQ7kyxGEf22NkqECy2b7uaudGZ09laYUyX2hYceDWbm61sbnW424Qly8iZNBbDp4a1PbPVDTICnW7mw3rWhAGYvuw5TuK0zNQ_I0LzKfhOE/?imgmax=800&quot; style=&quot;border-width: 0px; display: inline;&quot; title=&quot;clip_image012&quot; width=&quot;115&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt; &lt;td valign=&quot;top&quot; width=&quot;141&quot;&gt;&lt;div align=&quot;center&quot;&gt;
&lt;i&gt;Flora (Primavera)&lt;br /&gt;
&lt;/i&gt;&lt;i&gt;Galleria &lt;/i&gt;&lt;i&gt;degli &lt;/i&gt;&lt;i&gt;Uffizi&lt;/i&gt;&lt;/div&gt;
&lt;/td&gt; &lt;td valign=&quot;top&quot; width=&quot;172&quot;&gt;&lt;div align=&quot;center&quot;&gt;
&lt;i&gt;Madonna del Libro&lt;br /&gt;
&lt;/i&gt;&lt;i&gt;Museo Poldi Pezzoli (Milão)&lt;/i&gt;&lt;/div&gt;
&lt;/td&gt; &lt;td valign=&quot;top&quot; width=&quot;184&quot;&gt;&lt;div align=&quot;center&quot;&gt;
&lt;i&gt;Madonna de la Melagrana &lt;/i&gt;&lt;i&gt;Galleria degli Uffizi&lt;/i&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt; &lt;td width=&quot;141&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0-r5tNEYp0YK6slFAl5J579wySlDO2wPM-hmijXiXn-wo07-zyBrFe-Sl9BD1KAG4wwPIxYpUoOk0_yrDjnw3PsmkWJKM-vKmt5Yz_DUcS7dRfhzM0Ro3jYuATP3kS9OJSKbHH4b96jk/s1600-h/clip_image013%5B6%5D.jpg&quot;&gt;&lt;img alt=&quot;clip_image013&quot; border=&quot;0&quot; height=&quot;113&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsMO7vmUosDSvwOlBkXK05_ezZLUiUxBDK_M9OuQwdob6KqFAa_vShXWzpDqllbzgo8C7rvVBkzbj_wEDTIVXSmTbYtTH0Xc2o-Iop6hCvwimJjVEpsJ-7Q-pE0ucRnNB4g5PZOYeChHc/?imgmax=800&quot; style=&quot;border-width: 0px; display: inline;&quot; title=&quot;clip_image013&quot; width=&quot;124&quot; /&gt;&lt;/a&gt;&lt;/td&gt; &lt;td width=&quot;172&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEht0YMF6XTuEfTnMvEDPS1GA9ZNLnsyMNpaz3EwTbdXbxGaITZnCvXxa6Dt1Yjl_dRr5S7qw4TWVCfZWUxXXxUDWhm90eM-KkcCsnZ_bObCLXwrtaNWRqzmE-uWdBjtMosXpjpE4DLeZoM/s1600-h/clip_image015%5B7%5D.jpg&quot;&gt;&lt;img alt=&quot;clip_image015&quot; border=&quot;0&quot; height=&quot;134&quot; hspace=&quot;12&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9dLnWGa8J6NyFh5PoYRlcAabWPX-mCWTAPrE4UlW_p6aauMcQ8N5t8aPfMTOTBFQZjBHzYI2z5N7QjFkeoTVizl6rwZxnsmxwteB4sk_Uo0rawp2_s6H57OPCXaZfTyOzmqLKYSSCvBs/?imgmax=800&quot; style=&quot;border-width: 0px; display: inline;&quot; title=&quot;clip_image015&quot; width=&quot;129&quot; /&gt;&lt;/a&gt;&lt;/td&gt; &lt;td width=&quot;184&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwntYCWTXKHNXSn6SWfxKv6HesTXBGnZZ2dVCW5OvJ2sIxcpx-0pNc0bZ1MSqJVgfq_9J71XsUkmsP2C4740kwg8KcdBrv2UB325BOmPo4akWMBSIJZlK6aFdF_4xnTqwfbk6lj6dEQrw/s1600-h/clip_image017%5B8%5D.jpg&quot;&gt;&lt;img alt=&quot;clip_image017&quot; border=&quot;0&quot; height=&quot;112&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeqlHRTTVtTPiJ-NcMk_4UuraLzEfwLv7VeEBch-yi2IcfhlsbWyWp05AsTbEJRZJZUTuvtRD8XCYMzoAPY5FghQcVRoesdbJhBJoQQCaf2N2kIfvvHaBUjvWzfJ7QUR9mxC9A_HG-5Do/?imgmax=800&quot; style=&quot;border-width: 0px; display: inline;&quot; title=&quot;clip_image017&quot; width=&quot;130&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt; &lt;td width=&quot;141&quot;&gt;&lt;div align=&quot;center&quot;&gt;
&lt;i&gt;Madonna Wemyss &lt;br /&gt;
&lt;/i&gt;&lt;i&gt;Nat. Gal. &lt;/i&gt;&lt;i&gt;Edimburgo&lt;/i&gt;&lt;/div&gt;
&lt;/td&gt; &lt;td width=&quot;172&quot;&gt;&lt;div align=&quot;center&quot;&gt;
&lt;i&gt;Madonna Magnificat &lt;br /&gt;
&lt;/i&gt;&lt;i&gt;Galleria degli Uffizi&lt;/i&gt;&lt;/div&gt;
&lt;/td&gt; &lt;td width=&quot;184&quot;&gt;&lt;div align=&quot;center&quot;&gt;
&lt;i&gt;Nascimento de Venus &lt;br /&gt;
&lt;/i&gt;&lt;i&gt;Galleria degli Uffizi&lt;/i&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
Quase nada se sabe de sua vida particular. Mulheres imaginadas e concretizadas através de sua arte.</description><link>http://acroarte.blogspot.com/2010/08/botticelli-suas-mulheres.html</link><author>noreply@blogger.com (Luis Alfredo Moutinho da Costa)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij7BD_UK1DI4xqwgwKZmyN-7lvDtm4EVroIkoNVNhzEPgx8LJpSPfcgU95etSq_zy90FrVL2YXr5IRAEY7zdGtE1GhkZG-fEBeRbbWlCkpQktWm0FkZBOPdq5i94_f4Ld0JJlBf27EzKU/s72-c?imgmax=800" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4142337697934659319.post-8826267720362290247</guid><pubDate>Tue, 07 Sep 2010 11:26:00 +0000</pubDate><atom:updated>2010-09-07T04:26:56.676-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Flora</category><title>Flora</title><description>&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;td width=&quot;195&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNnf92-iQ1URwCMlLMfVMKDWiQBP4Clbkded-0aq6jq9AC3WvSsQS662E5YI2X6M_hrILggjxR_JSEqDVDxES5NCRI4G5LeW_IIv8RnF76mYV6Okqf59oLlnfuKW2idRixE5IRK56-vts/s1600-h/clip_image002%5B3%5D.jpg&quot;&gt;&lt;img alt=&quot;clip_image002&quot; border=&quot;0&quot; height=&quot;188&quot; hspace=&quot;12&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRY9T39ZG_3CG0BUtMHkLgGU7Hsb_7gu9HsxO090vcKZOT0EGEAcunE_q_MkmUMNxLz5zVFvh6oiW5O0NvywOTp0Hs4x9Armo2u6ApRi_RiKPGAH-jsE8tBPM3ENIp4esK01fobaJYS6Y/?imgmax=800&quot; style=&quot;border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline;&quot; title=&quot;clip_image002&quot; width=&quot;140&quot; /&gt;&lt;/a&gt;&lt;/td&gt; &lt;td width=&quot;194&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglb0nqJtkXRkR4IewBoe04meUt3_kt5ByRfWQYL5c2_60d-185tsUJpe4c4Y63s5Q57RR-GFekt6reK7O8w37c1-L-IZgf0Q7pDfDNpp31M_MX-Yqoq3f1Ycr1rN8JQKgPmvqADVRnXGk/s1600-h/clip_image004%5B3%5D.jpg&quot;&gt;&lt;img alt=&quot;clip_image004&quot; border=&quot;0&quot; height=&quot;182&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhq38lLKrIa5yA8kBLqk8q0gREY6k8TCwrZ6LIwFb1jJXDfJ4T5vSSnoDQTm21VY9UwPzAz6bCm0OUoD1dHV2owiFtd3FzktpS04kZayF9gtukeAelMaviM-XeJ6izVTPJHAWvRiLW65tk/?imgmax=800&quot; style=&quot;border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline;&quot; title=&quot;clip_image004&quot; width=&quot;136&quot; /&gt;&lt;/a&gt;&lt;/td&gt; &lt;td width=&quot;192&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2aF9rixQ0QhXmlhakiyhdAoIyrBQlhrMvkkIck_i5mVo9ZJBqHp-clx4k3rlMQdmEYrEkWIQd6t5zBN9S25r6RXKHG3jHwyRYpW__JBu_wGZT29Fok9xAQhWz3ReAAGct1WHUdDTZwVM/s1600-h/clip_image006%5B3%5D.jpg&quot;&gt;&lt;img alt=&quot;clip_image006&quot; border=&quot;0&quot; height=&quot;172&quot; hspace=&quot;12&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAZ8wiItf1bBmzv0J-GLUu9-3sqPvAC93Cz2tybwBunR3B_Dlb1Y0panZZQijKmmMfze067Ov_ON31x-692wL5flp9iQJsNsrlNsdyzM4tB7sWUdtKDM_UIJQuIc4wDu2HZquZtvB4AIk/?imgmax=800&quot; style=&quot;border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline;&quot; title=&quot;clip_image006&quot; width=&quot;181&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt; &lt;td valign=&quot;top&quot; width=&quot;195&quot;&gt;&lt;i&gt;La Primavera di Stabia&lt;br /&gt;
&lt;/i&gt;Afresco romano (c. 100 A.D,) descoberto em Vila Arianna (Castellmare di Stabia, Italia), hoje no Museu Arqueológico Nacional de Nápoles&lt;/td&gt; &lt;td valign=&quot;top&quot; width=&quot;194&quot;&gt;&lt;i&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Flora &lt;/i&gt;(1790)Angelika Kauffmann (1741-1807), pintora neoclássica suíça.&lt;/td&gt; &lt;td valign=&quot;top&quot; width=&quot;192&quot;&gt;&lt;i&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Flora (1913) &lt;br /&gt;
&lt;/i&gt;Louise Abbéma (1853–1927), pintora e escultora francesa &lt;i&gt;da belle époque&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt; &lt;td width=&quot;195&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvdLc7LgkIhmZ92XQg8A82X1Cu1AXgPugoOitTYn6BKcs1dfomaNI0tWI9JhOw51KrAAHqTA2I8JdqA6AnUINsdLUFRyT-Vu4qLEhXuH8e8XG-ckXTNNweZWgngmOOCbzir40dVPP4ODM/s1600-h/clip_image008%5B3%5D.jpg&quot;&gt;&lt;img alt=&quot;clip_image008&quot; border=&quot;0&quot; height=&quot;254&quot; hspace=&quot;12&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjG2u7REmo0xLdeO92INL_yxZ6MuXMbxe6r80yN8N2MXcWEZZXCZ6Qgt9igvWjgDkRqq6LoE4tadV5FMlJGz92dxfIOUm0ezncw6shXpPUdWN97veuTOBV5sh-cphSWhUb0BgT1JQ9AzwU/?imgmax=800&quot; style=&quot;border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline;&quot; title=&quot;clip_image008&quot; width=&quot;82&quot; /&gt;&lt;/a&gt;&lt;/td&gt; &lt;td width=&quot;194&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibCrcVCz8-rLyalk90VnESXdFRoPP9fzvF1i7IZv6VnE8rZRol_vctW0H3KbL601q4mOf0VU6FI5usVP62s-zDjO0B83S9FZNZoZtHE-v5N5Gu-k2zcf5BuvvjNe0O7tuLHbH6yx_2h_Q/s1600-h/clip_image010%5B3%5D.jpg&quot;&gt;&lt;img alt=&quot;clip_image010&quot; border=&quot;0&quot; height=&quot;226&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEht57Q83ef67fjPT7P2hbx1AFPQO3mQT_wXdhqlgzLVDyFdwGwcN_1lLWjtm0UWOq0Ve60vR3Gq_70QQsPv_unrAt8TrkOrX-dTU0K8oz6VjvCDKtnwz3-RPXz3TONc9l37VFLD9JvzXFg/?imgmax=800&quot; style=&quot;border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline;&quot; title=&quot;clip_image010&quot; width=&quot;163&quot; /&gt;&lt;/a&gt;&lt;/td&gt; &lt;td width=&quot;192&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNOih5s7aFVqSxvlgWrBeCWx-7-NhT6QYtnmFcbgvn7-AIkiKsWnfH6YN03LeN3qT6LObvuS0I9Lnkxzo_bb-XgQdY2YouUnDFWdNmjon93fWA0oUMbuhHqADSuBLGIzUsyn3LFmAscgk/s1600-h/clip_image012%5B3%5D.jpg&quot;&gt;&lt;img alt=&quot;clip_image012&quot; border=&quot;0&quot; height=&quot;271&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgebWEo42ktTL2jX82ttr9xik_LqJMfJBeOHDNJN-017cKTQRC-xyuAOje0OCH4qRStCkLK8MLdyeKGKbT-dnWTj5-13j5zyQ78nJyz4HYd-9VPSR1ZwO70vyuU7zaY2D6ut0bpaogRBao/?imgmax=800&quot; style=&quot;border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: block; float: none; margin-left: auto; margin-right: auto;&quot; title=&quot;clip_image012&quot; width=&quot;119&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt; &lt;td valign=&quot;top&quot; width=&quot;195&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;i&gt;Flora&lt;br /&gt;
&lt;/i&gt;Do quadro &lt;i&gt;A Primavera&lt;/i&gt; (1485), de Boticelli &lt;br /&gt;
&lt;i&gt;&lt;/i&gt; &lt;br /&gt;
.&lt;/td&gt; &lt;td valign=&quot;top&quot; width=&quot;194&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;i&gt;Flora&lt;/i&gt;&lt;br /&gt;
Do quadro &lt;i&gt;Nascimento de Vênus &lt;/i&gt;(1482), de Boticelli&lt;/td&gt; &lt;td valign=&quot;top&quot; width=&quot;192&quot;&gt;&lt;i&gt;Flora. &lt;/i&gt;&lt;i&gt;Godess of blossom and flowers (1894) (*). &lt;/i&gt;&lt;i&gt;De Morgan Foundation, London. &lt;/i&gt;Evelyn De Morgan (1855-1919), pintora inglesa da escola pré-rafaelita&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
(*) A seguinte inscrição é encontrada no &lt;i&gt;scroll&lt;/i&gt; perto do pé de Flora, no canto direito inferior: &lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;“Io venge da Firenze e sona Flora&lt;br /&gt;
&lt;/i&gt;&lt;i&gt;Quella citta dai Fior prende Normanza&lt;br /&gt;
&lt;/i&gt;&lt;i&gt;Tia Fiori son nata ed or cambio dímera&lt;br /&gt;
&lt;/i&gt;&lt;i&gt;Fra i monte della scozia avio mea stanza&lt;br /&gt;
&lt;/i&gt;&lt;i&gt;Accoglietemi ben e vi sia caro&lt;br /&gt;
&lt;/i&gt;&lt;i&gt;Nelle nordiche nebbie il meo Tesoro”&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
Ilustrações que evidenciam a influência de Botticelli no quadro “Flora”, de De Morgan.Morgan teria se inspirado na postura do rosto de Vênus, no estampado florido do vestido e na cor do manto da figura de Flora do&lt;i&gt; Nascimento de Vênus&lt;/i&gt;.&lt;br /&gt;
&lt;table border=&quot;1&quot; cellpadding=&quot;2&quot; cellspacing=&quot;0&quot; style=&quot;width: 527px;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;td valign=&quot;top&quot; width=&quot;134&quot;&gt;&lt;div align=&quot;center&quot;&gt;
&lt;img alt=&quot;image&quot; border=&quot;0&quot; height=&quot;269&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2FGP7VH_gc2HhGFQvraSOw-yf4e9h-QQWZ-vRJ0Tte7Hq7oYPViLFkSXaMetGob3cr0hPtjSvB-0ahmpt7EgD5tINVYaAFdU4bPbBFMGD-4JdJ0uWuvmBjMvkYLQEitQmc_9HMpalL4M/?imgmax=800&quot; style=&quot;border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline;&quot; title=&quot;image&quot; width=&quot;195&quot; /&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCQmaeFbvQuRCYLFhYXtlrfL9XUGcj9G_plvh0o4lsabM4FFtDIbjNOwBsh2wLTmlO9Y26nRjSMS644Q_UyOW8PHDf-AieVfC25ehRkizG7bgftl1jvv-mQFPibXKfOngM7WXNY0xER14/s1600-h/image%5B3%5D.png&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;i&gt;“Nascimento de Vênus”&lt;/i&gt;&amp;nbsp; (1485), de Botticelli&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;color: #cc3300;&quot;&gt; &lt;/span&gt;&lt;/div&gt;
&lt;/td&gt; &lt;td valign=&quot;top&quot; width=&quot;184&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzbbIKQ_xrU7AOyc61PrICVtXdxCeYfXg0M-dV2OpzTORToEgNvCBEdnMlgCVm-M0wqQ7TvYgbIlDYf6JnFWmFoRv20Kpy6gB-fbpKWsw3dpfyQYRlGvBjoRWscV05ZahietWUiEnv7kg/s1600-h/image%5B6%5D.png&quot;&gt;&lt;img alt=&quot;image&quot; border=&quot;0&quot; height=&quot;382&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgw58lnfinloXgZLwz7KJ0UCg-CrxenBx2cgeNmhAOKaeEd6N0GyRbN2eFW1jyBNLdv3wQmz1f_ngYQ7GQTNUuB79qwHf7fGgm6u6lFwBAuVub2DtQu3n8fAsTaMzfxrMawlOvOkfoyMX8/?imgmax=800&quot; style=&quot;border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: block; float: none; margin-left: auto; margin-right: auto;&quot; title=&quot;image&quot; width=&quot;171&quot; /&gt;&lt;/a&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Flora de De Morgan&lt;/td&gt; &lt;td valign=&quot;top&quot; width=&quot;207&quot;&gt;&lt;img alt=&quot;image&quot; border=&quot;0&quot; height=&quot;77&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUbE5CEIX6tz4GGPTRkCBnwP4gfodOiGHQ9d-rJy7uVD8w-aeErH8GUhv5cl5CNbqi2fBJMSzOUMdFqBeZ2oddbgc3d87wCaxCcKJB-rbeLBeJDkg0nyO8u2ym8eq3my-t-d9vLeOOG-U/?imgmax=800&quot; style=&quot;border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: block; float: none; margin-left: auto; margin-right: auto;&quot; title=&quot;image&quot; width=&quot;76&quot; /&gt;&amp;nbsp;&lt;span style=&quot;font-size: xx-small;&quot;&gt;Notar o arco do pescoço, inclusi-ve sua acentuada convexidado, e a inclinação do rosto da Vênus de Botticelli (acima) e da Flora de De Morgan.&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhimyCHBRlq8d3nd8gHPEn5UvVGcf3nRo8ycv5JRSyNfDVt7r0AdVhtNx2owLSuP4owKlAyVfOB4PltTIeBy21YgYSAPyL5fqHfCUApdPROEQN6JKoUIwOcUojpplvk1CVZAK0Y5S-AZz8/s1600-h/image%5B21%5D.png&quot;&gt;&lt;img alt=&quot;image&quot; border=&quot;0&quot; height=&quot;76&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWh6PmlZL4QaM-v7n1YpkHH2KzXPuuwsxbR6cNGltzozcK0XUIiem_CLiQUsLI1-kV93G4qVAjcMIJA9ApGVSPc4p5Lpr_HsA9vdvFFzuH7m3yhcfJgIjTe5DyeqJTUwpnxpGUcQPT4yE/?imgmax=800&quot; style=&quot;border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: block; float: none; margin-left: auto; margin-right: auto;&quot; title=&quot;image&quot; width=&quot;79&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcusQjPobC4AJ6ilCHYpl7tP-1O7wPHdAT2ly2dQwQvgNTtoP_B36ksKkVZHS1OKskN8vxCeYiqkcFNdG0cJk3buD4kqivrimbnFqeFknjfzkqZ435f_-bru73l3WDzWXgMLZ5w8fMl0g/s1600-h/image%5B15%5D.png&quot;&gt;&lt;img alt=&quot;image&quot; border=&quot;0&quot; height=&quot;76&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUuaiLA72hdhJaTrPS6EXxdAq9EgYfXgEgDZQ_y6OszalWriTHsDnxulOmd0axaGL-AiUpkyg-wyglY1OxnMviCx7rHf8Ec7-bEk3792rVThX6nfdhwVGBb778zrPwp8j1v1ji14gvqiI/?imgmax=800&quot; style=&quot;border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: block; float: none; margin-left: auto; margin-right: auto;&quot; title=&quot;image&quot; width=&quot;76&quot; /&gt;&lt;/a&gt;Destaques para a seme- lhança do estampado de flores das vestimentas de Flora nos dois quadros&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;</description><link>http://acroarte.blogspot.com/2010/08/flora.html</link><author>noreply@blogger.com (Luis Alfredo Moutinho da Costa)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRY9T39ZG_3CG0BUtMHkLgGU7Hsb_7gu9HsxO090vcKZOT0EGEAcunE_q_MkmUMNxLz5zVFvh6oiW5O0NvywOTp0Hs4x9Armo2u6ApRi_RiKPGAH-jsE8tBPM3ENIp4esK01fobaJYS6Y/s72-c?imgmax=800" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4142337697934659319.post-2868148478134354206</guid><pubDate>Tue, 07 Sep 2010 11:23:00 +0000</pubDate><atom:updated>2010-09-07T04:23:53.272-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Vênus e o Espelho</category><title>Vênus e o Espelho</title><description>Foi em uma visita à &lt;i&gt;National Galery&lt;/i&gt;, Londres, em 1986. Talvez por ser de Libra, fui capturado pela imagem de um quadro de Diego Velásquez (1599-1660). &lt;i&gt;La Venus del Espejo&lt;/i&gt;.  O retrato de Vênus de costas era um motivo erótico visual comum para os  grandes mestres, mas esse é especial. Não fosse ele o pintor real, não  teria escapado da Inquisição. É o único nú do pintor. &lt;br /&gt;
Vênus reclinada em uma cama mira-se em um espelho sustentado por Cupido, seu filho. &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhkkYDMdjPON_eWjwbIxJLF_d956q4yIj-TLx-XAdmJla0M5WTgszveStl91XChpoK9NsUDlZVCjE2GAwIwhvJMRsvMNyQpqqlZtfHGk3vWFQUc4iJFs7HRqjdAeYiIaGHw6tVHr7DM8M/s1600-h/clip_image004%5B7%5D.jpg&quot;&gt;&lt;img align=&quot;left&quot; alt=&quot;clip_image004&quot; border=&quot;0&quot; height=&quot;222&quot; hspace=&quot;12&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiw3a0PtsLYxICPCxRkpyzUIRZBKZ6jFDOhU87VNwY5pY5dghVfZTbW-I-jirZZCORBoudu2ZCdw0k9ny33WAmR3kuf3by9VANnwgLtZMWewdLPLpwTVqU5Le3LJJkT0ye7JO7zl5GLfB8/?imgmax=800&quot; style=&quot;border-color: -moz-use-text-color; border-style: none; border-width: 0px; display: inline; margin: 0px 5px 0px 0px;&quot; title=&quot;clip_image004&quot; width=&quot;187&quot; /&gt;&lt;/a&gt;O  pintor dá à deusa um trato mundano.&amp;nbsp; As formas são extremamente  sensuais, com pernas longas, cintura fina, quadris largos e nádegas  proporcionais.&lt;br /&gt;
As curvas de seu corpo são inigualáveis. É duplamente um clássico, pois jamais irá perder sua modernidade.&lt;br /&gt;
O mesmo não pode ser dito das outras Vênus “ao espelho”, não menos famo&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4weqC2B8NSNfPFOgANGb5FPgh-Z-dC5n1xZa5HyIgHGYTW5L6_lP4Tu6BrfOsmlKTnO5Pw3n7whMhHI6YwYT8KFRu7tvDQ7CE-vjsPkGSZEoGsp1lpQnE1X_FeF5s6gE2kRqTpopdqdI/s1600-h/clip_image008%5B4%5D.jpg&quot;&gt;&lt;img align=&quot;right&quot; alt=&quot;clip_image008&quot; border=&quot;0&quot; height=&quot;203&quot; hspace=&quot;12&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKc9GzTQkN-tdFwiTiigs4bjMWh9QvgWco94x9Ii3lI1Q7seljY8Exxsi2_3LaoriOrfsYhiwg5x048hZIX-SR7vHmUaRFYNg1YNeWT26c97HIxciKaPUU3QQGmuuFusG-Wuk62_Dfzs4/?imgmax=800&quot; style=&quot;border-color: -moz-use-text-color; border-style: none; border-width: 0px; display: inline; margin: 0px 0px 0px 5px;&quot; title=&quot;clip_image008&quot; width=&quot;151&quot; /&gt;&lt;/a&gt;sas,  e que são louras. Compare-se com: 1) o quadro de Ticiano (1473-90) (à  esquerda), pintor visto como o maior do Renascimento veneziano, onde  cupido está mais despido do que a deusa barriguda; 2) com a Vênus de  Veronese (1528-88) (á direita), pintor maneirista da Renascença  italiana, roliça, com pouca cintura e nádegas cobertas pudicamente; 3)  ou com Rubens (1577-1640) (à esquerda, abaixo), pintor flamenco,  barroco, que bem caracteriza o tipo de &lt;i&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpfA_aKw_V3rBKZbpni3G0vnpp1czbAxLeThNyl_KgK7FCDjri_P0wGXyflvDngs6jH31sJf9dHOg8Px-rFgGatpAskejq06CTvY0JFqa8NopvnQl659Kp55dL_IoLxdamsQzyDTTdxuQ/s1600-h/clip_image006%5B9%5D.jpg&quot;&gt;&lt;img align=&quot;left&quot; alt=&quot;clip_image006&quot; border=&quot;0&quot; height=&quot;175&quot; hspace=&quot;12&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPuHQUZ9NlZguawPs6OeKqGb5CzZJ_qrIioP5CHf3ZvJhOPbPsOZDA0EpPx4SQMW9hEazVVx4aM9ZLoY_OibBXZWNGCtE01aJIGddJhL12Sc_vVWiU3EHFUWtkSvq9RBgmkAu8yF_FHjs/?imgmax=800&quot; style=&quot;border-color: -moz-use-text-color; border-style: none; border-width: 0px; display: inline; margin: 0px 5px 0px 0px;&quot; title=&quot;clip_image006&quot; width=&quot;147&quot; /&gt;&lt;/a&gt;&lt;/i&gt;beleza  da época com as nádegas opulentas. A presença da velha arranjando seus  cabelos destoa da eterna juventude da deusa do amor. &lt;br /&gt;
.&lt;br /&gt;
&lt;br /&gt;
.</description><link>http://acroarte.blogspot.com/2010/08/venus-e-o-espelho.html</link><author>noreply@blogger.com (Luis Alfredo Moutinho da Costa)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiw3a0PtsLYxICPCxRkpyzUIRZBKZ6jFDOhU87VNwY5pY5dghVfZTbW-I-jirZZCORBoudu2ZCdw0k9ny33WAmR3kuf3by9VANnwgLtZMWewdLPLpwTVqU5Le3LJJkT0ye7JO7zl5GLfB8/s72-c?imgmax=800" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4142337697934659319.post-3184285978854162692</guid><pubDate>Tue, 07 Sep 2010 11:22:00 +0000</pubDate><atom:updated>2010-10-11T06:03:02.593-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">As Três Graças</category><title>As Três Graças</title><description>&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLKdLb0dxhZZT-wGVseGAvr9KIQfZY8QC1PReLngbjkrubO9njkvTNNj8wn3R0SMTdFrGAUQHNxDo5fzfmiUPUKOQir9DSM6riYRjfvUoluMXMlgL1h90Oe4KjacDv6JRqyekOD9IdwC4/s1600-h/As-3-Gra%C3%A7as-Canato%5B5%5D.jpg&quot;&gt;&lt;img align=&quot;left&quot; alt=&quot;As-3-Graças-Canato&quot; border=&quot;0&quot; height=&quot;187&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjr5yrWA2hNS3uPiVB3gaazD1zmcrx9eutFcnIxYQwJ7XUF6EDZ7jBlarj14bhx03jb5TICNZxk8Ro44glXLihGEIm3hi9pmRpzus7b9LkARZvH67I6NwYOLa6j_zwDVFLsnDskGRTHeQ/?imgmax=800&quot; style=&quot;border-color: -moz-use-text-color; border-style: none; border-width: 0px; display: inline; margin: 0px 10px 0px 0px;&quot; title=&quot;As-3-Graças-Canato&quot; width=&quot;140&quot; /&gt;&lt;/a&gt; &lt;br /&gt;
Destaque dado ao pintor paulista contemporâneo Cláudio Canato. As Três Graças. &lt;br /&gt;
&lt;i&gt;&quot;Canato tem a ousadia de declarar que seu trabalho se baseia nos artistas renascentistas como Botticelli, Caravaggio, Ticiano e mesmo Rembrandt&quot;&lt;/i&gt;, comenta David Angeli no Blog &lt;a href=&quot;http://angeliretratosdavida.blogspot.com/2009/05/claudio-canato-e-arte-by-marco-angeli_6881.html&quot;&gt;Retratos da Vida&lt;/a&gt;. Um artista que cabe sob medida em nossa proposta de provocar e incentivar um “neo-renascimento”. &lt;br /&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp; &lt;i&gt;&lt;span style=&quot;font-size: 11pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: Georgia,&#39;Times New Roman&#39;,serif;&quot;&gt;As Charites (Χάριτες) na História da Arte&lt;/span&gt;&lt;/span&gt;&lt;i&gt;&lt;span style=&quot;font-size: 11pt;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-size: 11pt;&quot;&gt;Três quadros de Antonio Canova (1757-1822)&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
Pintor e escultor neoclássico italiano&lt;/div&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;td width=&quot;237&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizwH_e7AIIhDjm-vZX-OYRz5oIrpk0o3rgIi2gsrJ2cCyavcBQvum1UKU584BaYjbt99yYrZqcJGreddRGFDiu-yVxUu1fI9qpHEUzzO6N5qo4Wv0wP3kTEUSNBoCYvs2E_K-yYYUwPlE/s1600-h/clip_image002%5B4%5D%5B6%5D.jpg&quot;&gt;&lt;img alt=&quot;&quot; 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&quot; 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&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt; &lt;td width=&quot;237&quot;&gt;&lt;div align=&quot;center&quot;&gt;&lt;i&gt;(c.1815) Mármore.&lt;/i&gt; &lt;br /&gt;
&lt;i&gt;(Museu Hermitage, São Petersburgo)&lt;/i&gt;&lt;/div&gt;&lt;/td&gt; &lt;td valign=&quot;top&quot; width=&quot;197&quot;&gt;&lt;div align=&quot;center&quot;&gt;&lt;i&gt;(c.1799) Tempera em papel, Museu Canova, Possagno, Itália&lt;/i&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt;&lt;/i&gt;&lt;/div&gt;&lt;/td&gt; &lt;td width=&quot;199&quot;&gt;&lt;div align=&quot;center&quot;&gt;&lt;i&gt;(1799) Óleo sobre Tela&lt;/i&gt; &lt;br /&gt;
&lt;i&gt;Museu Canova, Possagno, Itália&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&lt;br /&gt;
&lt;/i&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;td width=&quot;288&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilrtTmUzY6WdiUtPYNpohzJErHr8YgXYiqePQ1QyRlvCaP55uOLbrguZ4WW7CYO7S3Fz3u7Z6vamhrgLRLvX3ddERzyBhRYBLCImMa1kxx7xMHT4kzqcOzle1yvVuuWI504ZWx2iNDqxY/s1600-h/clip_image002%5B6%5D%5B3%5D.jpg&quot;&gt;&lt;img alt=&quot;clip_image002[6]&quot; border=&quot;0&quot; height=&quot;264&quot; hspace=&quot;12&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglvnHnWQNMCn1s0qDNLHuIrxtmQqXbAn0ME7PwIYxwdXMjTjRn6f9n0Jpy2u18Sf-5e_ECv9PjSPKuDxAeOUSYMrkNr57JuQzZwN7LOyD8bq0XYr7NihywPuO8n-L9dxQyWYCycfU2CVg/?imgmax=800&quot; style=&quot;border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: block; float: none; margin-left: auto; margin-right: auto;&quot; title=&quot;clip_image002[6]&quot; width=&quot;214&quot; /&gt;&lt;/a&gt;&lt;/td&gt; &lt;td width=&quot;288&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3N7s1dpLM5eB5sVWDzF5cGdT6DKg8xC5zNGpgB_lNhc6ji4DkckMRBzRl9CU-Mdw7qLzUR99AWAcrK5mJd_ewIV4JOMI9IS_VdTh9ls4jbmfH5mNr7gkOCDXafzK52byw_nYiWfdz7Aw/s1600-h/clip_image004%5B6%5D%5B2%5D.jpg&quot;&gt;&lt;img alt=&quot;clip_image004[6]&quot; border=&quot;0&quot; height=&quot;268&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi4ArlfrGRJxQsvPmcoa1uhb7dui0Z-ppQP7tGWxAmw78bgmNQATsPAhws_-gaKq9eO60Zh3QF5d547G1FpuXWPIH0pUB2AxFILzIWsateVPStgNWKeh8_VoTHEttT6f55BhPy3hXATDQ/?imgmax=800&quot; style=&quot;border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: block; float: none; margin-left: auto; margin-right: auto;&quot; title=&quot;clip_image004[6]&quot; width=&quot;176&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt; &lt;td valign=&quot;top&quot; width=&quot;288&quot;&gt;&lt;div align=&quot;center&quot;&gt;&lt;i&gt;Cupido e as Três Graças &lt;/i&gt;(1817-19)&lt;br /&gt;
Bertel &lt;i&gt;Thorwaldsen&lt;/i&gt; (1770-1844), Escultor Dinamarquês neoclássico.&lt;/div&gt;&lt;/td&gt; &lt;td valign=&quot;top&quot; width=&quot;288&quot;&gt;&lt;div align=&quot;center&quot;&gt;&lt;i&gt;As Três Graças (1604)&lt;br /&gt;
&lt;/i&gt;Hans Von Aachen(1552-1615), Museu Nacional de Artes, Romania&lt;br /&gt;
Pintor maneirista alemão&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;td width=&quot;234&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizwH_e7AIIhDjm-vZX-OYRz5oIrpk0o3rgIi2gsrJ2cCyavcBQvum1UKU584BaYjbt99yYrZqcJGreddRGFDiu-yVxUu1fI9qpHEUzzO6N5qo4Wv0wP3kTEUSNBoCYvs2E_K-yYYUwPlE/s1600-h/clip_image002%5B4%5D%5B6%5D.jpg&quot;&gt;&lt;img alt=&quot;clip_image002[4]&quot; border=&quot;0&quot; height=&quot;154&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoHv4aSkmafF0K8tDvVbCmyy2SlaySkmV1Ju8wFe5IBwreV_Z43b_3TjPvyYUuRECY3o4Ufm75_DbbiiAyTis5lYZVKhxTf_UabiYKus8NrXldGOe0wed1wprIerADhdLE3ryIyQIBHJg/?imgmax=800&quot; style=&quot;border-color: -moz-use-text-color; border-style: none; border-width: 0px; display: block; float: none; margin-left: auto; margin-right: auto;&quot; title=&quot;clip_image002[4]&quot; width=&quot;152&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4IWg53zcEs-3GnWiTUwLfdI6OhtsQQ7jIYc1aska4AWW3-NImyWImL22KCmUqxgB-uFJ4SkfTaFMpv9E-OsEwgASZ1z8TXOAscvc8oGw_uUOgJJT-qltMHir5qTNlt2xrPBAIENd-FBo/s1600-h/clip_image002%5B8%5D%5B2%5D.jpg&quot;&gt;&lt;/a&gt;&lt;/td&gt; &lt;td width=&quot;161&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCkL1GrlW0AMCnyHINzdHtFMALBYYpgHquTaTXCdi37w0EWiisEp4USF-nG2RTTNxFvLC_xtFgSWZWOIxD9O6ArDH75_9j52XR6jj3ydrYyCSoUH-hAbyGLAbQeFFv5-v1QHUsH0C8ne8/s1600-h/clip_image004%5B8%5D%5B2%5D.jpg&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCKAR537PIT1ZpsHnANpIC7V8Y-_LCNxzKqdjSaJrP_j8lYbutkwDOs87s4irXcgUZkTzETO8kTx848y60nh9jBDkLTXkKa6F4f6UiwaUSF0HyO5-gqv9bGmKNlZo36ftN9PAuYUup-mg/s1600-h/clip_image004%5B4%5D%5B3%5D.jpg&quot;&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;img alt=&quot;clip_image004[4]&quot; border=&quot;0&quot; height=&quot;156&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihykCv9aHCAQf_rI67I7fKeGbUVlBCTKxB35tfdFyYDLMoT9OA7_bopfzJGdqweAR1KB8LtDQSdNFDsfXS39jMM0HTOFMY6EcshHR0lvESdkAu5QpR_qwYY-GCWDNmQtgY7jPhcbTgzmU/?imgmax=800&quot; style=&quot;border-color: -moz-use-text-color; border-style: none; border-width: 0px; display: block; float: none; margin-left: auto; margin-right: auto;&quot; title=&quot;clip_image004[4]&quot; width=&quot;151&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/td&gt; &lt;td width=&quot;189&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimZmshaxmlULEuOeiyGw-9_2T85ToJR88KDdop75KxACtdu3du9iYYU0ajlTpqE98_MAqwxCF43uSen_XddAd5V61xMMqudjkQZ02PtRNxtNPYD7XNtqqfCg6HXFdfzwu51PIuBLRzPSM/s1600-h/clip_image006%5B6%5D%5B2%5D.jpg&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVZNvF-4yYc_2873qio7yhoLL8upyBWKFVHOLgm9uUAPAYJcd_EC7kHlNw4Do4QUbsA5DAuWg7DHcN1OJqg5EAWj5XdfTdL1qFMIDd_LqB6gK3OB76YzRwyhNhmcsB-s_DcNOkU_wHezE/s1600-h/clip_image006%5B4%5D%5B4%5D.jpg&quot;&gt;&lt;span style=&quot;font-size: xx-small;&quot;&gt;&lt;img alt=&quot;clip_image006[4]&quot; border=&quot;0&quot; height=&quot;161&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyhxn5eqia8w8jTUI4-BINUfzI4wmWDeTnPvHac_VL26vdOABuH9s6zJs0211fzDsMhfmPUAe5LteUjZ46jJbiVWgu0lECUbMJN9PTSfSbJURm6unE3-oV60NXOvLizaHpkrh7hA7PhyphenhyphenM/?imgmax=800&quot; style=&quot;border-color: -moz-use-text-color; border-style: none; border-width: 0px; display: block; float: none; margin-left: auto; margin-right: auto;&quot; title=&quot;clip_image006[4]&quot; width=&quot;140&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt; &lt;td valign=&quot;top&quot; width=&quot;234&quot;&gt;&lt;i&gt;Afresco em Pompéia&lt;br /&gt;
&lt;/i&gt;&lt;i&gt;Museo Archeologico&lt;/i&gt;&lt;i&gt; Nazionale. &lt;/i&gt;&lt;i&gt;Nápole, Itália&lt;/i&gt;&lt;/td&gt; &lt;td valign=&quot;top&quot; width=&quot;161&quot;&gt;&lt;i&gt;c. 1505, Rafael.&lt;br /&gt;
&lt;/i&gt;&lt;i&gt;Museu Condé, Chantilly, França&lt;/i&gt;&lt;/td&gt; &lt;td valign=&quot;top&quot; width=&quot;189&quot;&gt;&lt;i&gt;Homenagem a Rafael &lt;/i&gt;&lt;i&gt;David Hamilton,&lt;/i&gt;&lt;i&gt;1988 &lt;/i&gt;&lt;i&gt;Fotografia&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt; &lt;td valign=&quot;top&quot; width=&quot;234&quot;&gt;&lt;i&gt;&lt;/i&gt;&lt;/td&gt; &lt;td valign=&quot;top&quot; width=&quot;350&quot;&gt;&lt;i&gt;&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt; &lt;td width=&quot;211&quot;&gt;&lt;i&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgR8hEruQ7sm7i1JhybL-gC6cw2K8gNrHR-vjtBnOLJFwl7J1M4hnLJYBAxiGeRdb-fP-TKOfGOXUyJ_p2ZPu-x5eicNg4j5TiitrWpeRfv00IH9HOlmdOaBVfryIl0q7srTfMeyEYxmD8/s1600-h/clip_image008%5B3%5D.jpg&quot;&gt;&lt;img alt=&quot;clip_image008&quot; border=&quot;0&quot; height=&quot;184&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL-limkogR8xq7XSh9PDUmPFeEzSlSCoVsoJ49ijr1WjeV6VZ1bvdqyalqNmpmZgRraZQk3dRe_sPC1S09OnWoY2VctRE0mmXpDlds8xUPt1SdrN8__9T_6yo2qMlVsuiqaMe3DIGcXR0/?imgmax=800&quot; style=&quot;border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: block; float: none; margin-left: auto; margin-right: auto;&quot; title=&quot;clip_image008&quot; width=&quot;143&quot; /&gt;&lt;/a&gt;&lt;/i&gt;&lt;i&gt;&lt;/i&gt;&lt;/td&gt; &lt;td style=&quot;text-align: center;&quot; width=&quot;191&quot;&gt;&lt;i&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf7RgWM_zbiMAGk2gYkGX2Vm9u6S-J6hXu9ui22ca9Y9cYJNRh7xiQiTwg5gq7-yiGZeCeweDaI9gZLY5kE1xQRKNVH1CRGJ9YlkffwDHCRVTa55v3M1FUoQuATkwUGKNlWNWA8wAHtQI/s1600-h/clip_image010%5B3%5D.jpg&quot;&gt;&lt;img alt=&quot;clip_image010&quot; border=&quot;0&quot; height=&quot;181&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhq4r78A8yGUhkfOFzOfmEVmefuza_A8_2vj5vLa5YpK1DEEScqmsU6Ojrr5_rlD1re2eQnqxt84PdW_zlYG8wkHuHzY7Tyy3NfbUkshbENsxddB9pxJWMfn6L2PHpnpPGByjeA3w2hr_Q/?imgmax=800&quot; style=&quot;border-color: -moz-use-text-color; border-style: none; border-width: 0px; display: inline;&quot; title=&quot;clip_image010&quot; width=&quot;174&quot; /&gt;&lt;/a&gt;&lt;/i&gt;&lt;i&gt;&lt;/i&gt;&lt;/td&gt; &lt;td width=&quot;183&quot;&gt;&lt;i&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0IB6ACyGnqWuHFR3GzrxVmEXqDX-lv6SVJCWXZMXmM5Ju3E73WsPQJXPZ1MsFIt_Ka_dvuYrTspFx2chNH7dY0l0Sgzx7K5AUskwgtZ6A0yksw4dW6iOL8fze9kPTfxIDQI9Zb7-QwQU/s1600-h/clip_image012%5B3%5D.jpg&quot;&gt;&lt;img alt=&quot;clip_image012&quot; border=&quot;0&quot; height=&quot;185&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQS044Tqh3c3r6ljX9qBBtFtFFhIRTMGBY9Zc0JhehksZ9P8Dz0nI1ykpM9DkSNQNqHNv1cpCYNjLP6mgt98cpmo6jE5AOgEinMMcWOUmoeAiJFAu5a83fsYpuyBVlBwXEH1uEYqiMWi4/?imgmax=800&quot; style=&quot;border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: block; float: none; margin-left: auto; margin-right: auto;&quot; title=&quot;clip_image012&quot; width=&quot;146&quot; /&gt;&lt;/a&gt;&lt;/i&gt;&lt;i&gt;&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt; &lt;td valign=&quot;top&quot; width=&quot;211&quot;&gt;&lt;i&gt;George F. Watts (1817-1904)&lt;/i&gt;&lt;/td&gt; &lt;td style=&quot;text-align: center;&quot; valign=&quot;top&quot; width=&quot;191&quot;&gt;&lt;i&gt;c, 1505, Rafael. Museu Condé,&lt;br /&gt;
Chantilly, França&lt;/i&gt;&lt;/td&gt; &lt;td valign=&quot;top&quot; width=&quot;183&quot;&gt;&lt;i&gt;1763, Carle Van Loo Museu de Artes Los Angeles&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt; &lt;td valign=&quot;top&quot; width=&quot;187&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhF4cQWYW1sikDfWSnLWQORETcgFebPxsmVjdnqSUXG-DklRD2VsHKwhhZi5sziKF2Um4Qb7RqmP2DBAXDNLIoOzRyhUOaobKiw-stlVtXkziNjCkTtRABQQqxwwI6_JhR1vshkOJJcBxU/s1600-h/clip_image014%5B3%5D.jpg&quot;&gt;&lt;img alt=&quot;clip_image014&quot; border=&quot;0&quot; height=&quot;235&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjadASqyrTQg3vtlIkNSMcrleOFRZ8KHNFKwGbBqz35FMMMBMBsowhXqOUc551TGAGqXg23abJCsFkv4CRM3JuTqfIe_J9JHvHD4IV879ljjPjoIPzLMoUb7-QImELEhWN1DwnbGIOTO1M/?imgmax=800&quot; style=&quot;border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: block; float: none; margin-left: auto; margin-right: auto;&quot; title=&quot;clip_image014&quot; width=&quot;156&quot; /&gt;&lt;/a&gt;&lt;/td&gt; &lt;td style=&quot;text-align: center;&quot; valign=&quot;top&quot; width=&quot;198&quot;&gt;&lt;i&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgksYWbVqgCvqj1E8kH_rktRkx9yF5xLZHbsE7iB2P4hGQmlz1-WCpJw5ry4a0rFR1jgJ64Z65z_ynJGRHrgXmkkOc7tke4yM16BcfwPSs0brPIZky2a5qqtWz_ictrKGo_ckwLIOsaahA/s1600-h/clip_image016%5B3%5D.jpg&quot;&gt;&lt;img alt=&quot;clip_image016&quot; border=&quot;0&quot; height=&quot;228&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgO6NIiGW_M0wAlTkGbQ6uWkE4ntxmFoz8gG2ewBiqT2rdYf5xx2M1RLVAJ5Kar4z8ZYJ5LJxNMmhwnPmRlm0A_wRku5Zc-Aa9AOIfq-EGnxJqrKAzmavaF7GT6HbFbD_rZFIBUUE9awoE/?imgmax=800&quot; style=&quot;border-color: -moz-use-text-color; border-style: none; border-width: 0px; display: inline;&quot; title=&quot;clip_image016&quot; width=&quot;170&quot; /&gt;&lt;/a&gt;&lt;/i&gt;&lt;i&gt;&lt;/i&gt;&lt;/td&gt; &lt;td valign=&quot;top&quot; width=&quot;198&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhArHPVJUERGCvU90EfG-dr-bgRMksW6cDxALCmR6WKq2gIcuXMzcVNF5_I8JxHHLyX_f0BXIETGyX5G_BhoHLtJFj6H4_AbJ3ZqwflM4l7fF8GRAffWAjeLure3RINc1uMCL1yrYHi1nU/s1600-h/clip_image018%5B3%5D.jpg&quot;&gt;&lt;img alt=&quot;clip_image018&quot; border=&quot;0&quot; height=&quot;228&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUt0ionicQVEht5tYnFrv3amzd_l6zKAiSYDsQH6SU0ipaRcgo9Rw89kJkX4EuV6xrpvEu4wUGuzKusrXO5oaCf_HlW1m5blza9NiKaQd9aKHeW2VKINjH_vexCSBIZEGaK5DC6vTssRg/?imgmax=800&quot; style=&quot;border-color: -moz-use-text-color; border-style: none; border-width: 0px; display: inline;&quot; title=&quot;clip_image018&quot; width=&quot;172&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt; &lt;td width=&quot;187&quot;&gt;&lt;i&gt;1831, James Pradier, Louvre&lt;/i&gt;&lt;/td&gt; &lt;td width=&quot;198&quot;&gt;&lt;i&gt;Michael Parkes Galeria Jean Stephen, MPL. &lt;/i&gt;&lt;i&gt;EUA&lt;/i&gt;&lt;/td&gt; &lt;td width=&quot;198&quot;&gt;&lt;i&gt;Praça da Fonte, Chinon, França&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;</description><link>http://acroarte.blogspot.com/2010/08/as-3-gracas-2.html</link><author>noreply@blogger.com (Luis Alfredo Moutinho da Costa)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjr5yrWA2hNS3uPiVB3gaazD1zmcrx9eutFcnIxYQwJ7XUF6EDZ7jBlarj14bhx03jb5TICNZxk8Ro44glXLihGEIm3hi9pmRpzus7b9LkARZvH67I6NwYOLa6j_zwDVFLsnDskGRTHeQ/s72-c?imgmax=800" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-4142337697934659319.post-2461688461451320012</guid><pubDate>Wed, 01 Sep 2010 09:41:00 +0000</pubDate><atom:updated>2010-10-13T05:13:16.199-07:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Botticelli - A Vênus Vestida</category><title>Botticelli – Uma Deusa Vestida</title><description>&lt;p&gt;O primeiro contato que tive com Botticelli, ao vivo e a cores, mas sem grandes impactos, foi no Museu do Louvre em 1968. Entretanto, iriam se passar mais de vinte anos para que eu pudesse&amp;nbsp; me impregnar com duas de suas obras. Foi na &lt;i&gt;Galleria degli Uffizi&lt;/i&gt;, Florença, em 1991, onde estão expostas &lt;b&gt;&lt;i&gt;A Primavera&lt;/i&gt;&lt;/b&gt;&lt;i&gt; &lt;/i&gt;(restaurado em 1978) &lt;i&gt;e o &lt;b&gt;Nascimento de Vênus&lt;/b&gt;&lt;/i&gt; (restaurado em 1987)&lt;/p&gt; &lt;p&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMKKbEPcKX7_yh9UyMDcvpH5IfQ92Q-5gGQi7XIq2rk-DwHTdMQTub-aEcIQ545LvzFHC6CTh-hIrWp0lYSApsTZ24HrSLz3bZC9WpUu9OS2dY8J1xsfWMouMOWGsouN-khMmCWWiSyfk/s1600-h/botticelli-primavera%5B4%5D.jpg&quot;&gt;&lt;img title=&quot;botticelli-primavera&quot; border=&quot;0&quot; alt=&quot;botticelli-primavera&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9mSZPObB4XbdXx-MdNIiSAq4T2k7bPvaC2EZkyrd0UDtT96LdOiyBaFDVnH42-IgunpXxIjRSWeIl7SUA8sFg5Cb0a30OZY0T2c1XiID8iqULwbRNRR-uXBSKCVjpxq4LsofrCwLOMUE/?imgmax=800&quot; width=&quot;512&quot; height=&quot;338&quot;&gt;&lt;/a&gt;  &lt;p&gt;A &lt;i&gt;Primavera&lt;/i&gt;, de 1481 (a partir da esquerda: Mercúrio, as Três Graças, Vênus (?) e Cupido, Flora, Clóris e Zéfiro), festeja a chegada da estação. Para a quase unanimidade dos historiadores de arte a composição representaria o império de Vênus no qual penetram o amor, a alegria, a fertilidade e a estação com a sua profusão de flores. Seria a deusa a protagonista presente?  &lt;p&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMt6kjMBisVJA-xWCq6rQPCbg_Prt7VILwDUWedvWJCmezGYJSkEwMZI6uIHiM3OUOJlMP7q1Kn_82QvroKaI6EnwnhTcZ_g53PWLG3R8vi7dF6akj5Z9nN3-CyCGySiCtd_9clMUIzr0/s1600-h/clip_image004%5B5%5D.jpg&quot;&gt;&lt;img title=&quot;clip_image004&quot; border=&quot;0&quot; hspace=&quot;12&quot; alt=&quot;clip_image004&quot; align=&quot;right&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinZ0FsJOWqNlEG5dptdrPVjw-La2pv0zw-8jg_Z8HuPbc0N1l_5-Nvpy9AOSnyfQhT28qlg7ft7RdEy5UhgPrpQHkMQNGAKREZL1o3nwM2wAufI-w5F4ieB0dLeI9t-eVOpLzRKd3zwjQ/?imgmax=800&quot; width=&quot;83&quot; height=&quot;122&quot;&gt;&lt;/a&gt;  &lt;p&gt;Desconhece-se quem primeiro identificou perto de quarenta &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgshtOd3tVf2PW4VyArmVuURy4cUVLz7nuf9VEE1ZmOgH3oK4vpo6_prpUTG9Gp4AhOkqI26QQRTfM5cVNc0i5JsyRRLnp1GLWYPwSp_ilDXzSqQPqNzZs3t9-q6l2UW7fYoKrIK-lHvI8/s1600-h/clip_image006%5B5%5D.jpg&quot;&gt;&lt;img style=&quot;margin: 0px 5px 0px 0px&quot; title=&quot;clip_image006&quot; border=&quot;0&quot; hspace=&quot;12&quot; alt=&quot;clip_image006&quot; align=&quot;left&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEoKX-dPnBAk_ImBOSgkN-NPaIUQX_3HtBofhJCr38Eka78QV7hKKAGMnOJfxFuueQqjzkH5zGrxf5lQ_0jllFp2tRduwCl2j2Qgz0Z6wu7huv2CoSDOQbAy5H3jR5npwWZ4ZSLA4mnhE/?imgmax=800&quot; width=&quot;200&quot; height=&quot;132&quot;&gt;&lt;/a&gt;espécies vegetais (!), incluindo alguns frutos e várias flores.&amp;nbsp; No meio do bosque das laranjeiras surge a personagem que questionamos ser Vênus. Por cima dela o seu filho Cupido, com os olhos vendados, atira sua flecha de amor em uma das Graças. Cupido vai além do quadro ao ilustrar que o “amor é cego”.&amp;nbsp; &lt;p&gt;&amp;nbsp;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRdUfHFSUtgaXPffz7iwSnrIzr6iK9rDMXozsOT7fG4rBB4kP9B731j0JagawGe3n14m_s8XuCsRzsNvy6jDJMkKS-S696Z1OmwK-9T-YWHNrXPNTNlGNkZn2Xd7OzgLApi5NuaJcCHeQ/s1600-h/clip_image008%5B5%5D.jpg&quot;&gt;&lt;img title=&quot;clip_image008&quot; border=&quot;0&quot; hspace=&quot;12&quot; alt=&quot;clip_image008&quot; align=&quot;left&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXfD33p15SqtMKVRIBlcn74xtnRR_GhYAr0ZmOAJ4wjTrTTsfzQGYoTgTvMArS6Psu1HwhKO-d0NZdyt_rxI_YyHM8yFmWdmTvMEZSyrcCa2Qx6w-obHdjgCMgztt5eo_KPkcnnBmm0j8/?imgmax=800&quot; width=&quot;200&quot; height=&quot;140&quot;&gt;&lt;/a&gt;O artista coloca, com extrema sutileza, a cabeça de Vênus no centro de um “vitral” circular dominado pelo azul do céu, ao fundo, e ramos de folhagem (à direita). O círculo é induzido por dois arcos de circunferência, um de cada lado da deusa, formado por dois troncos curvos de árvores. Essa “auréola” empresta à deusa um ar de “Madonna”, aparência que é ainda reforçada pelo véu em sua cabeça inclinada, pelos cabelos cobertos, pela veste recatada e gesto litúrgico da mão direita. É flagrante a diferença com a deusa do Amor nua e de cabelos esvoaçantes do &lt;i&gt;Nascimento de Venus&lt;/i&gt;.&amp;nbsp; &lt;p&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNWawowdhP297EJcj6jcCtge-NTWTxi60tWfCvYe_EjyQwj10NNjKRtfVRyVhyz1u7-I-xqbrjiAY9PE16kJhGe7ozV-oDmjWMpZKiouI-9xKToAQsZTM3trwTt3CH0s1y2C2xOuZBInH-/s1600/botticelli-primavera-zefiro-cloris.jpg&quot;&gt;&lt;img style=&quot;margin: 0px 5px 0px 0px; display: inline&quot; border=&quot;0&quot; align=&quot;left&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNWawowdhP297EJcj6jcCtge-NTWTxi60tWfCvYe_EjyQwj10NNjKRtfVRyVhyz1u7-I-xqbrjiAY9PE16kJhGe7ozV-oDmjWMpZKiouI-9xKToAQsZTM3trwTt3CH0s1y2C2xOuZBInH-/s320/botticelli-primavera-zefiro-cloris.jpg&quot;&gt;&lt;/a&gt;Na extremidade direita do quadro surge a divindade de Zéfiro, deus do vento do ocidente, brisa amena que banha o bosque de orvalho e cobre a terra com o perfume de inúmeras flores. A poesia lírica romana de Ovídio teria servido de inspiração a Botticelli. O deus é figurado no momento do rapto de Clóris (à esquerda). Zéfiro está representado sob a forma de um ser azul esverdeado tentando agarrar uma ninfa de vestes transparentes (Clóris) e que olha para o deus com espanto. Da sua boca caem flores (“&lt;i&gt;quando fala, seus lábios expelem flores&lt;/i&gt;” &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGogMlmOzqbIiAtFkVhCugx744d_ap-JnAmcpm4YeXPx3T-JdZTyMUoV39gaMhTh4aSNA2HjDDnq80FQQ-toO-1eIo6pubGFcPSEqcU_JhU7GWszPdWxqy7dtcxHBb-Lhviwm-U-1BqLMG/s1600/botticelli-Spring-Cloris-detalhe.jpg&quot;&gt;&lt;img style=&quot;margin: 0px 5px 0px 0px; display: inline&quot; border=&quot;0&quot; align=&quot;left&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGogMlmOzqbIiAtFkVhCugx744d_ap-JnAmcpm4YeXPx3T-JdZTyMUoV39gaMhTh4aSNA2HjDDnq80FQQ-toO-1eIo6pubGFcPSEqcU_JhU7GWszPdWxqy7dtcxHBb-Lhviwm-U-1BqLMG/s320/botticelli-Spring-Cloris-detalhe.jpg&quot;&gt;&lt;/a&gt;(Ovídio)) que se misturam com as que decoram o vestido de outra figura ao lado dela – &lt;b&gt;Flora&lt;/b&gt;. Flora dá um passo à frente e tira do regaço as rosas &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrBPsKPiHZbBe_00fCHJ3yQW_ArE0lsNAEzBi1nCYHsQn9S-6WVq7cpVtM8D2pLJOOS1Zdp2v1PoQPSL1rMmLEwJh4LovFD6jsizLJg9kGSOOv9bKGvTPMxxq2w3S48tuIxwHeDDnhNsNG/s1600/botticelli-blog+-prim-Passo+Flora.jpg&quot;&gt;&lt;img style=&quot;display: inline; margin-left: 0px; margin-right: 0px&quot; border=&quot;0&quot; align=&quot;right&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrBPsKPiHZbBe_00fCHJ3yQW_ArE0lsNAEzBi1nCYHsQn9S-6WVq7cpVtM8D2pLJOOS1Zdp2v1PoQPSL1rMmLEwJh4LovFD6jsizLJg9kGSOOv9bKGvTPMxxq2w3S48tuIxwHeDDnhNsNG/s320/botticelli-blog+-prim-Passo+Flora.jpg&quot;&gt;&lt;/a&gt;que deita no jardim. Como deusa das flores, com esse gesto, ela simboliza a imagem do título do quadro: início da Primavera. Ovídio poematiza o princípio da estação como o momento da metamorfose quando Zéfiro transforma a ninfa Clóris em Flora, a deusa das flores &lt;i&gt;“Eu hoje sou Flora, aquela que era chamada de Clóris”.&lt;/i&gt;  &lt;p&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp_t4C3Wb1TbYyXkvGPpDplDWm5h1psTGNxJA8YXfRIUVc0EcoBJJqZH-GhGD-wxhNjWgtrnOOBSb0IzlInr_IzcpIMJ7EozOp6ojg9O0pmCOusZLURv3tNy5Q8UgP9ULj_2XyXfqHFRNs/s1600/botticelli-as-3-gra%C3%A7as+Blog.jpg&quot;&gt;&lt;img style=&quot;margin: 0px 5px 0px 0px; display: inline&quot; border=&quot;0&quot; align=&quot;left&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp_t4C3Wb1TbYyXkvGPpDplDWm5h1psTGNxJA8YXfRIUVc0EcoBJJqZH-GhGD-wxhNjWgtrnOOBSb0IzlInr_IzcpIMJ7EozOp6ojg9O0pmCOusZLURv3tNy5Q8UgP9ULj_2XyXfqHFRNs/s200/botticelli-as-3-gra%C3%A7as+Blog.jpg&quot; width=&quot;122&quot; height=&quot;200&quot;&gt;&lt;/a&gt;As Três Graças, servas de Vênus, estariam configurando três aspectos do amor: beleza, desejo e felicidade? Seriam elas, Tália, a que traz flores, Aglaia, brilho e esplendor e Eufrosina, júbilo e alegria. Com vestes transparentes, bailam alegres e de mãos dadas. Em outra mitologia, as Graças representam os espíritos da terra fértil em seu ciclo de &lt;i&gt;dar&lt;/i&gt;, &lt;i&gt;receber&lt;/i&gt; e &lt;i&gt;devolver&lt;/i&gt; seus produtos. (Uma origem simbólica do que os ecologistas chamam de “sustentabilidadade”?). Ao lado elas está Mercúrio, o mensageiro dos deuses, que fecha o quadro à esquerda. Ele é reconhecido pelas suas sandálias aladas; o caduceu na mão direita espanta as nuvens do céu; o sabre demonstra a sua função de guardião do bosque. Mercúrio, filho de Maia, já foi venerado como o deus de Maio, mês das flores, em antigo calendário agrícola romano.  &lt;p&gt;A ênfase dada à figura majestosa da deusa Flora realça as rosas jogadas no chão. e seu &lt;b&gt;“passo à frente”&lt;/b&gt; &lt;b&gt;– a entrada na/da primavera&lt;/b&gt;!  &lt;p&gt;São raras outras alegorias com tal poder de síntese. Uma &lt;i&gt;escrita pictórica&lt;/i&gt; que desprende uma metáfora surpreendente. Não encontrei nenhum autor que tenha dado tal destaque.&amp;nbsp; &lt;b&gt;Que melhor enredo para uma escola de samba?! &lt;/b&gt; &lt;p&gt;Com exceção da dupla Zéfiro-Clóris, Botticelli pinta “blocos de significação” (Mercúrio, as Graças, etc.) em espaços vizinhos que pouco, ou nada, conversam entre si. Clóris e Flora são figuras mitológicas diacrônicas. No entanto, esses elementos atuam em harmonia, como frases e parágrafos que, juntos, vão contar uma história e dar sentido à obra. Como tantas outras obras &lt;i&gt;clássicas&lt;/i&gt;, um cenário onde a ação transcorre como numa montagem teatral.  &lt;p&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhByrw_uaVRvoXSgI5ff8ppAr1gTKGCacLQe6io7jRbfSfTflseC0L54HXVJ9ZWeaDWWCOtEwtTyxw-rNXk21sS5ToIyYQ7f9zqNg6lDngYAo6xY_tW8VnN4MG1UUJxAGSpBDqf1zWgVQs/s1600-h/clip_image012%5B5%5D.jpg&quot;&gt;&lt;img title=&quot;clip_image012&quot; border=&quot;0&quot; hspace=&quot;12&quot; alt=&quot;clip_image012&quot; align=&quot;left&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQFSoCUeDEgmrM3mBo1fLK0QS4AKO_9jTIVUkkZXTW6JV5GvnWLVq3pKfArpZ11R5OROKsd1oHz4CCKbj2FkK4KirRaB24p7XsTkJSW4-G8G602-8O6Q0y4ZDXYg0A6Mq36g0IRjlixzc/?imgmax=800&quot; width=&quot;177&quot; height=&quot;176&quot;&gt;&lt;/a&gt;Contudo, uma contradição permanece. Temos aqui uma &lt;i&gt;&lt;b&gt;Madona&lt;/b&gt;&lt;/i&gt; cercada por mitos romanos e gregos, ou uma &lt;i&gt;&lt;b&gt;Vênus &lt;/b&gt;&lt;/i&gt;vestida e pudica? Sua fisionomia de castidade é uma reminiscência da Virgem Maria, e não da deusa do amor sensual. A presença de Cupido não implica a presença de Vênus. A maçã – fruto de Vênus, é transformada em laranja, que era um símbolo da saúde, e não do amor. Botticelli pinta três metamorfoses: Maçãs em laranjas, Clóris em Flora e Vênus na Nossa Senhora.  &lt;p&gt;Não parece haver muita dúvida sobre a intenção do pintor de representar a transfiguração de um sincretismo religioso. Como também não há dúvida de que Botticelli fora largamente influenciado pela obra do filósofo florentino Marsilio Ticino. Nessa obra, &quot;Ficino tentava fundir as concepções pagãs e a teologia medieval numa doutrina. Por oposição a uma Vênus inferior, terrena, sua Vênus Celeste simbolizava a humanidade, a compaixão, o amor, e sua beleza abria as portas do céu aos mortais&quot; (Rose Marie &amp;amp; Rainer Hagen, 1997). &lt;p&gt;Em sua outra grande obra, o &lt;i&gt;Nascimento de Venus&lt;/i&gt;, Botticelli faz &lt;b&gt;o inverso ao despir a Virgem Maria&lt;/b&gt; (ver neste Blog &lt;i&gt;Botticelli - A Virgem Maria Despida&lt;/i&gt;). &lt;p&gt;&lt;img src=&quot;http://www.blogger.comhttp://img2.blogblog.com/img/video_object.png&quot;&gt;  </description><link>http://acroarte.blogspot.com/2010/09/botticelli-uma-deusa-vestida.html</link><author>noreply@blogger.com (Luis Alfredo Moutinho da Costa)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9mSZPObB4XbdXx-MdNIiSAq4T2k7bPvaC2EZkyrd0UDtT96LdOiyBaFDVnH42-IgunpXxIjRSWeIl7SUA8sFg5Cb0a30OZY0T2c1XiID8iqULwbRNRR-uXBSKCVjpxq4LsofrCwLOMUE/s72-c?imgmax=800" height="72" width="72"/><thr:total>0</thr:total></item></channel></rss>