tag:blogger.com,1999:blog-87392573464868928872024-03-13T05:03:02.902-07:00Falta Alguémernestohttp://www.blogger.com/profile/07196629866735192093noreply@blogger.comBlogger46125tag:blogger.com,1999:blog-8739257346486892887.post-9466433782797777022011-07-20T12:58:00.000-07:002011-07-20T13:01:03.688-07:00Ética na atualidade<div style="text-align: center;"><img 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" alt="" /><br /></div>O Mundo atual é marcado pelo individualismo exacerbado, com a quebra de vários valores tantos éticos como morais, é o chamado hoje em dia de “politicamente correto” que chega ao nosso cotidiano comprometendo as relações humanas de maneira dramática. No nosso atual sistema quem realmente quiser adquirir valores éticos e morais terão que aprender as regras sozinhas, pois já se foi o tempo em que estes valores tão importantes eram transferidos as gerações pelas classes dominantes, pela aristocracia, pelos intelectuais, escritores e artistas.<br />Entretanto, paradoxalmente, a mesma sociedade que aspira pela justiça e pela ética age às vezes, injustamente um estudante que compra uma vaga no ensino superior ou que pratica fraude durante os testes, uma criança com o hábito de mentir e um adulto que falsifica documentos para obter vantagens indevidas são meios utilizados pela sociedade que, ao mesmo tempo, condena o político corrupto. Atitudes como essas deixam lacunas nas relações sociais, acabando por dificultar a identificação de culpado pela destruição dos valores o que conseqüentemente gera um clima de impunidade.ernestohttp://www.blogger.com/profile/07196629866735192093noreply@blogger.com0tag:blogger.com,1999:blog-8739257346486892887.post-72605943187311876782011-07-08T08:31:00.000-07:002011-07-08T08:32:52.475-07:00<div style="text-align: center;"><img 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" alt="" /><br /></div><br /><br />Você já pensou que nosso universo pode ser apenas uma pequena parte de um enorme multiverso? Parece uma idéia de uma série de ficção científica de gosto duvidoso, mas na verdade é uma teoria científica que está ganhando cada vez mais força. <p>Físicos teóricos (baseados em física quântica e em outros princípios como a teoria das cordas) acham que há vários universos desconectados, chamados de bolhas, formando um todo que eles chamam de multiverso. Uma situação que torna a teoria dos multiversos mais provável é a quantidade de energia escura que o nosso universo tem. Nenhuma outra teoria existente sobre o nosso universo consegue explicar esse fenômeno. Mas se a teoria do multiverso for real essa quantidade de energia não só se torna explicável como é inevitável.</p> <p>O problema com a teoria do multiverso é que, atualmente, não temos como prová-la – já que estaríamos em um universo completamente separado de outro. Se temos dificuldade em ver um planeta distante, imagine identificar um universo inteiro.</p> <p>Eu disse que, atualmente, não podemos comprová-la, mas um cientista chamado Raphael Bousso, está tentando resolver esse problema.</p> <p>Para calcular como encontrar esse multiverso e como medi-lo precisamos investir em probabilidades, tentar “chutar” quais serão as características principais dele (como a quantidade de energia escura que ele teria). Para calcular essas probabilidades é preciso uma medida – uma ferramenta matemática que ajuda na definição dessas probabilidades. Mas encontrar essa medida quando o assunto é o multiverso é muito difícil. Seria como comparar infinitos. “Qual infinito é maior?” – parece uma pergunta sem noção.</p> <p>Então Bousso resolveu calcular essas probabilidades de acordo com a percepção de um habitante de uma bolha que forma um dos universos do multiverso. Nós, por exemplo.</p> <p>Nosso universo surgiu do Big Bang, provavelmente um choque entre um universo e outro, e há uma variedade de universos que pode ser produzida dessa forma. Então ele poderia usar esse tipo de probabilidade e calcular a quantidade de energia escura que seria produzida sem, sequer, ver um outro multiverso. E a quantidade de energia foi bem similar ao valor atual, então parece que o negócio funciona.</p> <p>Mas aplicar isso na prática é outra história. O problema é que pra funcionar mesmo, esses cálculos precisariam da quantidade inicial de vácuo no universo – e isso ainda é um mistério. <a href="http://hypescience.com/multiversos-realmente-existem/">[</a><a href="http://www.newscientist.com/article/mg20527501.100-a-measure-for-the-multiverse.html?full=true">NewScientist</a><a href="http://hypescience.com/">]</a></p>ernestohttp://www.blogger.com/profile/07196629866735192093noreply@blogger.com0tag:blogger.com,1999:blog-8739257346486892887.post-88544106049606847142010-08-26T07:26:00.000-07:002010-08-26T07:29:31.094-07:00<span class="Apple-style-span" style="font-family: 'Times New Roman'; font-size: medium; "><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><span style="font-family:Verdana;font-size:85%;color:#FFFFD9;"><b>Existem muitos sites na Internet, a maioria em Inglês, que abordam o fato (ou teoria, para aqueles que ainda não estão convencidos), de que a Terra é oca. Contudo, nenhum deles se propõe a explicar cientificamente o assunto e se limitam à análise de relatos e lendas, principalmente as que se referem a civilizações perdidas. Não que esse procedimento não seja importante ou condenável, mas ele deveria ser utilizado como complemento das outras evidências, tendo em vista que nós vivemos em um mundo materialista onde as pessoas só acreditam no que podem ver ou tocar ou em algo que foi testado em um laboratório.</b></span></p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><span style="font-family:Verdana;font-size:85%;color:#FFFFD9;"><b>Então, sem mais demora, aqui estão os fatos que comprovam que a Terra, a Lua e provavelmente todos os outros planetas, são ocos.</b></span></p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><b><span style="font-size:130%;color:#6699FF;">COMPOSIÇÃO DA TERRA</span></b></p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><img border="0" src="http://www.umanovaera.com/terra_oca/hollowea.jpg" width="488" height="431" /></p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><span style="font-family:Verdana;font-size:85%;color:#00FFFF;"><b>Figura 1</b>: a Terra vista em corte.</span></p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><span style="font-family:Verdana;font-size:85%;color:#FFFFD9;"><b>A Terra possui um "Sol" interno, três pontos onde a gravidade é zero e duas enormes aberturas nos pólos que interligam a superfície interna e externa.</b></span></p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><span style="font-family:Verdana;font-size:85%;color:#FFFFD9;"><b>A explicação para esses fenômenos é relativamente simples de se entender: o movimento de rotação do planeta arremessa a sua massa para longe do centro, da mesma forma que o giro de uma máquina de lavar arremessa as roupas para os lados deixando o seu centro oco.</b></span></p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><span style="font-family:Verdana;font-size:85%;color:#FFFFD9;"><b>Uma comparação melhor é a de um motociclista em um "globo da morte": a rotação impede que ele caia mesmo quando está de cabeça para baixo. A única diferença é que no globo da morte o motociclista é quem está girando e não o globo.</b></span></p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><span style="font-family:Verdana;font-size:85%;color:#FFFFD9;"><b>Quando a Terra estava sendo formada, e os seus componentes estavam em estado líquido, os materiais mais pesados foram se concentrando no centro, enquanto que a rotação manteve os materiais mais leves distantes do mesmo. A medida em que o planeta foi se solidificando, criou-se um perfeito equilíbrio entre o movimento de rotação e a gravidade.</b></span></p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><b><span style="color:#6699FF;">OS TRÊS PONTOS DE GRAVIDADE ZERO</span></b></p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><span style="font-family:Verdana;font-size:85%;color:#FFFFD9;"><b>Ao contrário do que se acredita, a Terra não possui apenas um ponto onde a gravidade é zero, mas sim três: o oficial, que fica no centro do planeta; o que localiza-se a aproximadamente 640 Km abaixo da superfície; e o que localiza-se a aproximadamente 2.000 Km (veja a figura 6). Isso se deve ao fato de que a enorme velocidade de rotação da Terra, que no equador é de 465 m/s (veja a figura abaixo), atua na direção oposta da atração gravitacional, algo que a maioria dos cientistas têm simplesmente ignorado até hoje.</b></span></p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><span style="font-family:Verdana;font-size:85%;color:#00FFFF;"><b>Figura 2</b>: o movimento de rotação da Terra.</span></p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><span style="font-family:Verdana;font-size:85%;color:#00FFFF;">Quanto mais perto do eixo, menor é a velocidade.</span></p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><img border="0" src="http://www.umanovaera.com/terra_oca/velocidade_terra.jpeg" width="379" height="377" /></p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><span style="font-family:Verdana;font-size:85%;color:#FFFFD9;"><b>NOTA: na verdade não existe nenhum ponto de gravidade zero na Terra. Não importa onde você esteja, sempre estará sofrendo o efeito da distorção espaço-temporal provocada pela massa do planeta, distorção esta que erradamente chamamos de força. Há sim um equilíbrio entre o movimento de rotação e a "atração" gravitacional nos pontos a 640 e a 2.000 Km de profundidade. E no caso do ponto central onde a rotação é zero, apenas o equilíbrio gravitacional.</b></span></p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><b><span style="color:#6699FF;">AS ABERTURAS POLARES</span></b></p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><div align="center"><table border="0" cellpadding="0" cellspacing="0" width="100%"><tbody><tr><td width="50%"><p align="center"><img border="0" src="http://www.umanovaera.com/terra_oca/Terra1.gif" align="middle" width="306" height="288" /></p></td><td width="50%"><p align="center"><img border="0" src="http://www.umanovaera.com/terra_oca/Terra2.gif" align="middle" width="252" height="288" /></p></td></tr></tbody></table></div><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><span style="font-family:Verdana;font-size:85%;color:#00FFFF;"><b>Figuras 3 e 4</b> mostrando uma das enormes aberturas existentes nos pólos. <a href="http://www.umanovaera.com/terra_oca/Terra3.jpeg" target="_blank" style="color: rgb(102, 153, 255); text-decoration: none; "><b>Clique aqui para ver uma ampliação.</b></a> </span></p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><span style="font-family:Verdana;font-size:85%;color:#FFFFD9;"><b>As aberturas nos pólos se devem ao fato de a velocidade de rotação nesses locais ser muito baixa. Sem rotação, a ação da gravidade é muito mais forte e, dessa forma, qualquer massa colocada nesses pontos seria atraída para baixo e para os lados (veja a figura 1). À latitude de 70º a Terra começa a se curvar para formar as enormes aberturas polares que medem aproximadamente 2.000 Km. Se houvesse apenas a rotação da Terra em torno do seu eixo, as aberturas se localizariam à 90º, exatamente nos pólos geográficos. Contudo, outros movimentos de rotação, como o da elipse em torno do Sol, fizeram com que elas se formassem 20º mais distante. É por isso que os pólos geográficos e magnéticos não coincidem. Quando exploradores que estão buscando o pólo Norte ou o pólo Sul chegam à latitude de 70º e a bússola deles aponta pra baixo, ele pensam que estão no pólo magnético, mas não estão. Na verdade, as bússolas estão sob o efeito do anel magnético que cerca as entradas polares, veja a figura abaixo. </b></span></p><p align="left" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><img border="0" src="http://www.umanovaera.com/terra_oca/magnetismoterra.gif" width="416" height="422" /></p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><span style="font-family:Verdana;font-size:85%;"><span style="color:#FFFFD9;"> </span><span style="color:#00FFFF;"><b>Figura 5</b>: localização dos pólos magnéticos e, conseqüentemente, das aberturas polares.</span></span></p><p align="left" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><span style="font-family:Verdana;font-size:85%;color:#FFFFD9;"><b>A curvatura da terra é muito mais acentuada nas entradas polares. Mas, apesar disso, não é perceptível para quem estiver caminhando ou mesmo sobrevoando sobre ela devido à sua enorme extensão. </b></span></p><p align="left" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><span style="color:#FFFFD9;"> </span></p><p align="left" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><b><span style="color:#6699FF;">AS SUPERFÍCIES INTERNA E EXTERNA</span></b></p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><map name="FPMap0"></map><img border="0" src="http://www.umanovaera.com/_derived/terra_oca.htm_txt_terra_oca.htm_txt_holeart1_cmp.gif" width="481" height="458" ismap="" usemap="#FPMap0" /></p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><span style="font-family:Verdana;font-size:85%;color:#00FFFF;"><b>Figura 6</b>: esquema da Terra mostrando a localização aproximada dos três pontos de "gravidade zero", do Sol interno e das aberturas polares. Observe como a gravidade nos pólos se "inverte" em um curto espaço se comparado com outros lugares. <a href="http://www.umanovaera.com/inde/baranim_gif_arquivos/baranim.gif" target="_blank" style="color: rgb(102, 153, 255); text-decoration: none; "><b>Clique aqui para ver uma animação.</b></a> </span></p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><span style="font-family:Verdana;font-size:85%;color:#FFFFD9;"><b>Outro aspecto surpreendente do fato de a Terra ser oca é que ela possui duas superfícies (ou três se considerarmos a do Sol interno): a interna e a externa (veja a figura acima), que são interligadas pelas aberturas polares. Ambas com atmosfera, oceanos, continentes, florestas, rios, lagos, uma fonte direta de luz e calor (direta porque a luz, o calor e outras emanações vindas da estrela que chamamos de Sol influenciam a superfície interna e vice-versa), enfim, com todo um ecossistema próprio. Apesar de serem interligadas e semelhantes até certo ponto, possuem diferenças marcantes como:</b></span></p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><b><span style="font-family:Verdana;font-size:85%;color:#66CCFF;">"Atração" gravitacional menor na superfície interna</span><span style="font-family:Verdana;font-size:85%;color:#FFFFD9;"> - o que, entre outras coisas, permite um crescimento maior das plantas e dos animais;</span></b></p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><b><span style="font-family:Verdana;font-size:85%;color:#66CCFF;">Posição do Sol interno sempre as doze horas</span><span style="font-family:Verdana;font-size:85%;color:#FFFFD9;"> - o que significa que não há noite no intra-mundo;</span></b></p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><b><span style="font-family:Verdana;font-size:85%;color:#66CCFF;">Estágio evolucionário mais avançado na superfície interna</span><span style="font-family:Verdana;font-size:85%;color:#FFFFD9;"> - isso se deve, além de outras razões, ao fato do intra-mundo estar mais protegido contra eventos cataclísmicos (como a queda de um grande meteoro por exemplo) do que o mundo externo. Estando mais protegido, o ecossistema interno evoluiu um pouco mais lentamente, porém, de forma contínua. É o popular devagar e sempre. Quando a superfície externa estava passando por um dos muitos eventos que provocavam grande extinções, parte do seu ecossistema migrava para a superfície interna e era forçado a se adaptar para sobreviver (essa migração era muito mais fácil antes do congelamento dos pólos, época em que havia uma maior integração entre as superfícies). No final das contas, o intra-mundo sempre ficava com o melhor das duas superfícies e, após a cessação desses grandes eventos, ajudava a repovoar a nossa superfície. Isso contribuiu ainda mais para aumentar a diferença entre os dois mundos.</span></b></p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><span style="font-family:Verdana;font-size:85%;color:#FFFFD9;"><b>Agora, parece ser bastante lógico propor a existência de uma civilização mais avançada no interior do planeta, tanto tecnologicamente quanto espiritualmente, já que um ecossistema tão harmonioso estimularia a convivência pacífica.</b></span></p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><span style="font-family:Verdana;font-size:85%;color:#FFFFD9;"><b>NOTA: se você acha que as condições ambientais não influenciam o comportamento, então experimente mudar-se de uma região de clima frio para uma de clima quente ou vice-versa. pesquisas demonstram que países de clima frio são menos violentos mas também são menos criativos. O ideal é o equilíbrio do frio com o calor, equilíbrio esse que existe no mundo interno entre a constante irradiação de energia do seu "Sol" e a enorme evaporação gerada por essa energia. </b></span></p><p align="left" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><b><span style="color:#6699FF;">O "SOL" INTERNO</span></b></p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><span style="font-family:Verdana;font-size:85%;color:#FFFFD9;"><b>O nome pode não ser apropriado do ponto de vista astronômico, mas é bastante apropriado do ponto de vista funcional, já que ele sustenta todo o ecossistema interno fornecendo luz e calor. E como "os mundos" interno e externo estão ligados, ele também desempenha um papel fundamental no equilíbrio do ecossistema de todo o planeta. Estima-se que ele possua 1/3 da massa total do planeta. É formado pelos materiais mais pesados e é extremamente denso, já que a força de expulsão provocada pela rotação é praticamente desprezível se comparada com a sua enorme "atração" gravitacional. O Sol interno é tão denso que apenas a sua superfície é líquida, todo o resto é sólido, apesar das enormes temperaturas em seu interior.</b></span></p><p align="left" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="left" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><b><span style="color:#6699FF;">ALGUMAS PERGUNTAS PARA OS DEFENSORES DA VERSÃO ATUAL</span></b></p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><span style="font-family:Verdana;font-size:85%;color:#FFFFD9;"><b>Porque os Icebergs são feitos de água fresca quando, de acordo com a versão convencional, a única água disponível nos pólos é salgada? De onde vem toda a vegetação que é encontrada dentro desses Icebergs? Porque exploradores que se aventuraram além dos pólos magnéticos descobriram que o clima fica mais quente e que os mares ficam livres de gelo? Porque alguns pássaros e animais da região polar, como o boi almiscarado, migram para o Norte no inverno? A teoria científica convencional não pode responder à essas perguntas, mas a teoria da Terra oca pode. Existem rios de água fresca que fluem pra fora do intra-mundo e essa água morna carregando vegetação e pólen congela, formando os Icebergs de água fresca em uma área onde aparentemente só existe água salgada.</b></span></p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><b><span style="color:#6699FF;">CONCLUSÃO</span></b></p><p align="center" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="left" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><span style="font-family:Verdana;font-size:85%;color:#FFFFD9;"><b>Uma pergunta que eu tenho ouvido freqüentemente é porque se a Terra é oca os nossos altamente inteligentes cientistas ainda não sabem disso. Eu posso responder a isso com um ditado: o pior cego é aquele que não quer ver. Muitos séculos se passaram desde a apresentação da teoria de que a Terra é redonda e não chata e, ainda assim, parece que nada mudou. A humanidade volta a cometer os mesmos erros exatamente por não ter aprendido nada com os anteriores. Ontem foi a teoria da Terra redonda, hoje a da Terra oca e amanhã?</b></span></p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><span style="font-family:Verdana;font-size:85%;color:#FFFFD9;"><b>Ao invés de ser imparcial, a comunidade "científica" ridiculariza toda e qualquer idéia que seja divergente da sua versão oficial e acusa de falta de seriedade ou de métodos científicos quem promove essas idéias. Os cientistas se acham os donos da verdade. Fechados em seus clubinhos, agem como verdadeiros ditadores do conhecimento. Ao invés de homo sapiens sapiens (homem que sabe que sabe), eles deveriam mudar o nome da sua "espécie" para homo não sapiens não sapiens (homem que não sabe que não sabe). </b></span></p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "><span style="font-family:Verdana;font-size:85%;color:#FFFFD9;"><b>Aqui está o meu recado para aqueles que ainda acreditam que os nossos grandes cientistas estão corretos ao afirmar que a Terra não é oca:</b></span></p><p align="justify" style="margin-left: 5px; margin-right: 5px; margin-top: 0px; margin-bottom: 0px; "> </p></span>ernestohttp://www.blogger.com/profile/07196629866735192093noreply@blogger.com0tag:blogger.com,1999:blog-8739257346486892887.post-59170727112198171092010-01-26T15:21:00.000-08:002010-01-26T15:33:37.976-08:00O Haiti não é aqui<div align="justify"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_9jbSa9T0OwE/S197eiE-asI/AAAAAAAAAIA/fsUjBD-tTwQ/s1600-h/_escola_desmorona_haiti_001.jpg"><img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 320px; height: 228px;" src="http://2.bp.blogspot.com/_9jbSa9T0OwE/S197eiE-asI/AAAAAAAAAIA/fsUjBD-tTwQ/s320/_escola_desmorona_haiti_001.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5431195440106072770" /></a><br /><br /> <br />Como a maioria dos seres humanos, sou curiosa. Mas oscilo entre a informação e a ignorância, tentando me equilibrar num mundo de excessivos alertas que jamais nos permite a alienação total – e é por isso que filtro, ao menos em parte, os jornais (menos os escritos e mais os televisionados): nem toda informação é relevante ou pertinente, e esta atitude avestruzesca me auxilia a manter os neurônios abastecidos do que vale a pena.<br /><br />Longe de justificar minha atitude um tanto pueril, uma distância conveniente dos meios de comunicação como estratégia de sobrevivência não me exime nem me impede de ter consciência. E há certas coisas que nenhum ermitão moderno deixa de, ao menos, ficar sabendo: porém, manter-se na superfície dessa informação, a partir daí, é escolha individual.<br /><br />A tragédia no Haiti é uma dessas informações que não pude ignorar, e tenho lido o que posso. Mas uma abordagem inusitada dessa tragédia me chamou a atenção. A colunista Bárbara Gancia, no jornal Folha de São Paulo de 15/01/2010, atenta para o fato de que pouquíssimas pessoas sabiam do paradeiro da doutora Zilda Arns. Nem mesmo seu irmão sabia que ela estava prestando serviços no Haiti. E Bárbara dá um título bastante apropriado para seu artigo: O ego encolhido de dona Zilda Arns. E ressalta, com humor e ironia: “Se partisse em missão para o Haiti, eu ligaria correndo para passar a informação para a Mônica Bergamo”.<br /><br />O país mais pobre das Américas, onde 45% da população é analfabeta – e, segundo o CIA World Factbook, 80% vivem abaixo da linha de pobreza – foi assolado por um terremoto de 7,3 graus na escala Richter, cujas proporções se tornaram ainda mais gigantescas em virtude destes dados. Sabe-se que, lá, o socorro oficial não existe, pois o Estado está falido e a economia em frangalhos. Não existem também água, alimentos, combustível. Os telefones celulares, mais numerosos que os fixos, não funcionam. Os mortos aglomeram-se nas ruas, a população sobrevivente caminha sem rumo por entre os corpos e só conta com ajuda de voluntários. Quem sobreviveu ao terremoto pode morrer de desnutrição ou de doenças.<br /><br />É difícil sequer imaginar um cenário de horror como este, e era naquele país que dona Zilda atuava em silêncio. Evidentemente, eu não sabia. Ela e mais um grupo de abnegados seres humanos, alguns também vítimas do terremoto. O terremoto que abriu os olhos de desavisados como eu para duas informações que puderam ser constatadas em sua real essência...<br /><br />A primeira: ainda que saibamos da existência da subnutrição, do analfabetismo e do aviltamento da vida humana em muitas regiões do mundo, essas condições podem ser levadas a extremos. Nessa hora, ver fotos e ler verdades difíceis nos relembra o fato de sermos todos pertencentes à mesma raça, à mesma linhagem, à mesma frágil estrutura. Sentir a dor do outro para nos humanizar é um exercício indispensável, e fugir disso é muito mais que alienação: é covardia.<br /><br />A segunda: existem, sim, pessoas cujo "ego encolhido" não permite que se divulgue o bem que fazem. Essas almas levam a extremos a máxima “fazer o bem sem olhar a quem”. Também é um exercício de humanização que nos faz repensar nossas atitudes para com o outro. Ainda que não possamos ir ao Haiti, a Serra Leoa, a Níger, ainda assim há muito por se fazer, a começar por nossa casa, nossa rua, nosso bairro, nossa cidade. Humildemente, sem necessidade de alarde, que é para não aumentar ainda mais o número de informações inúteis a que estamos expostos diariamente.<br /><br />______________________________<br /><br />Agradeço à Bárbara Gancia a autorização para a publicação deste texto.</div>ernestohttp://www.blogger.com/profile/07196629866735192093noreply@blogger.com0tag:blogger.com,1999:blog-8739257346486892887.post-48696055209403643732009-09-08T16:39:00.000-07:002009-09-08T16:44:30.777-07:00O Brasil escondido<object width="425" height="344"><param name="movie" value="http://www.youtube.com/v/p6IRBpPNklU&hl=pt-br&fs=1&"></param><param name="allowFullScreen" value="true"></param><param name="allowscriptaccess" value="always"></param><embed src="http://www.youtube.com/v/p6IRBpPNklU&hl=pt-br&fs=1&" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="344"></embed></object>ernestohttp://www.blogger.com/profile/07196629866735192093noreply@blogger.com0tag:blogger.com,1999:blog-8739257346486892887.post-37050430863089533792009-08-12T17:40:00.000-07:002009-08-12T17:44:19.843-07:00<object width="425" height="344"><param name="movie" value="http://www.youtube.com/v/aa3YWd86434&hl=pt-br&fs=1&"><param name="allowFullScreen" value="true"><param name="allowscriptaccess" value="always"><embed src="http://www.youtube.com/v/aa3YWd86434&hl=pt-br&fs=1&" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="344"></embed></object>ernestohttp://www.blogger.com/profile/07196629866735192093noreply@blogger.com0tag:blogger.com,1999:blog-8739257346486892887.post-45867226860842066842009-05-13T07:10:00.000-07:002009-05-13T07:12:44.179-07:00<a href="http://2.bp.blogspot.com/_9jbSa9T0OwE/SgrVOTV85tI/AAAAAAAAAH4/LM68b10cz_A/s1600-h/viciados_em_computador.jpg"><img id="BLOGGER_PHOTO_ID_5335311150261003986" style="FLOAT: right; MARGIN: 0px 0px 10px 10px; WIDTH: 262px; CURSOR: hand; HEIGHT: 320px" alt="" src="http://2.bp.blogspot.com/_9jbSa9T0OwE/SgrVOTV85tI/AAAAAAAAAH4/LM68b10cz_A/s320/viciados_em_computador.jpg" border="0" /></a><br /><div>Até que ponto podemos aguentar viver na corda-bamba entre o real e o virtual? Quando é a hora de se desligar?<a id="anc_1" name="anc_1"></a><br />Quem não concorda que a internet é uma das invenções mais brilhantes da humanidade que atire a primeira pedra. Sem dúvida, a ideia de criar uma rede de computadores conectados entre si, vem transformando e redefinindo comportamentos ao longo de várias gerações. Um dos mais importantes cientistas sociais da atualidade, o espanhol Manuel Castells, afirma em seu livro “A Galáxia da Internet”, que o nascimento da web pode ser comparado ao surgimento da energia elétrica. Com esta afirmação, é possível dimensionar o grau de importância que este meio adquiriu e continua adquirindo em nossas vidas, afinal o céu não é o limite para a expansão da rede.<br />Quem está na faixa dos vinte anos ou mais, pode voltar no tempo e comparar o salto que a internet e todas as outras formas de tecnologia deram em um intervalo de tempo de aproximadamente dez anos. Quem não se lembra dos famosos disquetes, do barulhinho inconfundível da conexão discada, as pesquisas feitas na biblioteca do colégio ou quando ouvir música era só através dos “moderníssimos” CDs que passavam de mão em mão até todos terem gravados em uma fita K7 as suas músicas prediletas?<br />Bons tempos aqueles, podem afirmar ou mais saudosistas, mas o que vemos atualmente é uma reconfiguração de ações e comportamentos jamais vista e que a cada dia se dá de forma mais rápida e mais difícil de acompanhar. O fato é que no Brasil, a geração dos anos 80 – como a minha – ou anteriores, viveram os dois lados da moeda, ou seja, nasceram em mundo pouco interligado e carente de tecnologias globalizantes, mas cresceram junto com elas e, de certa forma, se adaptando ao mundo virtual, mas mantendo as raízes no mundo real.<br />Já as gerações do final dos anos 90 e início do ano 2000, nasceram imersas em um mundo altamente conectado e, por isso, nunca passaram pelos perrengues da vida sem internet. A galera que tem até 15 anos, nasceu quando a onda internet estava a todo vapor, sendo assim, pode-se afirmar que é mais difícil para eles diferenciar a barreira entre o real e virtual.<br />É claro que não vamos generalizar e afirmar que todos os jovens desta faixa são vidrados em tecnologia, mas se você perguntar para alguma criança, independentemente da sua idade, o que é um site ou celular, causará espanto se ela não tiver na ponta da língua uma resposta. É inegável que hoje somos a cada dia mais máquina e menos humanos, pois muitas vezes preferimos mandar um scrap para um amigo, o felicitando pelo seu aniversário, ao invés de irmos até sua casa e desejar-lhe parabéns.<br />Com tantas facilidades proporcionadas pelas novas tecnologias, é indiscutível o fato de nos sentirmos atraídas por elas. Foi assim com a eletricidade, com o automóvel, a geladeira, o fax, a máquina de escrever e, claro, não seria diferente com a internet. Mas, até que ponto estas facilidades são positivas? Até que ponto facilitar tanto nossa vida deixa de ser algo positivo e se volta contra nós?<br />De acordo com o Ibope/NetRatings, em 2008 éramos mais de 40 milhões de conectados no Brasil e destes, quase 35 milhões com internet residencial e mais de 20 milhões de usuários ativos. Com todos estes números, também temos a média mensal de navegação dos brasileiros, que em maio do ano passado espantosamente chegou a quase 24 horas por semana. Com esta média, o Brasil fica na frente de países como Alemanha, Espanha, Itália e até Japão e Estados Unidos. O que estes dados podem traduzir: que o brasileiro está mais conectado, obviamente, que está usufruindo das vantagens da internet, mas por outro lado, está trocando a vida real pela virtual, pelo menos um dia inteiro por mês.<br />Como as tecnologias globalizantes tendem a encurtar distâncias, um fenômeno vem sendo percebido essencialmente por sociólogos e psicólogos: a mudança na formação dos relacionamentos pessoais. Uma das doenças que afligem muitos viciados em internet é o chamado Transtorno de ansiedade social, que se caracteriza pelo receio das interações sociais, como, por exemplo, ir à escola, sair na rua, falar em público ou paquerar. A primeira vista, estes sintomas podem ser observados em pessoas muito tímidas, entretanto é muito além de timidez que o cerne do problema se deve pelo fato do medo que portadores deste transtorno possuem de receber avaliações, seja de juízos de comportamento, estético ou mesmo de falarem o que pensam.<br />A crescente detecção deste e demais transtornos em jovens com menos dos 18 anos, mostra que nossos adolescentes estão mais sujeitos a isso, porque a formação da personalidade de grupo se dá justamente nesta fase. Como os nossos jovens estão trocando as conversas pessoais por chats, redes de relacionamento, jogos online e a própria internet, há um vão no desenvolvimento deste fator relacional, o que reflete em adolescentes mais tímidos, com poucos amigos reais, mais consumistas e elevação do número de problemas psicológicos.<br />Uma prova desta nova configuração dos relacionamentos, principalmente entre os jovens, pode ser percebida em uma série norte americana chamada True Life e exibida no Brasil pela MTV. Em um dos episódios, é possível acompanhar o drama de três meninas norte- americanas que não conseguem serquem realmente são fora do mundo virtual.<br />Este episódio, chamado <a href="http://www.mtv.com/videos/misc/236311/my-own-little-world.jhtml#id=1586148" target="_blank">“Vivo outra vida na Web”</a>, reflete que a compulsão pela realidade virtual, sem dúvida afeta nossa vida real.<br />Há quem diga que a internet está se tornando um vício, principalmente para os adolescentes. É fato que esta faixa é a que mais consome internet atualmente. Entretanto, há certo receio em afirmar que se conectar de mais seja considerado como tal. A chave para se saber se isso é real pode ser encontrada no ditado popular “tudo o que é de mais, faz mal”. De acordo com a <a href="http://www.baixaki.com.br/info/1151-conheca-mais-sobre-a-wikipedia.htm" target="_blank">Wikipedia</a>, vício deriva do latim “vitium”, que quer dizer “falha ou defeito”, sendo assim, um vício se caracteriza por um hábito cotidiano que acaba causando mal ao praticante do hábito ou as pessoas que o rodeiam. Desta forma, se alguém deixa de lado outras esferas da vida social ou acaba causando mal a si ou aos que convivem com ele, podemos afirmar que este é um viciado em internet.<br />Você pode estar se sentindo culpado com todos estes dados ou por não ter ido ao aniversário da sua mãe porque ficou festando no Second Life, ou batendo papo com aquele seu amigo pelo MSN. Calma! Isso pode ser um caso isolado de compulsão pelo mundo virtual, contudo, é importante que você pare e analise seu comportamento perante este mundo. De acordo com o Ambulatório Integrado dos Transtornos do Impulso do Hospital das Clínicas de São Paulo, há oito características que definem os Heavy users (usuários pesados): Pessoas com inteligência acima da média e com velocidade de raciocínio muito alta.Preferem passar o dia todo conectados a realizar outras atividades.Apresentam sintomas de depressão, ansiedade e outros distúrbios.Preferem interagir virtualmente do que realmente.Usam a internet com refúgio, pois apenas neste espaço conseguem expressar o que são ou pensam.Possuem poucos amigos reais.Desenvolve um comportamento único na rede. Você apresentou algum destes sintomas? ! </div>ernestohttp://www.blogger.com/profile/07196629866735192093noreply@blogger.com0tag:blogger.com,1999:blog-8739257346486892887.post-23879806152939348722009-04-23T07:31:00.001-07:002009-04-23T07:31:46.516-07:00<object width="425" height="344"><param name="movie" value="http://www.youtube.com/v/J3POZ1W1ipk&hl=pt-br&fs=1"></param><param name="allowFullScreen" value="true"></param><param name="allowscriptaccess" value="always"></param><embed src="http://www.youtube.com/v/J3POZ1W1ipk&hl=pt-br&fs=1" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="344"></embed></object>ernestohttp://www.blogger.com/profile/07196629866735192093noreply@blogger.com0tag:blogger.com,1999:blog-8739257346486892887.post-80840920795393695602008-11-04T05:00:00.000-08:002008-11-04T05:01:54.731-08:00POLÍTICA E FILOSOFIA<object width="425" height="344"><param name="movie" value="http://www.youtube.com/v/XDCme8TO0zk&hl=pt-br&fs=1"></param><param name="allowFullScreen" value="true"></param><param name="allowscriptaccess" value="always"></param><embed src="http://www.youtube.com/v/XDCme8TO0zk&hl=pt-br&fs=1" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="344"></embed></object>ernestohttp://www.blogger.com/profile/07196629866735192093noreply@blogger.com0tag:blogger.com,1999:blog-8739257346486892887.post-75158384523537276362008-10-17T10:30:00.000-07:002008-10-17T10:34:52.227-07:00ALTERIDADE<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_9jbSa9T0OwE/SPjMkUzn6VI/AAAAAAAAAFs/3EYRFqh4GdQ/s1600-h/abraco+apertado.jpg"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer;" src="http://3.bp.blogspot.com/_9jbSa9T0OwE/SPjMkUzn6VI/AAAAAAAAAFs/3EYRFqh4GdQ/s320/abraco+apertado.jpg" alt="" id="BLOGGER_PHOTO_ID_5258177489387645266" border="0" /></a><br /><span style="color: rgb(255, 255, 255);">A alteridade é um termo que vem sendo usado há pouco tempo, mas é uma postura que tem sido aconselhada pelos espíritos de luz, desde a codificação elaborada por Kardec. Entretanto vivenciar o valor da alteridade não significa deixar de discutir, debater, questionar. A discussão, o debate e o questionamento são saudáveis quando se respeita o outro e a sua maneira de ser e de pensar.</span><br /><span style="color: rgb(255, 255, 255);">A alteridade nos leva a ver todos com bons olhos, lembrando as palavras de Jesus: “Se os teus olhos forem bons, todo o teu corpo será luminoso; se, porém, os teus olhos forem maus, todo o teu corpo estará em trevas.” (Mateus 6:22 e 23)</span><br /><span style="color: rgb(255, 255, 255);">A pessoa que vivencia a alteridade é mais fraterna em todos os sentidos, deixando de criticar, julgar, agredir... E esse tipo de atitudes deixa o ser em paz consigo mesmo, com a humanidade, com a vida. As posturas de julgamento e crítica geralmente denotam uma idéia de superioridade, porque ao criticarmos o outro estamos querendo diminuí-lo, para que a nossa “grandeza” fique mais visível. Com tais atitudes, que têm como combustível o orgulho e a vaidade, estamos enviando uma vibração negativa ao objeto da nossa crítica, seja ele uma pessoa ou uma instituição.</span><br /><br /><span style="color: rgb(255, 255, 255);">Desenvolvendo a alteridade, respeitando a maneira de ser dos outros em seus erros, equívocos e até mesmo em suas maldades, consideramos que todos somos seres em diferentes faixas evolutivas.</span><br /><br /><span style="color: rgb(255, 255, 255);">““Onde houver duas ou mais pessoas reunidas... ali estará o conflito. Cabe a nós aprender a administrar os conflitos interpessoais e isto só será possível se tivermos alteridade.”( Wanderley S. Oliveira)</span>ernestohttp://www.blogger.com/profile/07196629866735192093noreply@blogger.com0tag:blogger.com,1999:blog-8739257346486892887.post-4721455871411133982008-10-11T06:29:00.000-07:002008-10-14T11:06:59.260-07:00A IDADE<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_9jbSa9T0OwE/SPCrRBlSHyI/AAAAAAAAAFc/_FkmWZ-3mDo/s1600-h/velhos.jpg"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer;" src="http://1.bp.blogspot.com/_9jbSa9T0OwE/SPCrRBlSHyI/AAAAAAAAAFc/_FkmWZ-3mDo/s320/velhos.jpg" alt="" id="BLOGGER_PHOTO_ID_5255889074112306978" border="0" /></a><br /><p class="MsoNormal" style="margin: 0pt; text-align: justify; color: rgb(255, 255, 255);"><span style=";font-family:Verdana;font-size:11;" >Minha mãe fez 80 anos, com saúde, disposição de espírito como alguém que leva a vida como se tivesse 50 anos. Talvez menos, eu digo, principalmente de observarmos quando ela passeia num shopping e derrota fácil outros acompanhantes, que não agüentam andar 10 ou 15 quilômetros que ela anda fácil num lugar desses. Isso é belo de se ver.</span></p><p class="MsoNormal" style="margin: 0pt; text-align: justify; color: rgb(255, 255, 255);"><span style=";font-family:Verdana;font-size:11;" ><br /></span></p><p class="MsoNormal" style="margin: 0pt; text-align: justify; color: rgb(255, 255, 255);"><span style=";font-family:Verdana;font-size:11;" >Deveríamos começar a eliminar rapidamente em nossa sociedade práticas arcaicas de segregar os mais velhos, como fazemos na família e na sociedade. E isso não só por dever moral, mas por sabedoria social e política, uma vez que agora somos uma sociedade parecida com as européias, com um grande contingente de pessoas “da terceira idade” e com uma crescente “expectativa de vida”.</span></p> <p class="MsoNormal" style="margin: 0pt; text-align: justify; color: rgb(255, 255, 255);"><span style=";font-family:Verdana;font-size:11;" > A sociedade brasileira busca ser mais suave a cada dia. Pode não conseguir, mas ao menos em intenção, esse é o objetivo da nossa legislação social. Principalmente no campo da esquerda, podemos errar aqui e ali na hora de fazermos nossa legislação de apoio social, mas a intenção é a suavização das relações sociais. Então, precisamos urgentemente terminar com as barreiras impostas aos velhos. Além disso, é necessário começarmos a ouvi-los com mais atenção, e buscar neles exatamente o que eles aprenderam, e que nós ainda não aprendemos e queremos aprender, mas que teimamos em errar mais de uma vez por não ouvi-los.</span></p> <p class="MsoNormal" style="margin: 0pt; text-align: justify; color: rgb(255, 255, 255);"><span style=";font-family:Verdana;font-size:11;" > </span></p><p class="MsoNormal" style="margin: 0pt; text-align: justify; color: rgb(255, 255, 255);"><span style=";font-family:Verdana;font-size:11;" >Não se trata apenas de ouvir os mais velhos quando eles são intelectuais e com acesso aos meios de comunicação. Temos de aprender a ouvir e viver com os mais velhos, mesmo quando não foram gênios. O maior dilema do brasileiro é cultural, quanto à velhice. Encostamos nossos velhos. Não os suportamos. Eles “dão trabalho”. Somos heróis da “vida ocupada” aos 30, 40 ou 50 anos. Não temos tempo para gastar com os velhos. Que ignorância a nossa! Não nos passa pela cabeça que estaremos com 80 anos ou mais, e que o pior disso não será o asilo, mas o canto da casa – o lugar que é reservado para os que não podem optar ou, de modo mais grosseiro, os que não devem mais optar e ensinar.</span></p> <p class="MsoNormal" style="margin: 0pt; text-align: justify; color: rgb(255, 255, 255);"><span style=";font-family:Verdana;font-size:11;" > </span></p> <p class="MsoNormal" style="margin: 0pt; text-align: justify; color: rgb(255, 255, 255);"><span style=";font-family:Verdana;font-size:11;" >Sempre tive um profundo amor e humildade intelectual diante dos velhos da minha família. Nada seria se não tivesse tido avô e avó perto de mim. Não como substitutos dos pais, que realmente não foram, mas como mestres e interlocutores. Na minha casa, os velhos nunca fora colocados em segundo plano, sempre estiveram na ponta da mesa e sempre deram a última palavra. Ficar velho, em casa, quando éramos uma família grande, não era uma desgraça, mas um privilégio e uma forma de poder assumir o comando com mais autoridade que até então tinha. Assim é, ao menos para mim, na minha casa hoje. Assim é para Fran e eu.</span></p> <p class="MsoNormal" style="margin: 0pt; text-align: justify; color: rgb(255, 255, 255);"><span style=";font-family:Verdana;font-size:11;" > </span></p> <p class="MsoNormal" style="margin: 0pt; text-align: justify; color: rgb(255, 255, 255);"><span style=";font-family:Verdana;font-size:11;" >Minha mãe fez 80 anos. Mas é visível que a educação que eu recebi e que, em parte, fez de mim filósofo, não conseguiu vencer as barreiras de uma sociedade onde impera um profundo preconceito contra os velhos. Pois eis minha derrota pessoal: tenho dois filhos (de mulheres diferentes, que foram minhas esposas – as duas com boa formação universitária), e embora educados no sentido de privilegiar os mais velhos, eles não vieram para a reunião feita para a minha mãe, no interior paulista. </span></p> <p class="MsoNormal" style="margin: 0pt; text-align: justify; color: rgb(255, 255, 255);"><span style=";font-family:Verdana;font-size:11;" > </span></p> <p class="MsoNormal" style="margin: 0pt; text-align: justify; color: rgb(255, 255, 255);"><span style=";font-family:Verdana;font-size:11;" >Os jovens estão ocupados. Eles acham que estão ocupados. Alguns, nem ligam para nada. Outros até ligam, mas possuem desculpas para si mesmos para faltar numa festinha da avó. 80 anos todo mundo faz todo dia, pensam eles, os tolos. Ah! Que sorte eu tive de não ser como eles. </span></p> <p class="MsoNormal" style="margin: 0pt; text-align: justify; color: rgb(255, 255, 255);"><span style=";font-family:Verdana;font-size:11;" > </span></p> <p class="MsoNormal" style="margin: 0pt; text-align: justify; color: rgb(255, 255, 255);"><span style=";font-family:Verdana;font-size:11;" >Cada um de vocês que lê essas linhas, a partir de hoje, aprendam: dos velhos saem as verdades que não temos coragem de contar e ouvir. A verdade é função de liberdade, por isso, sendo os velhos mais livres, com eles está a verdade. A idade os coloca acima de situações de competição e vergonha, e só eles podem nos dizer de fato <em>o que é a vida</em>. Quando não somos capazes de escutá-los por causa de que um quarteirão de distância nos separa deles, somos burros e preguiçosos. Quando não somos capazes de vir ouvi-los porque quilômetros nos separam deles, somos estúpidos e talvez estejamos já cegos para o que é prioridade na vida.</span></p> <p class="MsoNormal" style="margin: 0pt; text-align: justify; color: rgb(255, 255, 255);"><span style=";font-family:Verdana;font-size:11;" > </span></p> <p class="MsoNormal" style="margin: 0pt; text-align: justify; color: rgb(255, 255, 255);"><span style=";font-family:Verdana;font-size:11;" >Eu poderia dizer “onde errei na educação dos meus filhos”? Mas não digo. Pois não fui eu quem errou. Eles, os filhos, é que estão errando por eles mesmos. Não nasceram com a minha inteligência. <span> </span>Talvez até sejam inteligentes, mas de uma inteligência que não é do tipo da minha. Na minha opinião, eles são burros. </span></p> <p class="MsoNormal" style="margin: 0pt; text-align: justify; color: rgb(255, 255, 255);"><span style=";font-family:Verdana;font-size:11;" > </span></p> <p class="MsoNormal" style="margin: 0pt; text-align: justify; color: rgb(255, 255, 255);"><span style=";font-family:Verdana;font-size:11;" >Uma sociedade como a nossa precisa conseguir mecanismos para quebrar essa visão que envolve os velhos, tornando-os meras peças gastadas do mundo. Precisamos retomar a idéia de que uma sociedade só pode ser uma sociedade de fato quando seus anciãos são não só cuidados, agradados e respeitados, mas quando são ouvidos.</span></p> <p class="MsoNormal" style="margin: 0pt; text-align: justify; color: rgb(255, 255, 255);"><span style=";font-family:Verdana;font-size:11;" > </span></p> <p class="MsoNormal" style="margin: 0pt; text-align: justify; color: rgb(255, 255, 255);"><span style=";font-family:Verdana;font-size:11;" >Deveríamos levar mais a sério Platão, quando ele pensou na cidade justa, em <em>A República</em><em>,</em> como uma sociedade governada por um conselho de sábios que era, antes de tudo, um conselho de anciãos. Não deveríamos tomar isso como fórmula política, deveríamos tomar isso como sugestão ético moral muito além da idéia de governo. Talvez Platão estivesse querendo dizer mais coisas para nós quando assim escreveu. E visto que ele colocou que a filosofia só deveria ser estudada após os 30 anos, justo ele que foi aluno de Sócrates ainda rapaz, deveríamos lê-lo como realmente nos alertando para coisas mais profundas ao indicar a idéia do amadurecimento da idade para cada coisa.</span></p> <p class="MsoNormal" style="margin: 0pt; text-align: justify; color: rgb(255, 255, 255);"><span style=";font-family:Verdana;font-size:11;" > </span></p> <p class="MsoNormal" style="margin: 0pt; text-align: justify; color: rgb(255, 255, 255);"><span style=";font-family:Verdana;font-size:11;" >Mas será que os jovens têm ouvidos para ouvir Platão? E nós, de meia idade, temos? autor paulo o filósofo<br /></span></p> <p class="MsoNormal" style="margin: 0pt; text-align: justify; color: rgb(255, 255, 255);"><span style=";font-family:Verdana;font-size:11;" > </span></p>ernestohttp://www.blogger.com/profile/07196629866735192093noreply@blogger.com0tag:blogger.com,1999:blog-8739257346486892887.post-39062705269723093802008-09-30T16:03:00.000-07:002008-09-30T16:35:09.439-07:00PARTÍCULA DE DEUS<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_9jbSa9T0OwE/SOKwwlZTswI/AAAAAAAAAFU/jlNd1KINPag/s1600-h/luz.jpg"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer;" src="http://2.bp.blogspot.com/_9jbSa9T0OwE/SOKwwlZTswI/AAAAAAAAAFU/jlNd1KINPag/s320/luz.jpg" alt="" id="BLOGGER_PHOTO_ID_5251954464185889538" border="0" /></a><br /><p class="MsoNormal" style="margin: 0pt 0pt 10pt; text-align: justify; color: rgb(255, 255, 255);"><span style="line-height: 115%;font-family:";font-size:180%;" >O</span></p><p class="MsoNormal" style="margin: 0pt 0pt 10pt; text-align: justify; color: rgb(255, 0, 0);"><span style="color: rgb(0, 0, 0); line-height: 115%;font-family:";font-size:10;" >O homem não vai encontrar a “seria possível. O núm</span><span style="line-height: 115%;font-family:";font-size:10;" ><a href="http://br.youtube.com/watch?v=cJFllPVIcpg&feature=related"><span style="color: rgb(0, 0, 255);">partícula de Deus</span></a><span style="color: rgb(255, 255, 255);">”. </span><span style="color: rgb(255, 255, 255);">E se Higgs ou </span></span><span style="color: rgb(255, 255, 255); line-height: 115%;font-family:";font-size:10;" >Hawking vão ver suas teorias e críticas confirmadas ou não pelo acelerador de partículas LHCm isso já não é mais importante – não para a filosofia, ou parte importante desta. Pois seja qual for o resultado de tudo que envolve o LHC, o fato central é que o homem conseguiu dar de cara com Deus a partir do que está acontecendo na Suíça no CERN.</span> </p><p class="MsoNormal" style="margin: 0pt 0pt 10pt; text-align: justify; color: rgb(255, 0, 0);"><span style="color: rgb(0, 0, 0); line-height: 115%;font-family:";font-size:10;" >Para filósofos da ciência importa, sim, o que se poderá falar de metodologia de pesquisa e de cosmologia a partir do funcionamento e dos resultados do LHC. Para filósofos da religião e teólogos o LHC talvez interesse para que se possa arrumar argumentos que envolvem teses milenares. Todavia, para filósofos como eu e muitos outros, nós, os pragmatistas rortianos e davidsonianos, o que há de mais importante nesse assunto não é isso. O fato fantástico é que o homem se deparou diretamente com Deus na Suíça, e agora sabe bem qual é o seu rosto. Caso ainda não saiba, precisa saber.</span></p> <p class="MsoNormal" style="margin: 0pt 0pt 10pt; text-align: justify; color: rgb(255, 0, 0);"><span style="color: rgb(0, 0, 0); line-height: 115%;font-family:";font-size:10;" >O rosto de Deus que emergiu no experimento da Suiça não está marcado no Santo Sudário. Muito menos está em um plano que nos transcende. E não pertence a altar de nenhuma Igreja, nem mesmo à igreja da ciência. Pois Deus se mostrou no que ele realmente é. Na verdade, o homem não descobriu Deus com esse experimento do LHC, o homem fabricou Deus. Todos sabem quem é Deus agora. Ele é a capacidade de união e organização racional do homem de um modo que nunca imaginamos antes que </span></p><p class="MsoNormal" style="margin: 0pt 0pt 10pt; text-align: justify; color: rgb(255, 0, 0);"><span style="color: rgb(0, 0, 0); line-height: 115%;font-family:";font-size:10;" >ero de pessoas, de computadores, de capacidades racionais, de disposições de coordenação e, enfim, de mobilização de países e de dinheiro para que se pudesse construir e fazer o LHC funcionar é algo nunca visto antes. Aliás, nem mesmo imaginado há menos de duas décadas. O experimento poderia ser imaginável, mas não a organização para realizá-lo.</span></p> <p class="MsoNormal" style="margin: 0pt 0pt 10pt; text-align: justify; color: rgb(255, 0, 0);"><span style="color: rgb(0, 0, 0); line-height: 115%;font-family:";font-size:10;" >Que o homem poderia conseguiu reunir muitas pessoas para, sob o chicote, fazer pirâmides, nós já sabíamos. Que o homem poderia reunir equipes de cérebros para chegar à Lua, também já sabíamos. Que o homem, para não perder a liberdade, poderia fazer o esforço que fez ao gerar o Dia D e, assim, colocar fim ao nazismo, também vimos. Foram feitos grandiosos. Mas nenhum desses feitos demandou a capacidade de organização e cooperação que se precisou para o LHC, colocando cérebros, dinheiro, capacidades racionais e disposições, tudo isso em um volume inaudito, para funcionar segundo a precisão de um relógio, e isso por um tempo longo - pois os experimento apenas começou. E nunca se fez tamanho trabalho de cooperação tendo no horizonte um objetivo puramente teórico. O homem precisa perceber que, enquanto o LHC estiver funcionando, ele terá consubstanciado Deus por meio da organização cooperativa que demonstra.</span></p> <p class="MsoNormal" style="margin: 0pt 0pt 10pt; text-align: justify; color: rgb(255, 0, 0);"><span style="color: rgb(0, 0, 0); line-height: 115%;font-family:";font-size:10;" >Daqui para frente, qualquer dificuldade que o homem vier a ter na Terra, ainda que ele erre mil vezes para solucioná-la, ele saberá que pode solucioná-la. Pois nenhuma dificuldade pode ser maior que essa capacidade de organização e cooperação que o homem mostrou possuir com tudo que envolveu e virá a envolver o LHC lá na Suíça.</span></p> <p class="MsoNormal" style="margin: 0pt 0pt 10pt; text-align: justify; color: rgb(255, 0, 0);"><span style="color: rgb(0, 0, 0); line-height: 115%;font-family:";font-size:10;" >Não importa aqui se tudo isso foi ou não gerado para, em uma segunda instância, termos um novo desenvolvimento industrial. Não importa aqui se quem investiu vai querer retorno. Isso é o natural de nossa vida. O que importa é que durante 14 anos o homem sonhou que poderia criar uma rede de organização fantástica, com todos os elos concatenados, para investigar o mundo microfísico, ou seja, para simplesmente satisfazer uma curiosidade intelectual. E o mais fantástico ainda: essa coordenação de esforços se concretizou e deu certo. Não houve nada no mundo até hoje, em condições de liberdade, que tenha sido similar a tal tipo de esforço coordenativo, e com um belo objetivo, se podemos dizer isso e, assim, nos regozijar por sermos <em>ainda</em> iluministas. Deus é essa capacidade de cooperação do homem. O homem fez Deus neste início de setembro de 2008. Não podemos nos esquecer disso.</span></p> <p class="MsoNormal" style="margin: 0pt 0pt 10pt; text-align: justify; color: rgb(255, 0, 0);"><span style="color: rgb(0, 0, 0); line-height: 115%;font-family:";font-size:10;" ><span style="color: rgb(255, 255, 204);">O que importa, portanto, é isto: todas as vezes que o homem tiver algum problema que possa ferir a humanidade em</span> qualquer de seus elos mais fracos, estará no horizonte escrito o seguinte: isto não precisava ocorrer, e se ocorreu, pode ter seu sofrimento bem diminuído, basta chamar Deus, ou seja, basta evocar nossa capacidade de cooperação de modo racional e em favor de razão. </span></p> <p class="MsoNormal" style="margin: 0pt 0pt 10pt; text-align: justify; color: rgb(255, 0, 0);"><span style="color: rgb(0, 0, 0); line-height: 115%;font-family:";font-size:10;" ><span style="color: rgb(255, 255, 255);">Fome, guerras e arrumações políticas que mais desarrumam continuarão a ser produzidas. Mas elas deverão trazer mais e mais indignação a partir de agora, pois sabemos que nossa capacidade de trabalhar conjuntamente em um projeto que depende de resultados precisos, com decisões coordenadas por muita gente mesmo, é algo que temos condição de fazer. Sempre poderemos dizer: ah, estamos</span> passando por tal dificuldade por uma razão simples, para esse problema não quisemos botar Deus para funcionar, não quisemos incomodá-lo.</span></p> <span style="color: rgb(255, 0, 0); line-height: 115%;font-family:";font-size:10;" >Paulo Ghiraldelli Jr. Filósofo, <a href="http://www.filosofia.pro.br/"><span style="color: rgb(0, 0, 255);">www.filosofia.pro.br</span></a></span><p class="MsoNormal" style="margin: 0pt 0pt 10pt; text-align: justify; color: rgb(255, 0, 0);"><span style="line-height: 115%;font-family:";font-size:180%;" > homem não vai encontrar a “</span></p><span style="color: rgb(255, 255, 255); line-height: 115%;font-family:";font-size:180%;" ><a href="http://www.filosofia.pro.br/"><span style="color: rgb(0, 0, 255);"><br /></span></a></span>ernestohttp://www.blogger.com/profile/07196629866735192093noreply@blogger.com0tag:blogger.com,1999:blog-8739257346486892887.post-13591285323880808192008-09-10T22:42:00.001-07:002008-09-10T22:42:55.145-07:00Aristóteles no planalto<table class="interna-txt" border="0" cellpadding="4" cellspacing="0" width="100%"><tbody><tr><td class="interna-titulo" align="center">o</td> </tr> <tr> <td class="interna-olho" align="center">O que pensaria o célebre filósofo grego da Antigüidade diante do sistema político do Brasil contemporâneo? Reconheceria nele as idéias igualitárias da democracia ateniense?</td> </tr> <tr><td class="interna-autor" height="45"><i>por Edison Nunes</i></td></tr> <tr><td class="interna-txt"><span class="interna-txt"> <table align="right" border="0" cellpadding="1" cellspacing="0" width="293"> <tbody><tr> <td rowspan="3" class="img-credito" align="right" width="10"><img src="http://www2.uol.com.br/historiaviva/img/px_branco.gif" width="1" height="1" /></td> <td class="img-credito" align="right">Aristóteles, óleo sobre tela, Francesco Hayes, 1811, Galeria da Academia, Veneza</td> </tr> <tr> <td align="center"><img src="http://www2.uol.com.br/historiaviva/artigos/img/aristotelesinterna.jpg" border="0" /></td> </tr> <tr> <td class="img-legenda">Aristóteles: o governo atual seria uma mistura de democracia e oligarquia</td> </tr> <tr> <td colspan="2" class="img-credito" align="right" height="10"><img src="http://www2.uol.com.br/historiaviva/img/px_branco.gif" width="1" height="1" /></td> </tr> </tbody></table>Não sei se foi por antiga magia ou tecnologia secreta que Aristóteles veio a dar em Brasília. Queria conhecer nossa Constituição, dizendo ser hábito seu empedernido. Encontrei-o por azar; expliquei lhe o básico, alguma bibliografia. E recolhi alguns de seus comentários.<br /><br />Para ele o nosso sistema político não poderia ser chamado de “democracia” e, de fato, não o é, tecnicamente falando. A palavra designa somente regimes nos quais o povo detém o poder soberano; exercendo-o diretamente em assembléia, sem que tal poder conheça qualquer limite ou contrapeso institucional. Significa literalmente o “poder popular” e sua realização pressupõe a maior igualdade possível de todos perante a lei (<i>isonomia</i>) e quanto ao direito de participar da decisões públicas mediante a fala (<i>isegoria</i>). Tal igualdade fundamental torna impossível a representação política já que esta pressupõe a separação prática e formal entre representantes e representados, entre dirigentes e dirigidos. Assim, qualquer processo de escolha de magistrados, como votação ou concurso de provas e títulos, não é democrática pois toma os indivíduos pelas suas diferenças, ranqueando-os em melhores e piores. Por isso mesmo, a eleição popular de um presidente ou deputado; a de um juiz concursado, configurar-se-iam aristocráticas (de <i>aristói</i> – os melhores). O único método realmente democrático de seleção, quando não se pode decidir diretamente em assembléia, é o sorteio. Só aí não há discriminação de mérito, preservando-se a igualdade.</span></td></tr> <tr> <td class="pags" align="right"> 1 <a href="http://www2.uol.com.br/historiaviva/artigos/aristoteles_no_planalto_2.html" class="pags">2</a> <a href="http://www2.uol.com.br/historiaviva/artigos/aristoteles_no_planalto_2.html" class="pags">»</a> </td> </tr> <tr> <td align="center" height="40"> <table class="bg_barras" border="0" cellpadding="2" cellspacing="0"> <tbody><tr> <td> <table class="autor" bgcolor="#ffffff" border="0" cellpadding="2" cellspacing="0"> <tbody><tr> <td align="left"><span class="autor-nome">Edison Nunes</span> <span class="autor-txt">é professor do Departamento de Política da Pontifícia Universidade Católica de São Paulo e do Programa de Estudos Pós-Graduados em Ciências Sociais da PUC-SP.</span></td></tr></tbody></table></td></tr></tbody></table></td></tr></tbody></table>ernestohttp://www.blogger.com/profile/07196629866735192093noreply@blogger.com0tag:blogger.com,1999:blog-8739257346486892887.post-15853844129997942332008-09-10T06:08:00.000-07:002008-09-10T06:09:45.766-07:00INTRODUÇÃO A FILOSOFIA<object width="425" height="344"><param name="movie" value="http://www.youtube.com/v/Elm_Gdaw3zY&hl=en&fs=1"></param><param name="allowFullScreen" value="true"></param><embed src="http://www.youtube.com/v/Elm_Gdaw3zY&hl=en&fs=1" type="application/x-shockwave-flash" allowfullscreen="true" width="425" height="344"></embed></object>ernestohttp://www.blogger.com/profile/07196629866735192093noreply@blogger.com0tag:blogger.com,1999:blog-8739257346486892887.post-80941532734269323002008-09-05T08:03:00.000-07:002008-09-05T08:51:29.827-07:00RENE DESCARTES<object width="425" height="344"><param name="movie" value="http://www.youtube.com/v/2oJJ7oA2ywc&hl=en&fs=1"><param name="allowFullScreen" value="true"><embed src="http://www.youtube.com/v/2oJJ7oA2ywc&hl=en&fs=1" type="application/x-shockwave-flash" allowfullscreen="true" width="425" height="344"></embed></object>ernestohttp://www.blogger.com/profile/07196629866735192093noreply@blogger.com0tag:blogger.com,1999:blog-8739257346486892887.post-62891339613644813822008-09-03T20:02:00.000-07:002008-09-03T20:07:55.826-07:00O ÓDIO CONTRA O ÍNDIO<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_9jbSa9T0OwE/SL9Q3zyfbsI/AAAAAAAAAFM/7R5TUGAD2Jc/s1600-h/mulher_india.jpg"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer;" src="http://4.bp.blogspot.com/_9jbSa9T0OwE/SL9Q3zyfbsI/AAAAAAAAAFM/7R5TUGAD2Jc/s320/mulher_india.jpg" alt="" id="BLOGGER_PHOTO_ID_5241997411007557314" border="0" /></a><br /><div>A indisposição das pessoas em relação às mulheres pode acabar completamente um dia. A mulher é mulher. O preconceito contra o negro pode diminuir. O negro é negro. Mulheres e negros tem feito um esforço grande no sentido de, sendo mulheres e negros, serem aceitos no grupo dos “humanos”. Em algumas democracias ocidentais esses dois grupos, nos últimos anos, têm conseguido forjar equipes de pressão e influenciar política e juridicamente as sociedades em que vivem, a fim de serem tratados de um modo mais igualitário.</div><div><br />Esses dois grupos contam com uma vantagem sobre outro grupo que também luta por direitos, o dos índios. Em cada país em que vivem, mulheres e negros tem conseguido se mostrar antes oriundos deste país que propriamente mulheres e negros. Assim, os negros americanos conseguiram se mostrar antes americanos que negros, o mesmo ocorrendo com as mulheres. No Brasil e em outros países isso também tem ocorrido. Isso dá vitórias. Mas este não é o caso do índio. Por mais paradoxal que seja ele não tem conseguido se mostrar brasileiro!</div><div><br />Se você conversar com uma pessoa qualquer na rua, nas grandes capitais, verá facilmente o quanto é difícil para as pessoas entenderem que o índio é antes brasileiro que índio. Diferentemente do negro e da mulher, ele mantém um sotaque, um modo de vestir e um aspecto físico que nós, os que se acham mais descendentes do colonizador ou do imigrante europeu (ou asiático), não conseguimos compreender. A mulher colocou um terninho. O negro colocou gravata. Ambos falam a língua que nós todos falamos. Mas o índio parece insistir em ser diferente. Como ele não seria? E alguns conservadores acreditam que, por conta da “proteção do Estado”, ele tem privilégios. Então, tudo se torna mais difícil. Tudo é mais complicado para o índio, pois ele tem um estigma que a mulher e negro não possuem: ele é tomado como ridículo.</div><div><br />A mulher era vista como burra. E se era inteligente, era puta. O negro era visto como indolente, e se começava a querer fazer as coisas, era tomado como malandro ou ladrão. Isso tudo ainda está presente na nossa sociedade, pois a nossa maneira de conversar não se alterou de modo suficiente para darmos passos para fora desse círculo cruel. Mas, pior do que burro, puta, vadio ou malandro é o estigma de ridículo. O índio é ridículo – é assim que ele é assumido como índio por uma boa parte de nossa sociedade. E caso ele tente não ser ridículo, ele é tomado como falso índio. Ele tem de andar de tanga e cocar na rua, e jamais saber falar o português. Caso ele vista uma calça jeans e tente falar o português, então já fica um pouco mais difícil de ser chamado de ridículo; e se ele não pode mais ser ridículo, eis que se torna vítima do ódio. Todo aquele ódio que há pouco tempo a direita política tinha para com as mulheres inteligentes e os negros orgulhosos, agora se volta contra o índio.</div><div><br />Alguns imaginam que isso é devido ao fato do índio estar lutando por terras que outros querem. Trata-se de uma luta por riqueza. Há sim esse componente. Mas a luta mais profunda ainda é a luta da visão do colonizador, a visão do capitão do mato, contra a visão do colonizado, contra a visão do indígena, os primeiros brasileiros.</div><div><br />Raposa Serra Dourada é um caso. Talvez uma pessoa como <a href="http://www.bbc.co.uk/portuguese/reporterbbc/story/2008/08/080827_raposa_rosenfield_cg.shtml">Denis Rosenfield</a>, que ilegitimamente usa o título de filósofo – para azar nosso –, realmente fale o que fala apenas para defender a riqueza dos poderosos. Afinal, os intelectuais da academia, não raro, sobrevivem nela emprestando sua pena aos grupos de poder na situação ou de poder na oposição. Isso vai passar. Um dia Rosenfield se aposentará e arrastará chinelos de modo solitário pela sua casa, e nenhum dos fazendeiros que hoje ele apóia se lembrará dele. Outro ocupará a cátedra seqüestrada por herdeiros de Mussolini. O problema não é esse. O problema é que quando ele se aposentar, ainda os vocabulários do colonizador e do capitão do mato poderão ser tudo que conhecemos para falar do índio. </div><div><br />O que isso significa em termos históricos e humanos? Só uma coisa: a vitória da crueldade. A vitória da má vontade. A permanência da vida não generosa.</div><div><br />Uma coisa que precisamos aprender sobre o convívio humano é que, não raro, as questões nossas não poderiam se deixar contaminar tanto pela disputa política e ideológica quanto se contaminam. Nós, filósofos – os que não abdicaram da filosofia –, deveríamos perceber que o ódio da direita política contra minorias e, no caso, contra índios, não é um ódio da direita política enquanto facção política. É um ódio que extrapola isso. É um ódio que pode estar no coração de pessoas que não se identificam com a direita política. A direita política, como o caso de Denis Rosenfield, faz o papel de trombone – faz barulho. Mas o problema não é o barulho. O problema, no caso, é o silêncio.</div><div><br />Os silenciosos é que são os mandatários do mal. Pois os silenciosos são os que falam no cotidiano, ou seja, os que sussurram. Os que sussurram são os que levantam a voz em filas públicas. Sabe aquele velhinho aposentado que está marginalizado, e que na fila do banco brada contra toda política generosa e, então, aproveita para dizer que “índio não existe, que vão ganhar terra do governo que é maior do que um país” etc. Sabe esse tipo? Ele é o Rosenfield fora da universidade. Ele não leu os livros que o Rosenfield leu sobre Descartes. Mas eles, apesar de tudo, pensam de modo igual. Eles sentem de maneira igual. Eles empurram outros para a má vontade, para a política sem generosidade e, pior, eles fecham junto deles um anel, o anel que engloba também o jovem fascista, todo aquele que não consegue perceber que é arauto da crueldade.</div><div><br />O jovem rico que atira uma garrafa do seu conversível em um travesti na rua. O jovem pobre que se junta em bando para bater e até matar o outro que “é do bando de lá”. O jovem de classe média que fez medicina, mas que atende primeiro os brancos na fila. O jovem pobre que consome droga e que ataca a mãe desesperada que quer vê-lo fora daquele caminho. O jovem rico que molesta a empregada doméstica. O jovem pobre que bate na irmã porque ela engravidou. O jovem rico que ateia fogo no índio e diz que “pensava que era mendigo”. Eles são os que Denis Rosenfield alimenta. Por isso, quando Denis estiver de chinelos, aposentado em sua casa, ele não receberá a visita de ninguém da UDR, que ele defendeu. Pois os homens da UDR já terão arrumado outro para fazer vingar o ódio. E não irão dar bola para quem “só criou confusão”.</div><div><br />Felizmente, esses homens não vão dizer que eles contaram com um filósofo. Eles não vão se lembrar disso. Eles ainda manterão a idéia de que o filósofo autêntico não estaria do lado deles. E nisso, terão feito o único juízo certo de suas vidas.</div><br />Paulo Ghiraldelli Jr., filósofoernestohttp://www.blogger.com/profile/07196629866735192093noreply@blogger.com0tag:blogger.com,1999:blog-8739257346486892887.post-81285802499614643102008-08-09T08:15:00.000-07:002008-08-09T08:32:09.938-07:00O COMÉRCIO POLÍTICO<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_9jbSa9T0OwE/SJ223VbbzjI/AAAAAAAAAFE/fshV7ytMEIs/s1600-h/P1030003.jpg"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer;" src="http://4.bp.blogspot.com/_9jbSa9T0OwE/SJ223VbbzjI/AAAAAAAAAFE/fshV7ytMEIs/s320/P1030003.jpg" alt="" id="BLOGGER_PHOTO_ID_5232539403835657778" border="0" /></a><br /><div style="text-align: left;">NOVAMENTE COMEÇA A FEIRA DOS VOTOS NO BRASIL COMO SEMPRE O POVO SEM ESCLARECIMENTO VAI ELEGER OS MESMO DE SEMPRE O VELHO CURRAL ELEITORAL CONTINUA, RESTA SABER SE COM O ADVENTO DA FILOSOFIA NO ENSINO MÉDIO DAQUI A ALGUM TEMPO VEREMOS O JOVENS TEREM UM PAPEL MAIS ATIVO NESSA VERDADEIRA IMORALIDADE E SOFISMOS QUE É A POLÍTICA BRASILEIRA.<br /></div>ernestohttp://www.blogger.com/profile/07196629866735192093noreply@blogger.com0tag:blogger.com,1999:blog-8739257346486892887.post-61784020365808326292008-06-04T17:25:00.001-07:002008-06-04T17:30:18.061-07:00abrindo os olhos !<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://bp3.blogger.com/_9jbSa9T0OwE/SEczeuYIAmI/AAAAAAAAAE8/oKgZiH3wf10/s1600-h/31960_2.jpg"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer;" src="http://bp3.blogger.com/_9jbSa9T0OwE/SEczeuYIAmI/AAAAAAAAAE8/oKgZiH3wf10/s320/31960_2.jpg" alt="" id="BLOGGER_PHOTO_ID_5208188097015579234" border="0" /></a><br />No momento em que você se aprofunda em estudos filosofícos um novo olhar das coisas se abre e vemos o quando somos bobos e ingênuos em certos assuntos da vida abra o olho!ernestohttp://www.blogger.com/profile/07196629866735192093noreply@blogger.com0tag:blogger.com,1999:blog-8739257346486892887.post-71937154852686830932008-05-22T17:30:00.000-07:002008-05-22T17:43:22.516-07:00ALMA SUJA<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://bp0.blogger.com/_9jbSa9T0OwE/SDYTGOYIAlI/AAAAAAAAAE0/yYGOgSDr-i8/s1600-h/hulk_toronto_2.jpg"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer;" src="http://bp0.blogger.com/_9jbSa9T0OwE/SDYTGOYIAlI/AAAAAAAAAE0/yYGOgSDr-i8/s320/hulk_toronto_2.jpg" alt="" id="BLOGGER_PHOTO_ID_5203367417132614226" border="0" /></a><br />EM UM MUNDO DE APARÊNCIAS A ALMA NÃO IMPORTA !ernestohttp://www.blogger.com/profile/07196629866735192093noreply@blogger.com0tag:blogger.com,1999:blog-8739257346486892887.post-23417240506614876042008-05-09T20:41:00.000-07:002008-05-09T20:47:05.524-07:00A FILOSOFIA DO FALTA ALGUÉM<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://bp2.blogger.com/_9jbSa9T0OwE/SCUaYJ4_3QI/AAAAAAAAAEs/F2vu5YHzuvw/s1600-h/cachoeira+014.jpg"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer;" src="http://bp2.blogger.com/_9jbSa9T0OwE/SCUaYJ4_3QI/AAAAAAAAAEs/F2vu5YHzuvw/s320/cachoeira+014.jpg" alt="" id="BLOGGER_PHOTO_ID_5198590347143273730" border="0" /></a><br /><div style="text-align: left;"><span style="font-size:100%;">RETONAREMOS A POSTAR COM MAIS ASSIDUIDADE AGUARDE<br /><br />NA FOTO UMA SOLITÁRIA FORMIGA<br />QUE DEVE TER UMA VISÃO DE VIDA COMPLETAMENTE ESTRANHA PARA NÓS RACIONAIS?<br /></span></div>ernestohttp://www.blogger.com/profile/07196629866735192093noreply@blogger.com0tag:blogger.com,1999:blog-8739257346486892887.post-11997967984962639102008-05-08T18:20:00.000-07:002008-05-08T18:24:04.167-07:00Vida sem noção<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://bp1.blogger.com/_9jbSa9T0OwE/SCOnVIr01CI/AAAAAAAAAEk/CuMA4jNVcXY/s1600-h/theend.jpg"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer;" src="http://bp1.blogger.com/_9jbSa9T0OwE/SCOnVIr01CI/AAAAAAAAAEk/CuMA4jNVcXY/s320/theend.jpg" alt="" id="BLOGGER_PHOTO_ID_5198182376466076706" border="0" /></a><br />que bobagem ter preocupações tudo acaba mesmo?<br />momento pessimistaernestohttp://www.blogger.com/profile/07196629866735192093noreply@blogger.com0tag:blogger.com,1999:blog-8739257346486892887.post-61782258491836404892008-02-15T20:00:00.000-08:002008-02-15T20:20:26.933-08:00CUIDE DA ALMA!<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://bp2.blogger.com/_9jbSa9T0OwE/R7ZkWsgktcI/AAAAAAAAAEc/vtdmZH_al0I/s1600-h/MakedKiedrowski.jpg"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer;" src="http://bp2.blogger.com/_9jbSa9T0OwE/R7ZkWsgktcI/AAAAAAAAAEc/vtdmZH_al0I/s320/MakedKiedrowski.jpg" alt="" id="BLOGGER_PHOTO_ID_5167427963521906114" border="0" /></a><br />A alma, imortal, indestrutível e sempre renascida, razão moral, espiríto pensante e sede da consciência, é a manifestação do divino no homem, guiado por ela para examinar com atenção e cautela o que ocorre a sua volta, separando o que realmente lhe diz respeito daquilo que é superficial, banal, desprezível. Cuidar da alma, missão suprema e indelegável do homem, é cuidar de si. O cuidado de si implica em estar em confluência com o mundo, mas ao mesmo tempo protegido das tentações que pertubam a intimidade, buscando-se na solidão serena, e não na opinião dos outros, a resposta para as dúvidas e a libertação das incertezas.<br />Cuidar de si não é isolar-se no egoísmo e na solidão, mas preocupar-se com os desvalidos, fazendo o possível para amenizar seu infortúnio, é respeitar a cidade onde vive, como se fosse sua própria casa.ernestohttp://www.blogger.com/profile/07196629866735192093noreply@blogger.com0tag:blogger.com,1999:blog-8739257346486892887.post-87359399889108445332008-01-11T15:16:00.000-08:002008-01-11T16:12:36.327-08:00NATUREZA X SER HUMANO<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://bp1.blogger.com/_9jbSa9T0OwE/R4f_hQsHSXI/AAAAAAAAAEM/OFfqSPUoOGQ/s1600-h/CoracaoNatureza.jpg"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer;" src="http://bp1.blogger.com/_9jbSa9T0OwE/R4f_hQsHSXI/AAAAAAAAAEM/OFfqSPUoOGQ/s320/CoracaoNatureza.jpg" alt="" id="BLOGGER_PHOTO_ID_5154369245429582194" border="0" /></a><br /><span style="color: rgb(51, 0, 51);"><span style="color: rgb(255, 255, 255);">No princípio as relações do homem com a natureza eram divinas. Haviam deuses em tudo. Deus do sol, da luz, da chuva, do rio, do vento, da árvore, da pedra, do mar, do sonho... e de tudo o mais que os olhos e a imaginação pudesse alcançar. Nessa época, destruir uma árvore, por exemplo, significava desafiar um deus. Para cortá-la, era preciso ter uma justificativa muito convicente. Afinal deuses não perdoam. A ação exigia um ritual mágico e um compromisso de sobrevivência- montar uma casa, fazer um barco- para que a vingança divina não se estabelecesse.</span><br /><span style="color: rgb(255, 255, 255);">O homem "evoluiu". Arrancou os deuses da natureza e estabeleceu um deus semelhante a si. Um deus humano, cheio de poderes absolutos. A partir de então a natureza começou a perder o status de "mãe" da vida. O homem passou a destrui-la como se ele próprio fosse divino e sujeito de toda a ação. A busca pelo poder, dinheiro e luxúria desconectaram a espécie humana do ambiente natural. O resultado disso está diariamente em todos os jornais e reportagens de TVs: queimadas, secas, inundações e poluição. A natureza cobra o troco pelo desafio humano.</span><br /></span>ernestohttp://www.blogger.com/profile/07196629866735192093noreply@blogger.com0tag:blogger.com,1999:blog-8739257346486892887.post-46954860018968244812008-01-03T18:18:00.000-08:002008-01-03T18:40:44.230-08:00Feliz?<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://bp0.blogger.com/_9jbSa9T0OwE/R32cfgsHSWI/AAAAAAAAAEE/x8fVNULDoH0/s1600-h/indios.jpg"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer;" src="http://bp0.blogger.com/_9jbSa9T0OwE/R32cfgsHSWI/AAAAAAAAAEE/x8fVNULDoH0/s320/indios.jpg" alt="" id="BLOGGER_PHOTO_ID_5151445613946554722" border="0" /></a><br />É a fragilidade do homen que o faz ser sociável; são nossas misérias comuns aquelas que enclinam nossos corações à humanidade; se não fôssemos homens, não deveríamos nada. Todo apego é um signo de insuficiência: se cada um de nós não tivesse necessidade alguma dos demais, nem sequer pensaria em unir-se a eles. Um ser verdadeiramente feliz é um ser solitário: somente Deus goza de uma felicidade absoluta; mas quem de nós tem a idéia de coisa semelhante? se alguém imperfeito pudesse bastar-se a si mesmo, do que gozaria segundo nós? Estaria só, seria infeliz. Eu não concebo que quem não tem necessidade de nada possa amar algo: e não concebo que quem não ame nada possa ser feliz.ernestohttp://www.blogger.com/profile/07196629866735192093noreply@blogger.com0tag:blogger.com,1999:blog-8739257346486892887.post-36715891908744401302007-12-29T17:12:00.000-08:002007-12-29T17:54:51.999-08:00AUTONOMIA<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://bp1.blogger.com/_9jbSa9T0OwE/R3b6AO0hqXI/AAAAAAAAAD8/fHIwBH7AQ9A/s1600-h/Preconceito.jpg"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer;" src="http://bp1.blogger.com/_9jbSa9T0OwE/R3b6AO0hqXI/AAAAAAAAAD8/fHIwBH7AQ9A/s320/Preconceito.jpg" alt="" id="BLOGGER_PHOTO_ID_5149578105830091122" border="0" /></a><br /><span style="font-size:100%;">Sentir-se livre, dono da própria vontade e governante de suas ações é uma aspiração de cada um de nós. Mas é mesmo só isso: um desejo. Como falar em liberdade de escolha e em singularidade quando a cantora Madonna lança um novo CD e 35 milhões de pessoas compram as cópias. Vontade livre ou condicionamento? para o filósofo Michel Foucault, relações de força sutis perpassam nossa vida e constituem nossa individualidade. Não que sejamos todos idênticos, mas agimos de forma parecida porque a sociedade é "adestrada" por um conjunto de normas de disciplina que, de tão dissiminadas e repetidas, são internalizadas e vistas como normais. Um poder sem centro e sem dono do qual somos cúmplices, governa nossos atos, determina nossos afetos. Nem sempre foi assim. e isso ainda pode mudar.<br /><br /></span>ernestohttp://www.blogger.com/profile/07196629866735192093noreply@blogger.com0